<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-1864912945686397062</id><updated>2024-12-18T19:20:04.180-08:00</updated><title type='text'>Nova Radiologia</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://novaradiologia.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1864912945686397062/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://novaradiologia.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/1864912945686397062/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>64</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1864912945686397062.post-3395979789005128831</id><published>2012-08-13T10:24:00.000-07:00</published><updated>2012-08-13T10:24:00.946-07:00</updated><title type='text'>Passei no concurso</title><content type='html'>Nesta sexta-feira (10/08/2012) recebi a noticia de minha aprovação no concurso para Tecnólogo em Radiologia....&lt;br /&gt;
Quero agradecer a todos que acreditaram em mim, em especial a Deus, que nunca me abandona, e a minha família pelo carinho e amor!!!&lt;br /&gt;
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Concursado... eeeeeeeeeee</content><link rel='replies' type='application/atom+xml' href='http://novaradiologia.blogspot.com/feeds/3395979789005128831/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://novaradiologia.blogspot.com/2012/08/passei-no-concurso.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1864912945686397062/posts/default/3395979789005128831'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1864912945686397062/posts/default/3395979789005128831'/><link rel='alternate' type='text/html' href='http://novaradiologia.blogspot.com/2012/08/passei-no-concurso.html' title='Passei no concurso'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1864912945686397062.post-9156466825201427264</id><published>2012-08-13T10:19:00.002-07:00</published><updated>2012-08-13T10:19:06.401-07:00</updated><title type='text'>Atribuições do Tecnólogo em Radiologia</title><content type='html'>&lt;div id=&quot;content&quot;&gt;
&lt;div align=&quot;center&quot;&gt;
&lt;strong&gt;RESOLUÇÃO DO CONSELHO NACIONAL DE TÉCNICOS EM RADIOLOGIA -&amp;nbsp;CONTER Nº 2 DE 04.05.2012&lt;/strong&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot;&gt;
&amp;nbsp;D.O.U: 17.05.2012&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Institui e normatiza atribuições, competências e funções do Profissional Tecnólogo em Radiologia.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
O Conselho Nacional de Técnicos em Radiologia no uso 
de suas atribuições legais e regimentais, que lhe são conferidas pela 
Lei nº 7.394, de 29 de outubro de 1985, e pelo Decreto nº 92.790, de 17 
de junho de 1986 e o Regimento Interno do CONTER.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Considerando o disposto no artigo 1º, inciso I da Lei nº 7.394/1985 e artigo 2º, inciso I do Decreto nº 92.790/1986;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Considerando que compete exclusivamente ao Conselho 
Nacional de Técnicos em Radiologia normatizar o exercício dos 
profissionais da radiologia;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Considerando o avanço da tecnologia radiológica nos 
diversos setores de diagnóstico por imagem, bem como, o consequente 
avanço na formação dos profissionais que operam os respectivos 
aparelhos;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Considerando a responsabilidade delegada aos 
Conselhos Nacional e Regionais de Técnicos em Radiologia no que se 
refere à aplicação das normas de radioproteção e a qualidade dos 
serviços oferecidos à comunidade pelos profissionais das Técnicas 
Radiológica.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Considerando que as normas de radioproteção visam 
preservar a sociedade, que, submetida ao diagnóstico por imagem, nos 
diversos meios de execução de exames, não se exponha desnecessariamente a
 qualquer tipo de radiação, objetivando garantir sua saúde e integridade
 física, direito fundamental do ser humano que não pode ser relegado a 
um segundo plano e não pode ser entregue a quem não detenha conhecimento
 e habilitação necessária;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Considerando a decisão do Plenário em sua I Reunião 
Plenária Extraordinária de 2012 do 5º Corpo de Conselheiros do CONTER, 
realizada no dia 28 de abril de 2012,&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Resolve:&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Art. 1º. Instituir e normatizar as atribuições competências e funções do Tecnólogo em Radiologia.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
§ 1º Constitui requisito básico para o exercício da 
profissão do Tecnólogo em Radiologia, possuir Diploma de Graduação em 
Tecnologia em Radiologia, emitido por Instituição de Ensino Superior, 
cujo curso seja reconhecido e/ou autorizado pelo MEC (Ministério de 
Educação e Cultura).&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
§ 2º Ficam asseguradas e garantidas ao Tecnólogo, 
todas as demais atribuições, competências e funções, já regradas pelo 
Sistema CONTER/CRTRs.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Art. 2º. Compreende-se como setor de diagnóstico por 
imagem de que trata o inciso I, do Art. 1º da Lei nº 7.394/1985, os 
procedimentos realizados nas seguintes sub-áreas: Radiologia 
Convencional; Radiologia Digital; Mamografia; Hemodinâmica; Tomografia 
Computadorizada; Densitometria Óssea; Ressonância Magnética Nuclear; 
Litotripsia Extra-corpórea; Estações de trabalho (Workstation); 
Ultrassonografia; PET Scan ou PET-CT.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Art. 3º. Os procedimentos na área de diagnóstico por 
imagem na radiologia veterinária, radiologia odontológica e radiologia 
forense, ficam também definidos como radiodiagnóstico.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Art. 4º. É atribuição do Tecnólogo em Radiologia, no 
setor de diagnóstico por imagem, realizar procedimentos para aquisição 
de imagens através da operação de equipamentos específicos, nas 
sub-áreas definidas nos artigos 2º e 3º da presente Resolução.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Art. 5º. É atribuição do Tecnólogo em Radiologia 
coordenar e gerenciar equipes e processos de trabalho nos serviços de 
radiologia e diagnóstico por imagem.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Art. 6º. Compete ao Tecnólogo em Radiologia elaborar e
 coordenar a execução do plano de gerenciamento de resíduos de saúde na 
Radiologia e Diagnóstico por Imagem.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Art. 7º. É atribuição do Tecnólogo em Radiologia 
estimular, promover e desenvolver a pesquisa científica inter e 
multidisciplinar.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Art. 8º. Constitui atribuição do Tecnólogo em 
Radiologia realizar supervisão de proteção radiológica em instalações e 
ambientes clínicos e hospitalares.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Art. 9º. São atribuições do tecnólogo em radiologia, 
no âmbito dos serviços de diagnóstico por imagem, radioterapia e 
medicina nuclear:&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
I- Gestão, implementação e execução do Programa de Garantia e certificação de qualidade dos serviços de radiologia;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
II- Gestão, implementação e execução do Serviço de Proteção Radiológica;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
III - Elaboração, implementação e execução do Plano de gerenciamento de tecnologias em saúde em estabelecimentos de radiologia;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
IV - Supervisão de estágio de estudantes das áreas de técnicas e tecnologia em radiologia;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
V - Gestão, implementação e execução do Programa de Gerenciamento de Resíduos em serviços de radiologia;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Parágrafo único. Além das atribuições mencionadas nos incisos supra, o tecnólogo poderá atuar na realização de dosimetria.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;b&gt;&lt;u&gt;Art. 10º. Passa a ser atribuição privativa do tecnólogo em radiologia, no âmbito dos serviços de radiologia industrial:&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;b&gt;&lt;u&gt;I - Gestão, implementação e execução do Serviço de Proteção Radiológica;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;b&gt;&lt;u&gt;II - Definição e garantia do cumprimento dos protocolos utilizados no serviço, bem como as adaptações necessárias;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;b&gt;&lt;u&gt;III - Treinamento do pessoal envolvido nos procedimentos radiológicos;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;b&gt;&lt;u&gt;IV - Orientação e supervisão das atividades da equipe
 no que se refere às técnicas e procedimentos de trabalho em situações 
normais e de emergência;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;b&gt;&lt;u&gt;V - Verificação e validação dos resultados obtidos em ensaios radiológicos. &lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;b&gt;&lt;u&gt;Art. 11. É atribuição privativa do tecnólogo em radiologia a coordenação dos cursos de graduação em Tecnologia em Radiologia;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Art. 12º. É função do Tecnólogo em Radiologia, quando
 participe de equipe multidiciplinar, emitir parecer, manifestar opinião
 e sugerir aplicação das técnicas radiológicas adequadas ao caso em 
discussão.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Art. 13º. É atribuição do Tecnólogo em Radiologia.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
I - atuação no âmbito da pesquisa com uso da radiação
 ionizante e não ionizante, nas áreas da bio-radiologia, micro-anatomia e
 micro-biologia;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
II - atuação nas subáreas de que trata o artigo 2º, supra, com empregabilidade da nanotecnologia;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
III - Compor equipe de desenvolvimento nas áreas de ensino, pesquisa e extensão, inter e multidisciplinar.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Art. 14º. É dever do Tecnólogo em Radiologia orientar o paciente quando da realização de exames e procedimentos radiológicos.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Art. 15º. Constitui atribuição do Tecnólogo em 
Radiologia, atuar no âmbito dos serviços de Radiologia Forense, 
colaborando e interagindo com outros profissionais nas áreas Forense e 
Jurídica, em processos e expedientes relativos a investigação e solução 
de crimes ou acidentes.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Art. 16º. Compete ao Tecnólogo em Radiologia atuar 
nas funções de treinamento e &quot;aplication&quot;, no âmbito da radiologia e 
diagnóstico por imagem. Art. 17. É atribuição do Tecnólogo em 
Radiologia, atuar junto à equipe de engenharia clínica hospitalar.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Art. 18º. Compete ao Tecnólogo em Radiologia, prestar
 consultoria, realizar auditorias e emitir pareceres sobre matéria de 
âmbito das ciências radiológicas.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Art. 19º. Constitui atribuição do Tecnólogo em Radiologia:&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
I - participar de programas e atividades de educação 
sanitária, visando à melhoria da saúde do indivíduo, da família e da 
população em geral;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
II - participar de programas de higiene e segurança 
do trabalho e de prevenção de acidentes e de doenças profissionais e do 
trabalho;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
III - participar de programas de treinamento e 
aprimoramento de pessoal de saúde, particularmente nos programas de 
educação continuada;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
IV - participar de bancas examinadoras, em matérias 
específicas da radiologia, nos concursos para provimento de cargo ou 
contratação de Tecnólogo ou pessoal Técnico e Auxiliar de Radiologia.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
V - participar no desenvolvimento de tecnologias apropriadas à assistência de saúde;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
VI - Desenvolver e aplicar o POP - Procedimento Operacional Padrão, nos serviços de Radiologia.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Art. 20º. Esta Resolução entra em vigor na data de sua publicação.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
VALDELICE TEODORO&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Diretora-Presidente&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
VALTENIS AGUIAR MELO&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Diretor-Secretário&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://novaradiologia.blogspot.com/feeds/9156466825201427264/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://novaradiologia.blogspot.com/2012/08/atribuicoes-do-tecnologo-em-radiologia.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1864912945686397062/posts/default/9156466825201427264'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1864912945686397062/posts/default/9156466825201427264'/><link rel='alternate' type='text/html' href='http://novaradiologia.blogspot.com/2012/08/atribuicoes-do-tecnologo-em-radiologia.html' title='Atribuições do Tecnólogo em Radiologia'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1864912945686397062.post-3428895436898966304</id><published>2012-05-13T12:28:00.004-07:00</published><updated>2012-05-13T12:28:53.897-07:00</updated><title type='text'>Feliz dias Mães!!!</title><content type='html'>Feliz dia das mães a todas essa mulheres que nos amam muito de forma incondicional!!!</content><link rel='replies' type='application/atom+xml' href='http://novaradiologia.blogspot.com/feeds/3428895436898966304/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://novaradiologia.blogspot.com/2012/05/feliz-dias-maes.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1864912945686397062/posts/default/3428895436898966304'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1864912945686397062/posts/default/3428895436898966304'/><link rel='alternate' type='text/html' href='http://novaradiologia.blogspot.com/2012/05/feliz-dias-maes.html' title='Feliz dias Mães!!!'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1864912945686397062.post-795776885209844115</id><published>2012-05-10T14:32:00.000-07:00</published><updated>2012-05-10T14:32:03.241-07:00</updated><title type='text'>Medicina Nuclear em Foco - parte III</title><content type='html'>&lt;br /&gt;
&lt;img alt=&quot;&quot; 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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Na prática a meia-vida de 2,8 dias do gerador de Mo-99 permite que ele
seja utilizado por duas semanas, embora muitos serviços de MN possam precisar
de dois geradores por semana.&lt;/span&gt;&lt;/div&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;Esquema do
Gerador de TC&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: 14.2pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;Do reator nuclear, o 99Mo é colocado no interior de uma coluna de Al2O3
(alumina).&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 14.2pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;Fica então sob a forma MoO4-2.&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: 14.2pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;O produto é colocado em um recipiente de chumbo e distribuído.&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;ELUIÇÃO&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;99Mo&lt;/span&gt;&lt;span style=&quot;font-family: Symbol; font-size: 9.0pt; mso-ascii-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-weight: bold; mso-char-type: symbol; mso-hansi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-symbol-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-char-type: symbol; mso-symbol-font-family: Symbol;&quot;&gt;Þ&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt; 99mTc.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;A retirada do
99mTc se dá com o uso de uma solução salina e um tubo de vácuo no gerador.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 14.2pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;O
tecnécio sai como pertecnetato&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;-
99mTcO4-.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;CONTROLE
DE QUALIDADE&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Os geradores passam por um controle de qualidade rigoroso antes de serem
entregues ao consumidor final.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l6 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;img alt=&quot;*&quot; height=&quot;9&quot; src=&quot;file:///C:%5CUsers%5CWeslley%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image001.gif&quot; width=&quot;9&quot; /&gt;&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Pureza radionuclídica&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 32.2pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l5 level1 lfo5; tab-stops: list 54.0pt; text-align: justify; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Avaliar a presença de outro radionuclídeo que não o
Tc99m;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 32.2pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l5 level1 lfo5; tab-stops: list 54.0pt; text-align: justify; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Qualquer outro radionuclídeo presente na amostra é
considerado como impureza radionuclídica e é indesejável, pois resultará em
dose extra de irradiação para o paciente, sem benefício clínico.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 32.2pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l5 level1 lfo5; tab-stops: list 54.0pt; text-align: justify; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Contaminante mais comum: Mo-99&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 32.2pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l5 level1 lfo5; tab-stops: list 54.0pt; text-align: justify; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Tc-99 pode ser encontrado mas não é considerado
contaminante ou impureza.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;img alt=&quot;*&quot; height=&quot;9&quot; src=&quot;file:///C:%5CUsers%5CWeslley%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image001.gif&quot; width=&quot;9&quot; /&gt;&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Pureza química&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-left: 35.45pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l4 level1 lfo6; text-align: justify; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial; mso-fareast-language: EN-US;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;Avalia a presença de alumina da coluna (Al2O3)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l3 level1 lfo4; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;img alt=&quot;*&quot; height=&quot;9&quot; src=&quot;file:///C:%5CUsers%5CWeslley%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image001.gif&quot; width=&quot;9&quot; /&gt;&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Pureza radioquímica&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-layout-grid-align: none; mso-list: l1 level1 lfo7; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;Avalia a valência do Tc-99m que deve ser no mínimo 95% de +7.&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;MARCAÇÃO DOS KITS&lt;/span&gt;&lt;/div&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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/&gt;&lt;img alt=&quot;&quot; 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8LCwMDR9cHp6WldX5+vr+/z588jIyBcvXqDpQMRlt9+0bjncFPAFWE7kzwsLC/X19YODg2ixGlmb41f3XBRobwxFbBPY3d1tbm4eGxtDPV7zJfYIkwDEbQIajeb4+BhdYYr+VavVh4eHSAN7e3tDQ0MTExPYP1Uq1cLCwtHR0cHBwc7Ojslk2tra2tnZQTIfHR1NTk729fWdnp4uLy9PTU2hzZRjY2NNTU0jIyNLS0ubm5smk2lzc7OhoaGtrW13d3dxcXFsbEytVpM7C+fn58vLy3t7e5eXl+fm5rRaLQBgenq6tLS0trYWbZ3CuxvQbkKXKOf7xO2iAOdiOQGcOCCuCUEPTSbT5ORkeXn5yMgIamTw5NwVCYNAZoFkOzk5qamp6ejoQHts8NDXbLlZ3JFkafrEvRVyuQGNNfC+PdRHQNHxx5Tw/l+sK7SMD8/uAiLzpXkmyo48do2LgKcncPpMkM+BZfMyLWuazVypCX0z+JebFuAMrpMCcMcetz/oycjISEFBwcTEBOaIK5LhXPEghMfHx+iTBCqVClouFMOzBg4mxQTua1CWLfroIe6J4Fe0fVCYR/CgyWw5vYO6SzgYCmMwGJCLkouRtBTQwATN8KMU0GZB0gZwLZAshv9lPqHtqnATgR18pxQAz26nxeYyMDCQn58/Pj6OjemmrAdYZiV2d3dra2s/f/58dHQELa0o6gY7mI5VCiDpD7OJVqsl70rEYWjrIHidArMAbVoORyQPO+JhDn6Lz0ohp8WSkKwBz/I1ICZraPMv+L/k7IkLx1DfKhyigGvzzOvMCJ7dgKjX64eGhkpKSsbGxkheuMEGBFj6Avv7+5WVlU1NTUqlElo2DjqeiFWtAmLvoNFoRF80w50C2mQ79ijspWQbTssRP0TRDw4OFhYWbMWiLNsfAABbW1szMzNokZLW7wBEx4EJTEykMJiqcMTL1MU3DIcogGLAJb5qtTqvjQJwY4KejI6Ooi3rwDLCdESGqxYYa1ulUtXX17e0tOCTsw6ygC0JyRTMZnNeXl5ycvLp6SkkdEJZ1g7IvNCyIi0XfLUJc4q+oqIiJSWFPOqDE8cH/iiKWl1dZbFYSUlJGxsbZDDaFABNcni2zSdDksHc/m8H3ykFIGArWV9fr6ioGB4eRjP/FEXhz4fcFAUgJkIOj1Le399vbm4eHR29TC+A5jBHR0dLS0uHh4eZmZkJCQmo367RaObn57e3tyHRbu/u7i4tLSGOQLmr1erNzc3j42NMpvjOYgCAXq9XKpUmkyk/P//p06doFGM2mw8PDzEdkPuUWlpaHj58qFAoUJGh5ZwiCnZ6eop4B0uOVjTwbCVOkDZrq9Fq0b1vbtiCdQoAjG2wVt2edBKaA9B+2wKtk3YuI9A8zdZzW4Uig6Gv9wEATk9Py8vL+/r68BAUT4+dKxV+SxEzUs6BqXxyJIx+7Ozs1NTUjIyMIPlJPdtXCwap8OHh4bi4uMjIyJSUFC8vrzdv3mi12qWlpaSkpNDQUBaLVVtbi3yvsrIyLi4uIiIiJydnfn4eQriysvL27dvw8PCoqKiysjK0com7Tjs7OzweLyYmJj09PTIyElGAUqmUSqVxcXGvX7+uqqpCa41I1RsbGywW6z/+4z84HM7c3FxZWVlBQUFGRsbAwMDc3JxcLn/z5k1qampfXx+qtb6+PjabnZ6enp+fv7e3BwE4Pjp6V1SU9Oo1O489NjoGITw9OWmob0hLTctMz+jt6TEZjeDsXSOAYS32q+bcinPQ9mgVcZlEnAMtNesUgE0QAzDcG1yEAmz1HSjGNNK5oFEGRQwv7beN4KwDoKkvo9HY3t5eXl6Ohtk4C2Yutvo+NKkcKYJVkMo3W9uGiHx+bGyssLBwb28P1xGwZsq2+mt4MH98fPzq1SsWi9Xe3v7+/fsffvjh1atXm5ub6EhvR0eHTCbz8PBAV6T9/vvvBQUFCoUiOjpaJBIdHh6mpqbGx8fX1ta+e/fOz8+vt7cXQojm/7VaLYfDefLkSX5+vlAoRKf9NjY2RCJRYGBgYWGhTCbz8vKqq6vDStvd3U1OTv7b3/4mEokWFhZ8fX1/+umn5OTkgYGBhISE58+fV1ZWpqWl+fv7r6ysjI6Oent78/n8d+/e+fj4FBQUqE5VWekZfj6+PA43LCQ0JCh4fnauuOidp8cjHofLZXP8ffzQ6WZMAZS12QFmpVg1NlsVZ9/2aMmarR1MvFAiToNmJPZ6AVhKppdCGxRABmNaJFOaG6QAlNra2trHjx8XFhagZdILB6OJdLMUgLu46GOH7e3tFHGOyFZJbekcQjgxMeHp6dnd3Q0hVKvVAQEBSUlJHR0dDx48QL0Mk8nEYrEyMjLa2tr++te/cjic6enpwcHBlZWVwcHBn3/+mc/nr6ys9PT0eHl55eXl4VmDnZ2dgICAgoICJG1UVFRAQMDk5OSTJ0/QqUGDwZCamspisfb391EYCGFTU5OPj8/6+vrx8bGXlxeHw9HpdMfHxx8+fGhtbV1fX//48ePPP//c0dHR3Nz8448/VlRUbG1t9ff3D48M93R33/nHbzVV1ZSZWpibf5uZVVddE+gfUFRQiAqSlpL64sULNBih8bt9H7s6CrgNvYDzKYAipm1xTNLWyTLYoTRwWylAo9EoFIru7m7UHWCuWjuiTZpUjsSylRTWMJMCUAA0VNnf329oaFhZWSGVBhmL51ZLgd/29/c/evQIHeMzm80sFis1NbWystLHx2drawtpMjs7OyIiAl37ERoaev/+/bi4uN7e3ubm5r///e9+fn4JCQkvXrwICAiQSCTogjAI4czMjL+/Pz7tl5eXFxgYqFAo7t+/39fXh2Soq6u7c+fO1tYWtIxompqaHj9+vLa2dnh46OXl9enTJ1Te2trauLi42NhYHx+f//3f/21ubj45OcnOzvbw8PD09ExNTV1bW6sor7h/7/fN9Q2T0QQBNOj0o8MjHg8eDvT1Ixka6huePHmCZjfwGoFVC6HhSinA8ei2xHMONCOxSQG00PgVVh9NI7SODbj1vQCTybS/vy+TyVAXwCoF0IpjVZs0qRwpglWQGrZKAWQuHR0dCoWC3NQIGBf12qIAFGx6evrhw4etra0QQqVSGRwcnJycrFAofv/999HRUZQOi8V69erV+Ph4U1PT1tbW2NjY06dP/fz8mpub79y5U1tbu729vbOzU1lZiW4WQr2A7e3tx48ff/jwASUSHx8fEhKCDg43NzejhwUFBZ6ennt7e1gq1AtYXFzc39/38/Orrq6GEPb29np4eEgkktnZ2ZaWlnv37ikUisXFRXSV+4cPHx4/fhwZGVlS/P7RQ4+lhUUIoeZUNdg/0N3Z5fHgYXdnF8ruw/sSby/vnZ0d9F/mrKEt87siCrhQ3HMTuShoRmKFAqyGxm9xzxMwKMDWXAu4fRSAMDU1VVJSgq4Ds0UBtOyY2qRJ5UgRrALLaZUCsCTIdhcXF8vKypRKJRnGQQpAzaBarU5JSQkPD+/s7BSLxf/+7//+5s2bg4OD6Ojop0+fDg8P5+fn379/v6urq6Ki4sGDB9XV1TMzMy9fvoyOjl5eXg4PD4+Pj5+enq6rq0MeCwBAlwWbzebMzEw/P7++vr6Wlpa//e1vXl5em5ub8fHxYWFhs7Oz3d3dDx8+lEgkFLE80dTUdO/eva2trd3d3UePHpWWlqKHv/zyS09Pz/b2Np/P/6//+q+ampri4mIfH5+pqan9/f3ExMSQkJD+3t5HDzxys3MODw6Li975PvGZHJ94Hh2TGJ+wOL+wtLjk5+ObkZFhtMwI2tqGzKyU75QCHJED/8bPKQbAWRawWmCXKIJ86KDwwDIl3tjYCC0L4MxtcI6Ld6FSMItAkpfVTAFxMBkAcHR0VFFRga7cspOIrXRQyPn5+dTU1PDw8ISEhPj4+E+fPun1+rm5uYSEhMDAQD8/v8+fP+v1+v39/ezs7NDQ0MDAwFevXqHpg56entjYWH9/f3SJAGrPKcsxB0QWvr6+kZGRERERGRkZGo1maWkpMTExNDTU398/IyNjfX0dENOcnZ2dcXFx29vbu7u7r169QlcG7O/vx8TE+Pj4PH/+PCsry8/PLzc3d2RkJDo6+smTJxEREeHh4U1NTRDCjyUfAv0D/Hx8PR48LCoo1Gt1M1PTMc+i/Xx8fbyfJMYnrK6sQoJe7bcWtqr1orZ6/bDl8HYCu2yDMLZC6uw+UJfjQoW0j4mJiaamJsqylc0qi11FKZhFcCQjUqSjo6OqqirUs72QKoBlTgH56vHx8dzc3P7+vkqlUqvVKBGlUrm4uLiysoKmHtCT2dnZ8fHxg4MDnNTBwcHY2Nji4iKazzNb7gVHb/f390dGRhYWFg4ODra2ttAY4eDgoL+/f2hoCO0vwMcKKIo6PT1FwYxG49raGvqmMwBgc3NzcHBwaGjo8PBweXl5YmLCYDBsbm52dXX19PQsLS2h8046jXZxbr69tW2gr1+r1piNJgjh6vJKd1d3e2vb9uYWJPY4wovfxfa1wAnvcDEFkCzwdVEA0/9pHRkXwhYF2M/RJRRgOvu5FED0iQAAaNkMp0PeX4glx+eCbAmJ9/zRQDtNCADAR7DxdkOyi07eKU7KgANQlgGpQW+gTGZIAYhCAWg2mgAFIEXEMplM5j8o4Ipq9sZxkxRASnCl/uMSINnQRBc2MheSy7m5M50fz6TYiuUSCqAscxzI98zEp5AwceNpHfwQz5KQgSlrRwmhZVSFzQB3JXDugBhUmy0fEcEaIPWADw6St6fhFLBUgAKAAmaT2WgwfvF8CgAzRZkpxAXATFHWrpl2A17FSUGyjl2euAsBAEC3WTDbGVvhXZg1DcyvaDDhEgrASZFkDS1zBJC4WYx8SwYAxIUF+C2ev8S8YCaOBkII8YUrmDWQ8+ObP9BbMiKOTqZAkgUObzaZgRlACCGAEEBAAbPRhBYIESMACoCbPvR1a/GdUgAScmxsDE0HOhjetbljUBSFvpaFA1gdqbpqLoCsGtoiDnMbKM0hcScCSw6JngU868M4NXIVCRA7FHE6eHhCEaseZstpYiZVkcSE5AAmM2WmIIDATAE0IrB0BICZggCeCX+LLfP6cVX3BQAGrigjpwEAGBkZQfPJjkdx+RgHKYc8jQdsjLRJTR4cHFRXV+PJuYuKRAsM7I6QmYROe3JuFdsSDxBDMMjgMopot2m501NDjT9+CKw9ccMGrvDKkNtPAcPDw3izioNRrogCaB5ltRfApIDDw0P06vr7XLe5Zt24ENwUcMMUgED2xr8WCjBbbvu0Kq0bXwvcFHArKAAwYCcMvDUUgBf2rzNrN1wL1+8LsAVXZeQq3CAFWFXIuYnfNgqgrQU6GOt2GsP3DDcF3CIKsL+r8lZRgHM5XlEfyo3LwGXXh9ICUMRZF1tmTbYkVo3DQVthzqUxBaYtU6GHfX19bW1ttEVyEnhdmhaGzO6imnEQVhPB/93b26upqcE3cJEKPFceJ8CsF6vAYtgKxtSeE6TgnD4dgUt05YjMzhXzimJdFQVgf6NsbxYGrqMA6uwOFqbAFHH1NZa2t7cX3b2Bw1yeAoC1JTQXAqW5u7t7zRTgSIncFOCgzM4V84piXWEvgLJs9qDtP6GFscMCVmMxQXNR5klbcI0UYLIAB3OkCFYFpgHnCCHc3t6urq5Gl51BuxRAgyPVzQSZuC0NAwcowFYUYJdfzrVGV8E55TiSjhNZOyeeE7GulgLg2YvirYaxY+uOUwA56PhOKKCqqspNAa6Fc8pxJB0nsnZOPCdiXSEFAMseL9rZEjtgtueOxKIddLlZCqB5o9UwTgNaKGBzc7OystIRCqCVCDhl6LTErWYEHKAA8qFVqRwR+DIKtA8nNOOIwEyZmZbmSDEdlOeisdwU4GIKcER7jsBOOvDaKYAWy5bMOBf7yrEjlSMCO6dPR+CcZhzRsC1FXaiYDspz0VhXviiIHYlpoI4ka1VZ5yrUQWn7+vq6urqgjXlHqym7xKNsyeOIcoQ+acsAACAASURBVCjLhwarqqrQt0YBcTKPJrmrxLuMwLRY6F/atQUXStnprJ2I5Sqca7HXb0gYbgr46ikAEgf+aJJfnaE751EUcVsBRZwdvFDKzmXtXCxX4VyLvX5DwrjtG4SZRXIEDiZrnwIcyd25QjkNYDk+QOsFYGYkg10pBTgHLA91drBAC3OzSr4KXJshOZGymwK+VgqoqanBV/fTvB3cVgqAEAIADAaDSqU6OTnRarVMNd64kq8C12ZITqR85RRwRcleUn0OUsCtAiAmWff29mpra786CkCjQo1Gc3R0tLe3hz/iRob5Hijg2jJyU8A5iXyNFIB6AV8vBQBidYY2fkFwU4ALM7phCrjlAAD09PSgW/HtHM65JaB59dbWVk1NjUqlYtY3sEzB0nYo0VLDAW55wd24any/FEBR1FdEAQiUZa/E2tpaZWUlvvmfRgHg7H0edijgaym4G1eH75oCuru7EQU4so54s0CO7QgFQKLLQFssJFNz+XKUG18pvlMKAACYTCZMAbffDcDZvXd2BgKQGBCeSwG3v+BuXDXcFPDVUAAgpgPtUwAZy2pX38GJIje+B3zvFNDT03OZRFwokiPAffvV1dWqqipbAwFSQjcFuGEfVigAdxHtWAlwAE5EOTcRZmpWU7a5oZcYAFMU1dbWNjAwgBM8Vw+0LMhdrjgAxdioS+7et5oRs1y21AUhRJ/ZWFlZqaurQ4uCpAy2VAEY0wT2xWAGdiS81bI4Upu3IdmbhdXqvp5iWqeAc3N1QmJHojhebPuxzqUA5MAtLS19fX145ozMDhCnG/AxRDJ9/Jx2RIcMz3wLbZ9HIPO1ow03BVxRsjcL+/Z8pcW0QgGOSOOExC5JhEyN5pYkbDX7pFuaTKbW1tb+/n4UhUkBeF2NeV4YUwP64hX5LSCSAszERzvP1QN6S9m+kAOnDyFcWlpyU4AduCSj64QjhbqiYp5DAbaaUCfkc20hKdtXA1gVGz8nHbujo2NoaAglSE6eM0OSFEA6NvowtsFgQJ4Jzn6W1xYFWBUPi/HHB3MZqgCWb40tLi66KcBOdbsko+uE1Rq/nmLanA60lettoABg9wyyLWXh5/huL0wBwHKCnSL6C2R/nhSG3FRDnd3ramvIcC4FYAlR4rY0jEPOz8/X19e7KcBWdbsqr2uD1eo+t5guyfqyFED7r536dqSQ5yaC02He52NLWdgDwVkKMBqNra2tg4ODEEKz2Yw689RZCqCJgbPGbTs4ez+qrXP7lAMUQCZuS6U45FdNAc6lZidZq8p0Ov0L5X7JYLbC26l9Ei4pgkOLgrbslTo73QUYB9cvWmwHy0ARba8d8YCllcbOTApsMpkUCgVaESApwI4ZUYyuh52s7RSKjEubPrQDFAvPBTQ0NGg0GpyF4/I4p3NXAVyEg2ylQAOzXq6umOcaCbQ2l+yEMM4V4dzqBgwjuRQF0KoTXBcFgLMf3rHjMIBxpzAOgCgADQRw22u/dm0V377L2Sk4iuI4BUDLdODi4mJ9fT06b08R1+84Io9zOncVwNVQwLmFdZX85xoJFpKsWSeEca4I51Y3cI4CHEkXp+5ajduSBxfAqnhk3TCDobdGo7G5uXlkZAQSc4H2lQ4YHWNbUci87JSCluC5gJZu//z8fG1trU6nAwQF2JHn9gBcAQU4qDpXye9IysAuMbkwo3NjnQsndwcyxUL/vR4KOBf26Rm9MhqNjY2NY2Nj0OFjQhetDMr2l5ScSxCLOjMzU11dbTAYoKVfcBmnuk6AK6AAO68upGHX4pLCuCrWuelcigKYT66BApj5MsPYd2lAUMD4+Pi54cmIF6qMcykAWtOknZA4/NTUVHV1tdFoBACgRUQHi3DjAFdJAVbfXrVBnisnU6oLRb9krHPTcTEFXIPGmfk6Ih4zislkamhomJiYgFdGAeDskMSOMBfKHQAwOTlZXV2Ndgri5UkH07lZXN5I7Nu0g3Z/DSCzdkIY54pgq/h20vkejwkBy7xaXV3d9PT0JRslR7KzUxPAxo5gq+ngkBMTE7W1tbQvo1yR/G582/hOKQAAYDAYamtrp6am8HLAdQqAf9jaDmg1lpsC3HA5vk0KsO9RJAXMzMwAB7rrrgWZnX23J+GmADeuAt8mBTCXx8m3mALq6urm5uYuk5GDrTcN5KYGLLCbAty4EXynFEBRlE6nq62tnZ2dhZdwIUcogKIgRQGKov3Af8Bs/mNj1bm7TdwU4IZr4WIKuCWGeO5AAFFAdXX11NQUJCgDh6Eoymwm/wtRGgAAs5nCSTL3fuAscFy07YiiANr7bzKhTc3QaDSfnKjW1jbm5xc3NzeVSqVOp6MsW55JabFIeJVxdHTUTQFu2AKwMba1aicu/qzo9ewLOLfhtRoL/0ZCGgyGmpqayclJcHYvJ0WcFAIAms2U0Wg2mQBtupCioNH45fQBjovOI5CXc1MUZTSaUVMPvuxHMGs02uXl1e7u3srK6qKi4sLCdyUlJZWVFd3d3VtbW2ipD8tMnT0WrdfrIYQjIyONjY1Go5Es2rfKAs5V97eqjXMBAMCH3EnbwFZNC/+dUgBFUVqttrq6Gg0EoOWYADr8j1tXswmaTRACaDKC4yPV+vr26srG7u6hRq03m/64IwSrFR9Dxk8oijKZgEFP6bRmswkaDebd3aMWRUfxuw98njg3h5uXyxMIREKhKCcnRygUVlRUzMzMIBYg23/8BO0IHBoaamhocFOA/ShXLdjtBLIWo9FI+3yzmwLovQCdTldRUTE9PQ0s83O0k0KAgoCCRoN5b/dweGi8uqqh+N1HuayoqLCkuqq+r3doaXFVq9OjNFEK0NIHIw78UgY9RZkgBFCt0k+Mz5SXVQv4Eh5XJOBLxCK5SCgTCMRisUQikUilUjab/eHDh/X1dVQ0o9FIu4wEFWRgYKC5udlNAfajXLVgNw6rvgCI4wmUA1tOvl8K0Gg05eXleDoQEvT5Zde9GR4dno4MT34oKWXn8bkcIZcjzMrMfZuVl5fL4/PEUkmhorlleXkZdc4B+DKawEePcY56nXl9baujvSdf/i4vlyfgS0RCGZ8n5vPEAoGUwxFwuXwejycWi3k8Hp/Pr6mpOTk5gcQZJ/hlTGFUq9X7+/u1tbX19fW0zsK3avRuCrAF+9PeOIx91X2nFEBRlFajqayoWFxcNBgMu7u7BwcHGo3GaDSYTMbT09Ptre2x0cma6sZ8eXFuDi8vly8R5UslhXyeRCSQS0T5PK6Ywxbm5LBFIlFzc/PKyopOp6coQOZlNlN6vWF/76ivd/j9u89cjigvly8SykVCuURcgP6Vy97xeWIul8fn83k8HpfL5XA4PB6vsbFxf3//i/AU0On0e3v7k5NTLS0tlZWVeXl5FRUVuIPALOO3BDcF2IJ9CiC7A9dHAReqJ5dk5DQF6A3GsrLymtq6zq7uz6VlHz58rKmpbWtr7+jorKmtKywsEgolPJ6YyxXxeGKBQMrjifn8P55wOMLcXJ5AIOZweLm57MKCd21tHXNzC3t7B8fHJ8rj073dg7m5hf7+oc+fK0UiOZ8vQYnweGKZrEgufycQSAUCqVRaKBLJ2GyeUCThC0R5bC6XJ+Bw+dk5eTW19VPTs2trG4uLy/39wxUV1YUFxTyegMcTpKdn1NXVk708aIMCztXVNVTZJXGDFOCcsV1RRswwTAqw9dZOyt/mvgAm6BQAgEarlxcUpWdkiSUyDpefy+ZyuAKBSMIXiNgcXk4eh8MVCIRSvkDC44t5fLFAKOUJxGyOII/N5/CEPL6YzREIBFKhQMrjith5/NxcrlgkLyx8X1L86fOnig8lpXJZEZcj5HBFfIEEp8PjiwUiqViSLxTJBEKpUCTjCyQ8vkQoluGHAqGUwxXm5HL5AknRuw/y/Hc8nljAlwr4Eh5PJBbJs7NzFYpWtK0A2m3/sTV8vRRwg/iqKcAWaMl+pxQAIdTq9AKh+OWrJIFQLBCKhSKJSCwViiQ8vpDN4XG4fL5AjLxRIJTy+GIuT8ThCtkcAYcrRJ7M5gh4PBEa2AsF0twcLvrLy+Vx2AL0l5fL4/PFfIGEyxPx+GK+QCISy0ViuURagLxdJJajLMSSfIm0AL0VS/JFYjnKgssTCYRSgUAqFMhEQhnKLi+P09XV46aAq4abAr4dMClApzcIRZLXSW9EYin6E4ok6E8gFHN5Ah5fJBTJ0B+PL0b+jz0ZMQKXK+RxRSKhTCYtFAqkAr4ETfIJBVL0Xx5XxOOLuLwvf0KRDLm6TF6E/By5PaIG3C8QimRsjuBL14Mv5vJEfL5ELMqXiPLFIrlQIM3Ozu3udlPAleOWU4BzoCX7nVIARQG1RieTF6SlZ4rEUi5PwOMLhSKJWCKT5xfK5AV8gYjHF9J6ATT/5/HFfL6EncfnsAWoIyAUSLmcL6QgFskFfAmXI+RwhVyeiC+QoKTIxp8vkKCBAArwxdstdEB2EGSyIjSDKJMWioTyjIy37e0dbgq4atxyCnAkjJsCvoBGAWYzpdboit9/fJudiybh+AIR6gvI5AXy/EKBUMzlCbHzowYZDen5AgmaERCIZGKxHC0WikVy5PPkH48r4nKEqD1HbTtKEHs+ShYTCmIZ5PP4rURaIJUVSqWFIqGcxxXJZUUyaWFaWmZzs8JNAVcNNwV8mwAAmExmnd746XN5HpuL2ny+QCSWyPBYgC8Q8QVf/BZ5I27G8aCAL5AIhVLk7agXwOOK+DwxjytCO3/QuIDN5rO5AmZXH3PKl2kFC9fgTFFIFIvHFwv4Ui5HKJcV5cuLs9/m9vb2AwCRaztS5GtQrBtfI75HCoAQmM2U3mAqfv8hPSNLIpWjzj/qBQiEYsQIXJ6Qx5dgX8XeiPrtX8YFPDFu8NHkH5oF5HKEQoEU8QKbI8AdATwXKJbkk90K1AtAc4147hAPPQRCqVAok0oKLVMMUg6HPzs7D7+eW0PduLX4TikALQrK5AVvUtJQ+y+TF6C5AIlULhJL+QIRhytA83/IS/FEPblAgEYBqNnncoTsPD5iBC5HyOeJRUKZSChDnoxbdTQRgKmEwxWiPx5fnMfmszkCFIbLE+Wx+XlsPh4a5MuLRUIZylEqlW9sbEI3BbhxaXyPFIB8RqvTiyWytPRMeX4havyFIolEKpfK8iVSOZoLQI0w7qIjFrBKAWghgMcVoW3/uC/A54p4lpYc7zJAP7g8EZpTQH8crjA3j8fmCBDLoFe5eTwOVygQSsXifKmkEI04pJICkUg6P78I3RTgxqXx/VKARqsTCMVx8Ylo/o8vEKGtAWKJDC0QCoQSPCxHDTUaDvzh/zwRm81HKwK4I4C7A6gjIOBZtgNZFhfwpAC5WcjSCxDk5vHy2PzsHA4aFKDnX9YFRPl8nkQizheL5GlpGT09fRA6Ohfghhu28J1SAEUBk8lcWlbxJiX9XfGH9yWf+AIx2hEgEIoFlklBkfjLyhzuDqDRAfJP1Ixz8vhfJv8EEgFfIhRIBHy0NUAi4Iu5HNGZRUHRH+uCaHyBWUYsQbwg5nCF2Tkc7PxC0Zcug0goFwllErGcncd/+TKpu7sXuinAjUvjUh8UgxdZUnLOUi+0vHGhZCGE29s7zQpFQUEBh8PNzcvLzcvLY7MFAqFYIpHJ5HK5XCyRiMQSoVAsFIoFApFAIBIIhFwun8Phcbl8Hl+AnggEIqFAJBSKhEKxWCwRicR8vpDPF/J4Aj5PyOOJ+DwJny/h8yVCocxyXkDG44n5fKlYnC8WyYUiiUQilUhkEolULJYKBCIejy8SSaRSuUgk4QuEXJ6AxxVwOLzUtLT09MyKigp0iOg2DwQuWV+0WLe2mOeCKbkLLdmR3O3n5SQFYMu7fgo49+STI6AoCt29odfrFxcX+/p6q6urOWx2cnJyUtLrlJSUtLTUrKyst1lZ6enpWVmZbDabz+cLBAKBQMDlcrlcLp/PFwqFUqlUIpEIhUKB4MtbsVgsFouFQqFAIBAKhWKxRCiQigQydEAQ/Ql4EpFAxudJ+DyxWCgXCmQSiUwmk0qlUpFIxGazs7KyUlNTMzMzs7KyUlJSkl6/TohPiIuLE4lE1dXVQ0NDx8fHkLi2zGk9XCncFIDwXVCA1YPKNNCM1UHbvSIKAJYbOCjLtSpGo/Ho6Ghqaqq3t7e5ubm8vLykpEQul+fl5aWmpr5+/To+Pj4hISExMTExMfHVq1fJyclpaWnp6elpaWmpqanp6elZWVl5eXlsNpvNzsvNzc3NzcnNzc3NzXublfs2Ky8nm5OTzcnKzE1Pe5uZkZOZkZOclJaYkJQQn/TiReKLF/Es1vNnz549e/bs+fPncXFxGRkZPB6vsLDw8+fP1dXVzc3NY2Nj29vbiLmQwN8PBZAmd/tBymlV5m+TAphhbLkuvEiN2knnQoqzKj9OivyyMLQ4mMlk0mg0+/v7S0tLY2NjXV1dLS0tzc3NDQ0N1dXV5eXlZWVlnz9//vjxY3FxcWFhYVFRUTGBd+/eFRUVFRUVyaQFcllRQX5xQX6xVFKApvTz5e9k0kKZtLCooKSoqLiioqqioqKqqkqhUAwPD8/Pz29tbR0eHmo0GnyVIAYW9XugAMg49341wroS5wp8Sc3Yz/pc0KK4jAIcBDMFJ7J2ggJoYuBv+FCWi0NNJpNOp0O/DQYDvhcUMBgdAGAymfR6vVar1ev1BoNBr9frdDqtVqvRaDQajVarRb/VarVKpVIqT5VK9YlSfaLUHB+rjg5Pj49VqlPtiVKjOtXqdWa93mg6+zkjQHSscKkxF+AbSm+VVzhhfI4n+DVSAG5XoFMnfJzL2o7H2Ur5+iiANFnKgU/u2sn68hRAWa7lxRfyodu+0D08eIzAvAuUtEJgGU3QMsLf+TSbTQaDARUU/VkiQgih2QxMJjOAkKIALRfyIkMsJHpCdlhulVe43KxpNY7t54rkdyGA5Ttx2MgdUc5ldIXhMgqgeZqtdKFdCsCORAsDLkIBVmWjRWRm7YhqmM6Mm1aydNRZ8iILgqKgWOg3IhGaEtAN4ugPiQYApCiInpBFwemTZQRnCZc625OiroUCHDFZmj6tGp8jODd3pqKYsRxJ9koBGD0XcLZmgWX4eRUCY/0wHY2Z8tdKASSYWTNj2SqCnXQAo/1hRsEsgEGjABSPooDlgyKoCH9QALIQq8KcqwfSwq4UTPGsCgzcFHBWBrKCwNdLAZDhP+BsuwRscwRZbKvqcKJ4zLyYYBbHfBZWDdRqKcjfkFFV9qNYnlDU2ZEhSoaQlimLmwJs5g6/Dwq4TBGwfihXUQBTGopBAbbqiRkFwYUUcK6ygFMUABhsdW4UO3ZPVj9ZEDsp29cDcFOAmwJsZw1cSwFW34KztnuuQLRgTteKc6pxxFdtUQBZbU7Uk6239lN2U4Ct3OH3QQFMi71Q1uB2UoDjZbgGnKt0QBi0rSgXzYv50I4w56bppgBbsRxJ9qoBvmoKcOOacRtM1iX4qoW/ZtA884oM4Nyk3BRwK/ANUAC4xl7Jt4cbNAA3BdwKfAMUQK6J3rQsblwAbgq4FXBTgBs3BTcF3Ap8AxRAzmDdtCxuXABuCrgV+AYoAOGrFv77xAUoANheNnMVmJ5wed+4jFGiuMzFJ3B2Rec7h9vtz8Vt5vdvnALsxzo3tZulgNtmK1ZxO836tuE7pQAniu0IBThOE9iBrW5TIfdp2JfHDgXYyvrysLPv5TK4jD7tp+NcmO8Et1kP3ywF4N9WKYCin9uxJ8+NUADt2LKr4LQ+z03HuTDfCW6zHq6KAi4UmIx1LigHQIbE54JI0G4HsC+PHQqwmvW5hXJED46I5wSsKpDMwo4+Sdg5QG2nplxYkKuAI+bnEtx0Qc/g+6UAdL2H/WsLcDq0ygNXTwFYPNd6DqlAkmKQQsjS0RROu/oB6415nwqzsvAPUgzav1ZFtV8Q/AMQ/T5aScn/AsvdTTiU/apg7uFnqtHyf7qpQKLeKRtEab9otEI5YjbOwQoFAEabwAxAswba5VkOwhG92ApAWhhpgnaKAM4OCpinhpnOTHNsqwLT9MCsb1rWDqrCaqHs68qRlM2WC9GA5Q5inU7X3t6empr66tWr3NzcsbEx/Ardg4QkMRqNOp0O/ddsNqNYS0tLJMOiO1chhPjWM6wWvV6PWQPXCCogoh7Kck0bSgQQDow6RChllAtKQa/Xo8BYVBwSX+KEhTGZzCaj2Wg0UxQ0mYDZhO5xgiYjBQA4OjxZWlzW6XRKpXJtbQ2VSK1WGy0wmUwGg0Gr0a4sLa8ur1BmymwyUSbzwd7+xNi46uSUMlMQQrPRBKg/lGwwGLBmSGNARQAA4Jvp9Ho9sFxaSxoSVji2YaQTkqPtmw3T/GhRzqcAW5nhLB1sqewkwrRpnLitMGSBnaYAWtxLUgB1tqkkBQa3hgIoSw8IuZnZbK6srHzw4EFiYqJAIPD393/w4EFfXx+EEFkturMc/ReZKcpXrVYLhcK6ujqS/dErnU6HEscSklcq4cAoNVxGZOvQ4rHoFUoHRzGfvdOVIq5UxWyFnN9gMOAUkCYNBqMlEYqigNFImYx/VMjw0GhwcOjCwkJjY2NOTo7BYNBoNNhvsZfW1NQEBwaVfS416A0QQvWpKjvrLY/DVZ2qAEUZDQbKZIYAkrSI5EQMiHSIX6FbapGo6Dm6hBaFxGWhzo5bsT86aDZM86NFcYgCKAZIu8RFPdcWmYnYsmlsrLbCkAV2jgKsFsqqQu1QAFMYq2HAraEAYOE+vV5vMpn29/eDg4OFQiEKrFQqY2Njc3JyVCoVhHBvb6+rq6u/v39vbw8AoNPp1tbWtra2FhcXl5aWpqenV1dXtVrt3t7e/v7+9PT09PQ06ilACA0Gw+rq6szMzP7+/sHBgU6noyhKq9UuLCwsLi4qlUps0Cgw+qFUKtfX14+OjnCHQqVSra2tbWxsIIVoNJrDw0O1Wr27u7u7uwshNBqNa2trSqUSWroVKGWdToea8b29PZTU8fHJ3t7B6akGQmgymQ0Go9lMnZ6qVCpNd3ffgwcPx8bGFhcX+/v7MT0plUqVSgUAMBqNKpUqKjIqMjxia2PTqDdAAOdmZrlszvraOoRQr9Mh/zcajDq9Tq/XQ4vzI6kQrVCWxh9CqFarDQYDUhcAAH8eCnEouqUa1QtmVWi5P9pqzVo1G6b50aI4SQHM1B2xRccpgCIo0GoYssA3TgGkPFbDgFtDAVgbqFp3dnYCAwMTEhK2trZQg7+wsDAxMWEymaampqKiosLDw0NDQ5OTk7e2tjQaTXJyckREREREhFwuT05Orq+vn52djYqKev78eWxsrKenJ4fDQW5TXl4eGBgYEhKSmpr68uXL0dFRrVabn58fHR3NYrFevXo1OjqKhEGNttlsbmxsjIuLCw4OjoiI6OzsBADMzMxkZGRERkbGxMS8f/9erVbv7OykpaVxOJzExMTnz59//PgxPz8/JCTk1atXaAij0+mQZsbGxnJzc3Nzc5OTk2dnZ9vaOl6+TIqIiHr7NmdycgpCqNXqPn0qe/78xatXScnJKZ6eXnNzcz09PaWlpYg+3r9///z5cxaLVVdXp1KpWlpafvn5Zy/Px20trVqNpq2lNT01LTE+4fPHT/u7e5SZ6u3uKftc+r74vVQm7ejoaGxsLC4uzsnJqaysHB0dFYvFWVlZCoUC8cvMzIxcLs/MzCwuLl5eXka1Mz4+zufzMzIyampq1Go1RVFbW1uVlZUcDic/P39hYQE5P+6eOGI2TPOjRXFyIMA0sovaoh0gce2vupEhnaAAMgU7s26OU4CdAjKzdkQ5V0QBtG6k0WisrKz8/fff79y5ExISkpeX19nZaTabj4+PX716FRsbOz8/PzY2Fh0dLRQKj46OvL29f/7554aGhvHx8cjIyJKSkqmpqb/85S9hYWHz8/OVlZV37tzp7OwcHh5+cP++VCIZGx1LSX7zp//+U19v78T4xPPomBZFy8T4RCyLlZ6adqI8gRCi9m1xcdHLyys1NbW/v//Nmzfh4eGDg4PJyckxMTE9PT3l5eVBQUHl5eULCws//fSTv79/TU1NZmbmn//857S0tJaWlpCQkLS0NEQlyMc6Ozv/9Kc/BQYGVldXt7a2RkZGSSTSrq4uFiuWxYpVqVTt7e337v3O4XDKysp8fHzv3LkzPz/P4XAiIiKUSqVEIgkICHj37p1cLvf19f38+XNLS8udO3f8ff0G+wf6e/uCA4O4bE5RQWGgf4CAxwdmip2b9+//7//z9vIuKSlhs9n/9m//lpCQIBAIfvvtNz8/v7y8vJcvX/r4+IyMjOzu7sbExLx8+VIikYSGhr5+/VqtVs/MzDx69Cg6OjozM/PRo0cymezg4ODt27dhYWF8Pj8uLu7Nmzezs7PQ9kSAVbOxZfkYzkwHWjUyR8zRvnUCB7oJ4GoowFYxv0kKwFNQqDHRaDQLCwuVlZXZ2dkPHjz4v//7v+rq6unp6d9//53FYn3+/PnDhw8+Pj4JCQkbGxthYWFsNhtCeHR0FBYWVlxcPDc39/vvvzc2NkIINzY2/P39GxoaZHJ5QEDAydExhLC3u+fh/QfdHZ1HB4cNdfVtipbqyqrIsPCw0KfHR8dYwrKyMn9//42NDQjh/v6+QqEoLy/39vbu7OyEEBqNxqSkpNTU1OHh4YcPH1ZUVEAI6+rqHjx4MDExASF8+/ZtQkLC6ekpqjUIYWNj4z//+c/W1lYI4dbWVm1tbWdnx+DgYFxcXFhY2Pr6elJSUlxcHApcXFz86NGj+fl51GsYHR318/MrKSlBOszLy3v69Onq6mpsbCyfywMUmByfqKmqXl1eWZxfiIqITIxP0Gm0udk5jx56TE1OURTF4XB+++23+fl5jUYTFRX17NkzpVKJaK6+vn5zc1Muly8sLGxtbeXm5j558mRxcZHNZkdERBweHprN5k+fPnG53NLSUm9v766uLtQpe/LkSnjnzQAAIABJREFUSUlJCa5Hq8bmGgpww7UAjPWCGxSGoig0TY3a3qWlpbq6upOTE/T24OAANbzt7e13796NiYnhcDhsNjs9Pb24uHhnZycyMrKgoAAAsL29HRYW9vnz5+npaV9f3+HhYQjh2tra06dPGxsbJRIJi8VSnZxCCNdX10KDQ9pb22amphPi4mOfs9i5eaHBIc8io1AAxERSqfTFixcajQZafLi2ttbPz295eRlCCADg8/mxsbHd3d1BQUEDAwMQwvr6+pCQEDRNwOPx4uLi0IwA0nBTU1NgYODMzAyEcHV1NTs7++nTp8nJyV5eXqGhoSsrK+gzrajg3d3d/v7+09PTubm5b968aW9vf/z4MSoUhLCioiI4OHhhYSEhIUHA5UEIZ6am+VweK+Y5K+b5//3y66vElxqVms/lvWDFqk5PKYrKzc1lsVharVan08XHxyPeXFtb8/X1ra+v1+l0ZWVlcXFx8fHxnp6eXl5eExMTcXFxXC4XWnpnp6enIpHo6dOnh4eHEEK1Wp2QkPD27Vvk/HgF9/JwU8CVg6TnG6cAaFn2R797eno8PT0/f/6MZp7MZjOXy3327Nn4+LiPjw9qBtHAvra2dnNzMzIyUi6XAwD29/dDQkLev38/MjLi7e2NfHJtbc3Pz6+lpaW+vj4gIGBxbh5CONjb9+jBw96u7pTXSc+fRe/t7Br0htSk5OiIyMODA9QZgRB+/PjR29t7dXUVQjgyMiKRSOrq6gIDA1EzrlarX716lZ2d3dPT4+/v39/fDyGsra0NDAxcW1ujKEosFiclJR0dHeEytra2BgUFLSwsQAjZbHZwcOD4+Nje3k5mZnpkZPjOznZGRnpycpJOp4UQlpZ+Dgjwm56e5vF4aFrBz8+vsrISpcbn8yMiIqamphISEgrzC7QaTeqblMjwiIG+/q2NzVeJL1+/fKVVa3gcbkrym+PDI7PZLBKJXr58qdPpVCpVfHw8j8cDAGxsbAQEBDQ1NTU0NPj7+xcXF09PT/P5/ODg4ImJiYSEBB6Ph3JcXl4eHR2VyWQhISE7OzsQQo1G8+zZM4FAoNVqz+2YXwhuCrgOkBRws5JgDkIdk9PT07S0tIcPH6anp0skkvj4eB8fn6qqKr1e/+7dO19fX4FAwGazAwMDFQrF5uZmREQE4oXd3d3g4ODPnz+PjIz4+PigdcTFxUVfX9+2traNjY2oqCjWs+jiwsKQgMBf/vq3no5OPpvzNCi4/NPnovwC70eeXh6PBgcGzJZVvdnZ2adPn8bFxZWWlkZHRycmJq6trWVmZoaEhJSXl0skEh8fn/7+/unpaT8/v97eXghhRUWFv78/cvKsrKwXL15otVoIIZoza2xs9PLympubgxDm5OT4+Hi3t7c2NTUEBvrfv39vYmKstVXh5fWoqKigra3Vz8/n7t3f5ubmMjIy4uLidnd3uVxuYGBgY2Njc3NzaGioTCbb29uLjo6WSaT7O7vPIqNeJiSuLq/0dHU/vP8gwM9/a2OTx+EmxMWfHCsBANnZ2XFxcVqtVqlUslgsNpsNAFhfX/f396+rqxOLxf7+/nNzc4uLiwkJCXfv3h0fH+fxeD4+Pr29vSsrKywWC83LBAQEFBQU7O3t1dfX+/j4tLa2AmJbgUtMwk0B14Rb0gVAQP6PHObk5OTz588JCQkxMTE5OTkDAwN6vV6v12s0mtLS0tTUVDab3d7erlKpdDpdQ0PD9PQ0hFCpVNbX109PT29vb9fU1KDWe3Nzs6qqCm2tGRsZzUhJTX+Tkvgizs/7yWBv39bGBjc3L54VKxdLKkvL3qZn9HZ1o4kJCKHJZBocHExKSgoKCkpKSlpZWUE+I5FIoqOjExISFAqFTqdbWVkpKSlZWlqCEA4PD79//353d9dsNtfU1JSWlqrVamgZR0xMTMhksu3tbQDA7OxscnJSREQYm50rlYpfvGApFE2np8pPnz5ERUWwWDEZGWkCAW9ra7OsrOzTp08ajWZraystLe3p06fR0dF5eXn7+/s6nU4sFjfWN0AAWhUtocEhT0NCU5LfJL16HREW3t7aVlVRKRVLtFqt0WgsKiqSy+UGg0GpVPL5/KqqKoqi1tfX09LShoeHh4eHY2JiQkJCXrx48ebNGw8Pj/Ly8pWVldTU1CdPngQGBrJYLLQuU1paGhISEhUVFRoaWlRUhEY6eMeRS4zBTQHXBMcn8K4UyHTwhjz80Gw2I/+BEKL9cKjngqwNQog320DLdj1ITLtSlr196PfQ0JCAx58em9jd2BRxeJGhTzdX1iAFVEfK0yOlUaODFNCptQadwWwyk19PV6lUx8fHaEofMZRWq93d3UXzfEgwg8GAouh0OrTSjlYB0Ped8SyXwWBQqVSUZeuBSnWyubl6cLhjNuuVyoOjoz2zWW8y6bZ3Nra215Qnh3q9VmcBGhadnp4uLCwsLS1hSbQarV6r02m0Rr1xeXFpenLqcP9Ap9Wtr67tbu+oT1XHh0dIDyqV6ujoCG34OT4+Pjk5QcLv7OwgITc3N/v7+6empo6PjxcXFxcWFiiKOjo6Ghoa6unp2d7ehhCiT8vPz88rFIqJiQlUBWgNFV7iYzw0fPsUcEt875aIQdt/iuYFdDodeot8ifRnaNmTC4mN4XgZBVpYgDq7iLu8vBzLYsVERqW9SXkaFFxVVm7SGwAFIIDAREEAzQYjBJAymsymL1RCzlBAy7YF2qQXubgDLRSGvB1Ja7Z80xlvnsFHLSAEEFIAmiGkIDQDaDabDRRlhJCCEJjNBgghAH8UBO3GQfme6XtTgDJTgLJUJQUggBBCk9Hy6XcTfbsk7bct16VttLc654c3PrtwRPktUwA5D3elWZC4ooxcCEwBmA6wV0PCEAGx8oQdjFyLwgmSxacs+/MODw8VCkVZadn01LQRuSgAgAJmkwkCiP5ISUh/gwRjgrMLXaglxLLh5xSxgQVPu5DffT4roZOfOXEQV1RxzmV0bkg3Bbggi2uofleBsuxaJ10Iv0IrheSmTGhpkPGeWbzAiV+h8NDirqhPTsvUYDCYKcpk2Q6M2jdyLz1F7IQnOxT4yBAakmB6wpniFNAr8qwRecSA/E1yiv26+2YowE5g61uDbnMhHRcGvXVTAAnS57GT0LrxkNh/RnoaDoPOsQDL1ADWs9U+Au7cAqLpRt6OA+PxBc4Ont1PgccFPT09k5OTOIyJAGU5eIOPOaJ/T05O8CSFifj6+1dXd84JTJbUagArFECdB+eU5aB70/JyRDz7Od5CCnCV8TmoUloA3MijTjUKhrWEHAkS2weA5RwbOVKgmQEenaKFBprCKctORDQyxw9xAOYGbRQYZ4F+qFQqqVSqUCjIkIhWcL/DbLn4AM3h7e7uisXizc1NynLK+DLac7qmXALnhGFSHi2AmwIuBedqxVWG5YQRQwiRiyI/2dvbGx0dnZmZUSgUzc3NSqUSBdvf3+/o6KirqxsaGkLz6gcHB1NTU3Nzc62trUql8vT0tK2trbGxsbe3FyVImy9YW1vr7OwcGhpCG/7woVe9Xr+8vLy1tTU/P9/X17e1tQUtfru/vz82NjY5OYnFoCgKzZzPz8+jpn5oaGhpaQkVZHt7e2RkZHl5Ga3DaTSa7e1ttVq9sLAwPz+PJt7r6+vv3bvX2tqKeE2lUk1NTS0sLOAJzgtpz+macgmcE4YcalmNdcMUQJMJXCMFOFejNO07VyuuMixb6ZD/pRgHvZD1o7F9a2url5dXeHh4XFzc48ePMzMzj46OVCpVUlJSQEBAZGRkYGDgu3fvAAD9/f2enp6PHz+Oi4sbGhp6+/ZtUFBQVFQU2kWHBuq4kW9rawsICAgJCQkKCsrNzT0+PoaW1eyjo6OUlJTIyMjXr18HBARERUWhTf49PT0xMTE+Pj5PnjzJyspCx5MrKyufPXv29OnTsLCwsrKyo6MjLpdbVVUFIRwaGnr+/HloaKivr29+fr7RaJyeng4NDU1ISIiIiPD29i4pKUH7nf/1X//1xYsXh4eHMzMzqampAQEBT58+LS4u1mg0gOjpnGtsl6wpq78vmogts7EjGznhYjWWk3MBjsBOSfAPGqdQtu/ewSDfUpZJIKtFQInTJoQxHKEzZokoy3iSVkZwduL68rpyJJZVaiafA8u9NJDBC8jim5ub//znP4vFYo1G09/f//Dhw6ampuXl5cTExOHhYaVSyePx/Pz8lEplb2/vDz/8gI7QDA0NJSUljYyMHB4eZmVlhYSEHB0dAcvU3crKiq+vb0ZGxsbGRnd3t4eHx/v3782WuzHUarW3t/f9+/f7+vpmZ2fDwsLS0tI0Gk1OTk5qaurGxsbAwICnp2d9ff329vbDhw8zMzNnZ2eLioqCg4NHR0f9/f3fvXuHtidnZWWtrKzU1NT4+vqOjIy0tbX953/+Z1JS0vT0tFwu//333+fm5j5+/Pjrr7++f/9+b2+PxWKxWKyhoaHW1lZ/f/+mpiZUm+RuAqsatlVHDgIQ067g7BQsTvnCFnNWJDttoa0i4NJdNwWQbwHDD4EDjnSzFIAFYIa8bRRAikqTGQ/sGxoaHj58iM7SaDSa58+f83g8k8nU0dHx4cMHgUAQGBjo7e19eHjY2dn5z3/+E+3GPT4+RsOE4uJiHx+fkJCQvb09CCHqbHd1df36669oA5/ZbM7MzExISCAvBfHz80PHZiCEVVVVAQEBW1tbKysrLS0t5eXlHA7n559/rqqqam5u9vT0RJtk9vf36+vrV1ZWgoKCiouLBwYGfv31V5lM1tbW1tDQcPfuXblc3tra+ttvv42Pj0MIx8fHHz58ODo6Ojk5ibYJLy4u3r17l8/nDw4Odnd3+/j4JCUlIZHQVgirh/Cp8+bSHAE4SwGA6HFQ593K5aDZ2KcAq0UAN0gBVo3V8axvnAJo1UlT6AWV9EfKLqkFyOgF4CcQQp1Od3x8jJfWIYT19fVPnjxB23vVanV8fHxubu7AwEB4eHhCQkJxcXF0dLSvr69Sqezp6Xny5Aly7MHBwaioqMTERLlcHh0dHRgYeHBwACFEc3KVlZWPHz/e2dkBAJhMJi6XGx8fj3YfAQAODg58fX2Li4uRdZaWlnp5ea2urkokksePH8fGxiYmJj548KC2tvb9+/fh4eG4u05R1MbGRlBQUFFRUVNT0w8//BAbG5uSkhITE5OQkFBVVdXY2Ojr67u2tgYhHBkZ8fX1HRsbm5ub8/T0nJ6e7u3t/emnn1gsVkZGxuvXrxMTE4uLi4FlhhJtOnSups4FYNgMNki8MuJcjeP0Mac7Ykg0i70+CkAPSeukWaqDMtwgBeAcAbFgTlOoS3TlYC3YkplULBZSp9NNT0/PzMygqXKExsbGf/zjH83NzRBCdJq9tLSUx+M9ffr04ODAaDRKpdLHjx8fHBy0t7d7e3svLi4CAJKTkyMjIw8PD00mU15e3uPHj9GBVjTiQAOKlpYWCKFSqURHD/A9n0ql0tfXNz09HXUZxGJxVFRUU1OTh4dHXV0dRVFzc3N37typrq7u6up68OABuiRjYWFBKBQODw9HR0fn5+f39PQ8ePCgo6PDZDIdHx+Xl5ej7r2npyc+a+jl5dXT0zM+Pu7h4TE1NYVuQKivr9doNLu7u5WVlS0tLZRlWIdu7GOqnXxip6W1D2CtF4B+XJICANEzxWZpx5bIIoAboQDsk1Z7sA6KcYMUYLZcvElZFtXIRe9bSAHQ4pZGo3F2dnZkZGR/fx/PZUAIm5qafvrpp4CAgJycnNDQ0Ojo6PX19aqqqocPH8pkMqlU6u3t/csvv3R1dbW3t/v6+qJeQGFhoYeHR35+flFR0Z07d+7cudPR0UFZpgM1Gk16ejo6a5yWlhYYGNjV1YVkgBAeHBz4+/v/85//lMlkQqHQ09OztLR0cnLS29s7Ozu7uro6LS3tT3/6k0AgQGcHY2JiysrKWCxWdHT0/Px8ZGSkWCw+ODh49uzZy5cv29raJBLJo0ePurq6FArF3bt3FxcXIYRDQ0MeHh7Dw8MLCwv37t3Lz89HU4NxcXGdnZ0VFRWhoaF1dXWoBinLBcS2NEwajB1rsWNFVikAXnoggNOk7YOyZU63hQJIz7cV+P9n77vfokqW/u8f9b3PfddVCaKr7u57w+767nV31TWgBEVBUBAEBYkGxAACMww5wxAEEURyhiHnnJHM5DnndH9/KKe3OWdmGBAQd6lnHh3OdKgO9TnV1V3VPDaEvUnI4KjwEpiWTNODxyuKBiCeFvAptLVRMMYzUbKIY8ng4GBraytY5hFC4LKCMX737t3ly5cTExNDQ0NfvXo1MjKCEALfwYcPH8bHx9fX16elpZWWlg4PD5eUlCwuLup0urm5uYyMDH9/f5FIVFFRkZSUVFpayuhDEmOM5+bm4uPj79279/Tp07q6OnIyB2M8MzPj7Ozs5ub2/Plzb2/vtLQ0cAEqKCiAGIGZmZmpqakREREzMzMDAwN+fn6enp4hISFdXV3Ly8vp6em1tbUY4+7u7uDgYFdXV09Pzzdv3uh0uvb2drFYvLi4yHHc0NBQdHT00NDQ2tpadHT006dPp6am+vv7IfYhBD6B3iDCQx9V4vXwhn1umui8wiq2/NrgFWL6fUYn43G1eweEjfWv+Xm3DMN/GtpwsNH6Vw3Y4UdGRtra2hYXF5H+tB/pyYKCAkdHx4mJCVIC0YdJHE6i++D1ax+5XE7fPoKoo4QYY4ZhwFUO/iSvu4WFBScnp8zMTK1WC5GCiUqiUChALKFwYj6cmZlZXV1FCMHmP2FsdXV1cnJydXWV0/sygj4P+ggcQ+Y4Ti6Xz8/Pg81PLpf39fWBOzMWbDBv30BtmpDgBSmkrUnQhrn2OgRASlitqVQq2rH0L0jmQADSn7SFLyMjI7B7h/VughwVfr+qqiogIADWz5i6AsQ0D7zayYDSy1G6EEQpUDMzM15eXtnZ2SQZiCu9pCJaA73KI06yeP3dR1i/wUFvgLN6fwGShYYnbOTwi4lW7zT9JSBga4T0SyaFQqFQKIyZPf8itCEEYOqCDZ1ONzg4KJPJ4P2P9IsmTn9+HiG0vLwMIS7JFT1EVkmNdO2IsrAQfjA1TDRv9NwlhWi12ubm5qGhId4pY15FmNrNor/QKRF18yI5lUSwgGaP8EwwjjEen/6zkFBQtybwW6C9DgFACCGtVgu63Ofm5XOSaQggU5/jOK1WOzg42NTUBOH0GOomH/LGplUqTm8bpyviCTNdKamI+PbxOBQyiaiVAtKvvXmugSQX8fwhFfFUd7KC4AkJqZRYPcHOR5g0bTz/C9KXAQGYmlufm5HPSaYhAOmtcQzD9Pf3t7W1LSwsIMqxD1H7KbRuyVEGTlo8iFwJFVG8/swJb1zoYunnPPWBFRyyxBT60C1F6/fS6Xq59UZ1vB6/SCGEW/L+37ZR+cLJrB2B3WdLyAz952fk5/OSUAjplRFZ5w8NDclkMnJBFZFq4bDSckJXQddojBneYsFYSroutB7HDb6NaZjgsYooMwddgpBnISTx6vorzyIe7XUI2CcThNYv7xFCGo1mYGCgqakJ5P8vbjrZJ3NoHwK+eGL0t2izLDsyMkKCT+6P3T6ZQ/sQ8GUTUZvBD18mk8HhfKTfWtunfTJN+xDwBRNZCKhUqp6eHtj/g5+I9euzMrhPXwDtQ8AXTMQQAPZ/uJGSFcQF3ad9MkEfIUAo9jwI2AIimCgNC3ae8fqjICZKMF2dOc0xVqDpVpvZcIPlb7YQYyXznmg0mv7+fjj/Q+x/BAK2BQXoJpAjQ7y2ILMPuhsrX9hXwi/CQoxlNNaEDZvJS2YOw2aSOT28IW2qWPNpHQQIt3/p/t3srBKWQ28IcetPoWE9BNAbXZvqTfpXc0ZF2BzynG71Znt8a723YbsMMlBfX3/hwoWXL1+S8Jhb43nD5vCOAADRp3oMNtxgV5hoHaIOJnB6T2eD539IXnIugBW4n/ISmO4KKJk+HGU65WbJdN+aKVZmFrtZ+swQwCsfbRUCeL+aMyp7CgI21beQTK1Wi0QiCwuL27dvDw8PG/M5NafADZtDIzV9FhAL7hEyTcbKpwcFvpBov8KS6bxE4MlzTu/5iylXAtNdQUqmzylumHhTJCyEcG7+aUVz+nML9DkhwGBdW4YAmj1zRmVPQYDB8oWskv5BCE1PT4vF4rdv3w4NDanV6h2FALx+vGi3HEyd9t2QNuwurL8zC6+/18hgIYgSJCJLtAyDZyF5brAcuoc3ZG/LtIVizWFmKyMqoM8JAfRzupbNQgBa/zYwk/YUBAizb5hMq9WC/w829KrcFM8b8mPsEjuyCjAGQBsyI0zAmwwG05C8tPDzOOTWq5mcgEiBpBB6gNB6fNnCBDPRcOFDYXXGcpnuzy3QZ4YAvN4ogD4BAug3gDm0pyAAUcY2Tu/TptMTXNEFDvDgPwMXaUL0W6yPz22QB3N43rA5oE5DENH8/Pzy8vKRkRGiYxtstUHasLs4/R7nxMQEXKRtohDSq8T7iOM4tVq9tLSkVqvJfUcLCwsjIyMQZUAozFAUp4+tQO4vQTsMAcR4QbeFdMJngABjdZjZJDOJzkt/4T3fQvmb5c10R2+2dvN5M8ghp7+xb21trba2Njc3F265z87Ozs3Nzc/PLygoKCwsfPPmzdu3b9++fVtUVFRcXPzu3buSkpLCwsKSkpK8vLyCgoLS0tK5uTkok2jmn8I21k9WjPHAwEBQUJCzs7OXl9etW7du3rwJ93PwGsWyLMQmpKvm1t87SFISGaDd/jDGfX19Pj4+EAuYXR8yAOn9fGjvYLqQurq6oKAguIaA47jFxcWXL19mZmYCYAFWkreORqNZWlrq7+9HCM3MzLx48aK7u5s0mdU7GpJbErBe/yKvHHJLEqe/KIWUL0QT+EJuZyT3tSM9IsjlcgiOQqPDJ9KG029XIWDvkAkI2Im6TPcevPNnZ2dTUlKeP3/+9u3b5ubmxsbGhoaG+vr6hoaGhoaGurq6qqqqmpqa6upq+FJXV1dZWVlbWwtRsUtLS2NiYiIiIpqbmzl9FB3h7dSbYpswv7CwcO/ePScnp6qqqoWFhfHx8RcvXpBoogzDKBSK1dVViM8BhgkQgOXlZbVazXEcwQW5XK5QKEiMEJ1Op1ar1Wo15IXnAwMDZ86cqaurA07UajVkIX3F6WM3kpZCSo1GU1BQcP78eQiCotPpGhsbnz17NjU1hfVhFFUqFQSeYPVh1F1cXFZWVhYXF1NSUiYmJmglFFQtsg5SKpXEF4PIM+8UJnBIrm8gRJgk8EGekAQTExPg3LmN03IfAgzTnoIASFNaWpqenr68vMwJFsCYehsjwZKBJNBoNKWlpeHh4cvLy+z6cABbY5t8Ly0tPXPmDAQahk6bmZkRiUQdHR1arbaqqgpUg4CAgO7ubo7jCgoKEhISEhISICr5yMgIxnhxcTE/Pz8oKCgwMDA1NRUUFq1WC5Ch1WorKiqePHkSFBT08uXLs2fPNjc3Y4z7+vqeP3/+4MEDiUQCAcKxPhLpwMBARkbG69evw8LCHj9+3NLSgjHOzc29fv365OSkWq2uqal58uSJr6/vmzdvVldXdTrd0tJSXl5eWFhYYmLi4ODg5OSkp6fnt99+m56ePjIyUlRUNDk5iTEeGRlJTk6OjIwsLi5WqVQajWZ+fh5Clb5582ZmZgbpN2UYhpHL5TKZrKurKzc3Ny0tDWCRZVm1Wl1dXZ2RkVFeXj41NQWA2N7eDte3jY2Nra2t1dXV5eXlFRUVQRT2tbU10CPM3CMwcxw3DQHbUvEep92EgA0JOGlsbMzIyIBYmmi9AkleLDBALHUJN5SA9Lb0tra2wsJC8rLacJfbBNE9I5FILl26NDs7i/XKBWGjt7fX0dFRLBZXVFTcvXs3JCREqVS+fPnSysoqNDQ0JyfH2dk5JCRErVaXl5dD1MCMjAx7e/vs7GyiG2OMOzs7L1686Ovrm5aW5ujo+L//+7+9vb2Dg4OOjo7BwcEpKSl37tyJjIyENz/wVlpa+t13312/fl0sFnt6el6/fn1mZqa4uNjR0XF2dra6utre3j46OjomJsbe3j4nJ4dl2fDw8Js3b4rFYnd3dx8fn9bWVjc3t++++04ikUD6pqamsbGxmzdvurm5PX369MqVK5mZmQsLC+Hh4U5OTi9evHBzcwsJCSH4hTEeGhq6cOGCnZ1dSEjIzZs3HR0dOzs7OY6Li4u7fft2SEiIj49PUFDQ0tLSyMiIs7PzlStX3N3d6+vrpVKpk5OTh4eHi4tLYGAgBHchQ7/lgROO4z4EGKC9BgEIocXFxZKSkvT09Pj4eKlUmpWVlZWVJZVKc3JycnNz8/LycnNzX79+XVBQkJeXl5OTk5OTk52dLZVKU1NTMzIy8vPzk5OTs7OzOzs7iVxtFwREREQ4OjrOz88TPCJdNzExUVRU1N/f39fXFxAQcOPGjenp6YcPH9rZ2QFklJeX29nZyWSy7u7uvLy80dHRlpYWW1vbFy9esCyL0McVfnR09M2brqurqxjjoqKiU6f+r7m5OSUl5ffff+/s7Jybm0tNS7W3t4e1OrTu3bt3P/30U2FhIbDh6OiYnZ399u1bBweHiYmJ2trakpISuL/06tWrz54/n5+fd3Jy8vPzGx8f7+vrk0qlC4uLOTk5dnZ2CwsLAwMD9vb2LS0tABnDw8M6nS49PT0qKiovL+/SpUv19fUMw9TV1Tk4OIBCBN3b29v7ww8/BAQEKJXKhYUFd3f3sLCwDx8+JCQklJeXw9rk3Llz7e3tk5OTv/zyC0RDn5qaevXqVUNDg1arLS4uPnv2bFtbG+n5fQjYcdpTEID0AS20Wm1WVpaLi4tEIklJSUlKSkpKSkpOTk5OTk5JSUlLS8vMzMzKykpPT09NTU1JSYmPj4+NjZVIJHFxcaGhoffv329tbcWU+e1T1gJ0z6Smpp6yCjzbAAAgAElEQVQ5c6a/vx/rHRNWV1czMjI6OzsnJiYiIiJcXFx8fHwuXrwI9wsGBgYGBQXBEnpsbMzW1rampqanp+fJkyfe3t4+Pj6nTp0KDQ1FH41hHMMwPj4+oaGhLMsgxLW3t12+fLm2pjooKOiXX37x9/f38/Pz8vS8ccO5saGB8PA6//WlS5eGBocwxnK53M/PLzw8PCsry9nZeW5ubmRkJDIy0tfX18/P78cff4yIiNBqtdJsqYODg72dXWhoaGNjo07H5ObmXr16dXlpuaenx8HBoaKiwsfHJzo6GhrOMMzi4mJkZKSbm5tCocAYK5XKO3fuvHjxAushoKen5/Lly0VFRZAlLi7O29t7YWGhra1NJBKFh4e7u7v//PPPcAmyra0tXI7OMExDQ0NSUtLLly/d3NxOnz7d1tZGgPtTsFs4jpuAgH36XETGpqOjIyEhARz+YCqQ3UGyLwhhFIldGubN2NhYcnIyvHhNjLeZzPC+d3R0nDt3LiUlhTwvKyu7dOlSdXV1WFiYu7t7V1fX0tJSRETErVu35ufn/f39PT09QU+ura11cHAoLi4ODAwMCQlpb2/v6elxd3d//vw5xpjjdBgjhtE8exbq6+uj0SoxxuUVpbaXL5RXlD558vCmi3Nrc0tHW3tddXVqcsrc9DRiOUajxRgX5r+2vXBhsK8fY7yysuLm5paQkJCZmXnz5k3Yv3Bxcamvr29tbXVycoqKjJKvrHa0trfLWgtfv37g63vlkm1PZ1d+Tp7HLfflhcWeri57e/v379/7+/tHRkZCr3748KG/vz8iIuLOnTsQ4BwgIDIyUo9fqKen5+rVqyDYGOP4+Pj79+83NTV5enoGBgYWFBTExsZeuHABbjdzdHR8//49Qqirq8vDw8PX1zc/Pz8uLs7W1rarq4tsbG8vCpimfQjYWwSKKOjDPDIG5/BlZmYmLi4OTN+fqM0JIUChUDx//tze3j4pKamjoyM7O9vOzg7U3WfPnjk5Oclksrq6ukuXLp09e7anp8ff3//7779PTU2VyWT37t27f//+0NDQ1atXnz59Oj4+XlRUdPr0aX9//9XVFYRYltMixL4pen31ql1OblZnZ+td7zvfHLdpbmkoLn5jb2dXXVE5MT6empT8KDhkanwCI4Q4hBj2bUHh/377XUxU9NjYWFZW1tWrV1tbW6VSqYuLS2Njo6ura3h4+OzsbFlZ2a+//voo5GF3e8fDwKCs9IylxcWyd6W25y+0NDZlp2c42tkP9vZ1tLZdu3atpaVFLBbb29t3dnZ++PDhyZMnL168KC4uvnz58vv371dWVkpLS69cuVJeXo70Ucza29t///33J0+eaDSa8fFxDw8PsVicn59//vz5zs5OlUqVkpLy66+/NjY29vX1OTo6wlVr2dnZ9vb2PT09HMdlZWVduXKlpaUFzKIkLPKWR3BTtA8Be4uam5slEgmciuERT/7pkyQY48nJydjY2J2AACh/YWEhMTHRw8PDzc3N1dVVJBJBbKLu7m5fX18nJ6cHDx6IRKJ79+5lZGQ8evTo3LlzPj4+YMxra2tjWTYvL8/Nzc3DwyMiIiI4OPjBgwft7e0YY4bR6nQauXwtJSXp99/PXrvmeO+e9927nn19PWtrK9HRUTecrt+84ex1x7PkbbFOp0McQhxCHPemoPC///fzbVe3G9ev29nZZWZmKpXKd+/ehYSEjI+PJyUl3bhxA17F9+/f977r3VBbHyMSX7/m5HPX2/3W7RfPni8vLnV1dDrY2b949ryyvMLDw6O7u3t+fv7BgwfOzs6urq4uLi7Nzc0ajSYlJcXJySkgIMDFxSU2NlalUpF9zf7+/osXL545c8bLy+vatWvgstHf3+/s7Ozr6xsUFOTr63vmzJnw8PDm5ua7d+/C9Wo1NTUuLi6+vr7Pnz/38PA4depUVFQU7AchQaTDHaV9CNgrBEMOEGBQCxCmpw/bTExMSCSSnYAAVu9so9PpZmZmwGYOSj68r5aWlkZHR2dnZ1mWXVhYmJ2dDQoKCg0NnZiY6O7uBkM3bKEPDQ11dHTALUPj4+MrK8scx+h0GpbVcRyrViuHhwc7OtpWVpaWlhZUKgXGnHxtVdbcUlleMTYyxjEso9WxDItYhDHOSEt3dbnZ0tgsa2np7u6G96dSqfzw4QPs1bW1tVVXV4+Pj8/Ozra3tS0tLCrW5L3dPaUl7xrrG1aWVziOY7S67s6uvp5euVw+OzsL2v7i4mJlZWVZWdnQ0BBYVZRKpUwmk0qltbW1crmcPuzU3d0NOx25ubmFhYWTk5OgyXd2dmZmZubl5fX19TU0NFRWVi4vL8O1LnC+s7W1NS4uTiqVDg0NNTY21tXVwfrOHIfFbaR9CNgrBILX1NQUGxsrl8vNSb9rEACmU95RFnpLjzzBGCuVSj8/v0ePHhFjpJAZfS4E9j+dTqNWK3U6LcYc7DZijBHiWJZBHIc4hDFGHGL0KgCjYzDGuTk5Vx2vTk3+ceyHsEpX/ceKieM4Zp1osQzL6p/AWT36C+ETIQQHsQmRQ4EY497eXgcHh6amJvIrfcEJ3WRigYZd2/Vd8fF0IzHxGBiYnaF9CNgrBFOBhgDThlye+I2NjYnF4h2FANqRhsg/vSQB9VUul9fV1dXW1sLJGayXTESdigUCXRqMnfATPAGrJ5y3hVzwJ2wfgpAwDNPd3Z2cnDw9PQ1Vk2uCye3PUDgpBFH+F/R+ECmfnAUGgSdCS58XRnq3SNIhIyMjYWFhMpmM01+OhijHKrKBSqojzguk30jv0ebALQ/fZsmAmxA2tGfGe4KMkImaNpV4s7k2ZM+cingLsA2bsymvJDqvsGNJ7fX19TExMQQCTDDDK3xkZCQ6OhrW5xx1vtAE/xv2Cc0w8cCHYln9XaP0gXnYvIATwUQgybTGVFAj8pOeyT/mHtTF6Y/9MwzDUooxx3GMTof1cZPJ9aEIIXKPKEsFHUF6nwJ4CNdSsiyr0+o4jkPcR1QiugORT8ItoAMZI6w/OAxVg6eWSqWCFzspgbSUgA7oUDzVAIhOzFBXv29IvGSbGlNC+xDwRwkbQgDv161BAKJeCORPrJfbhoYGiUQCW9AbMkMXvqMQgPUuOhqNhnYQ1Gg0KpWKvHiJQZu8TvF6h2KiIbP6W0+gJ1iWYxhWq9VxHFKrNSzLTk/P9PT0Mow+C0IanZZDHIcQbI0ihFiOJW0AfkAIiUSR5wghDnE6MDxqtYBJWp1WAwoFy7J6Jx8i9hy12idsa7XasbExEqORvqoUspPaCUQSEKG/cBy3srKCENLpdHByGWpEeq1EqAUYHC+0DwF0ss1CAC8BJziYbULqMCXJ5pAxPuknUHtdXZ1YLKaPCW/IDNoZCKB7hn5O3odkNQvoQFz34EJx0KXJO5/o0kTS9H3OcRzSauHtilkWgeKclpYRFSVSKtUcxizHaRkdwljHMFpGp2MZjU7LIo5FHMYYYczopYtmCZpAu1HrWAZhPDE1WVL6bk0hZz4CgQ5hzGHErnc6JloP/X5WKpURERFwNFChUBCFBen1AlICtJGjDCjkDc8wTHNzc2hoqEgkevXqVWlpKVqvsyBDLwljqoHpSY7NkIV9CECk7eZAwIY9YKJbSC1fBATQvCmVyuXl5fn5+cHBQTA3YIzlcvny8rJKpZqengaBX11dHR0dXV5eBi0AvJWIJCwuLoI8rK6uzs7Owk6BTsesrSk0Gh3DMDMzcwqlCmPMslxXV49M1oYQXpMrVGq1QqlcWVvV6LQanVat1TAcizFeWVv9sDAPQAAlI4SWlpaUSiVwCDoLwzArKyvLy8sMx3KIK35XctnuSm9fL8IIY6zRaZUqlVb30U8R0mOM1Wo1eOyAHyQ0cGVlpaKior+/H6IPQBaAPBK7gaU2UIgTNJg5gCu1Wl1ZWfn69evc3NysrKyJiQluvamVWh/9IZgmIIDTk7FBNC0Lf1EIoDuOJtNSZzDNhkRnJ0omr2OxGQsB01XshBbA6TXSwsLCkJCQZ8+eubm53bp1C3a26+rqAgMD/fz87t+/PzExUV1d7erq6uDgcP/+/dra2rm5uSdPntTV1SGEdDpdbm5uQkKCWq2ura0NCgpydXX18/NramrS6diKiprnz8KfPwt3dnb18ronk7UjDhcVleTk5MvlqmxpztPnYUEPQxKSk1QaDcJIqVGrtdqa+rrAkGAXN9ewl88nJiYwxl1dXREREbdv3w4KCoITB/39/XFxcQkJCY8fPw4MCmxpa52anfEL8Lf55ljwo4cLy0tDIyMiSczdez6BIcFVtdUsy3Z3d0ul0uzs7NDQ0JcvX7a0tGRmZgYHB4vF4uXl5bW1tfz8/N7e3tnZ2YKCgqKiomfPnj18+LClpQWAYGRkJCYmJiAgIDExcXR0FGOs1Wp7enqio6NDQ0PfvHkDHoHDw8PJKcmhoaGZmZnj4+PQyRMTEympKc+ePSssLIRdYVZviDUxWABSdDgGHgknOa+EfQjYHAQINYUNia7RGASg9eZAg1qA6So+HQJI19GNhaIkEsmRI0fCw8NbWlrCwsKcnJxmZmbKy8stLCxu3rz57t07mUx25cqV8PDwjo6O8PDwW7dudXd3u7m5BQQEYIyXlpauXbsmkUhGR0ednZ39/PxqampCQ0Nv3749PT2XmJj69//31ePHT9+XVrjedHdz81heWnvyJOyu1z2VUuNz797RE9/ce+BX19ig1mnVWg3GuLGl5ddzZ4MehuTk512wvfT48eOhoSEPDw9nZ+eSkhJ/f38HB4exsbHKysrjx4/funVLKpXe9fF2cLra3dvz7OWLo8e/iRKLZuZmgx+GuLnfzs7Nefjkse2Vy+Pj422trUePHv39998TEhKuX7/+ww8/hISExMXF/frrr6mpqaurq+B0ODw8fOrUqV9++UUsFnt5eZ05c2ZoaGhubs7T09Pd3T0yMhKaCVHeL1++7O3t/eTJk7Nnz2ZnZy8uLj548ODWrVsREREO9g4PHz5cXV2bnZ318PBwcHAIDQ29fPlKeHjE2toaR61NjNF2QgApC+ttXTziBOHWNiU/G4qlsRYKa9kWMqf2bWkC3WO0pYo0kKw2sV4LMGdHgHQOfB8bGxOJRODESkojaej3iUGiB5qor6Tq2NjYc+fODQ0NYYzHx8dtbW2rq6vLysp+/PHH7u5ujHFqaurZs2dLS0vBHfDUqVPl5eW5ubl2dnYrKytNTU3nzp3r6ekpKir69ddfi4qK+vr63rx5c+rUqdLS0vT0zP/+9/TY2DjG+M2bonPnfv/w4cOzZ8+9vO7qdDq/Bw9u3rw59+EDxljH6HQMo9VpI6Oi3NzclpaXMMb19fXx8fFpaWlnzpwBZlZXVx0cHDIzM8vLy3/88Uc4vd/Q0PD7uXNdXV3NTU2//fbb8PCwRqORSqWtra2LC4vv37//9ZdfGxsb29vaTp48mZmZiTFOSUn54YcfwDnK29vbz89vfn7e3t4+Nzd3bGzsn//8p0QiwRhPTU2dPn363bt3s7OzIpFofHx8aWkpJibm8uXLs7Oz4eHh9vb2cMtbYmJieHj44OBAjDims61LpVSlJKWeO/P79ORManLapQu2U5PTGOPqypqzv52rranFlGmQM6QLCMdxQ4EX5vobolCfQAA9X+kJRObQPgSYXwjdY2ZCgDk7Anj9e35kZCQqKmprEMDp3zYcxymVypGREbiYhFBMTIy7u/vy8jJCaGVl5caNGwUFBSUlJfCyxRhHRET85z//8fLyunPnjru7u6ura2Nj4/DwMBynF4lE4DUkFotPnDjh6+sbGBjo7u7u7OxcU1MDZ2/BMyovL8/W1nZ+fv7Fixd37txRKBSBgYEPHz4ENoi93dvbG7yMiP0vKirKyckJoFOr1T548CA0NLSkpOTy5csQaKSzo+Pi7xe6OjpbmprPn/t9dHgEY/z+XanPXe973j72l+2+//a71tbW9vZ2cOnBGIM/PzD2+PHjwMDA+fl5Ozs7qVQ6ODh4+vRpCFIyPz9/6dKlgoIChNDr168fPXrk4eFx6dKly5cvDw8Pu7q6AlKAfWR2dnZhYaG8rDw6Mtrvvp/tRduzv56dn5v39/P39vKGtnyY/XDh9wtZmVkcFUbd4BwwOJRbhwBEWW4RpVfzvhsshduMOX0L8rMTZE7tO9cE+ldiNscYNzQ0xMXFgUELmQEB5Pvw8HBERAQNAYjauaAxmscJQXmdTqdSqbq7u7u7u8lKBOZQfHz8+fPnYXHb1dV16dKlxsbGt2/f2tnZwdJDLBY7OjqOj49rNJrp6ens7Oy+vj6WZUNCQlxdXa9evZqbm4sxTkpKOnv2bHt7+/z8/OjoaGZmZk9PT0pKyvXr10F6CwsL7e3tZ2Zmnj9/7uPjo1AovL29w8LCWOpGAIZhHj165OXlBT02PDz89u3b9PT0CxcukEgebm5ukZGRVVVVtra2EAios6Pz8sVLXR2dNVXV9lfsJsbGuzo6L1+yfRUeMTE2XlNV/ct/Tzc1NbW1tYGnE8Y4OzvbyckJxiI4ONjX13dqasrBwSEvL6+np8fW1hZOBM7NzZ07d66oqKi+vt7Ozu7Vq1ednZ1xcXFnzpwZGRm5efMmQADGeGJioqenp7y8wt7OLkYsKn//Pjkx8eyZ34YGBx4/fHj/ng/HMCzDLC0u2F+xy8nJIRAg3CM0MbU2O0X/hta/kbj1tgDynFcir5p9CDA/FxbINhFCjHFjY+P2QgAWIIKQH9g5W1tba2pq6unpgTh/oBpAguTkZBsbm2fPnpWUlPj5+bm5ua2urhYVFV28eBHsWzKZzNbWNjo6urGxUSQSubi4gP5cUVFx7NixixcvTk9PY4zb2tqcnJzi4+M7Ojri4uJcXV17e3vT0tKcnJwAdN6+fXvx4sXx8fGwsDAvLy+VSuXl5RUWFkYgDCz2ECAwLy+vv7/fw8Pj4cOHfX19v/32W3h4+PDwcHZ29rlz55qbm9+/f29nZwd6Spus1fbipf7evsb6hv/+38+V5RXv35X+9MOPTQ2Ni4uLMSLxdye/LS8vb25uvnTpEmgBmZmZjo6OKysrHMcFBwcHBATMzMw4OTmlpqb29PScO3cOgnyMjY1dvHixvLz8+fPndnZ2q6urq6urQUFBP//8c39/P/gdjo+Pg1dlWFiYWCy+eOH86MiAUiF//jz0px//PTE+kiPNunjhbEe7TKVU5OdLz/x2urOzHRsSPdMTcgtT9G+8RAbzb1gWMu9czRbkx2Bd20LbUrX5uXhP6O+gfIFOCxAgDMJrsC665NHRUd5CwGB2YRMAetbW1jo6Ovr7+8GyjfVaN2RJSkq6cuXKkydPXF1dvb29YckNoQ3giAvLsmVlZe7u7g4ODi4uLiUlJdCc2dnZwMDApKQkcmSgpKTk5s2bXl5eHh4eb9680Wq1ZWVlEM8DY9zU1PTixYuZmZm8vLz4+HilUpmcnJyens7pj+hAseAZ7eTkdO3aNRcXl87OToxxVVXVtWvX7O3tHR0dpVIpy7JVVVWPHj0CLWCgr9/vvu9AX//i/ILXHc8Hvn6tLbJnT8NsL17yuO3++OGjm84ujx89rqqq8vb2lslkGOOioiKIg6bT6SIjIyUSyeLior+/f0lJCUQ06+rqwhhPT0/fvn27rKysvb39ypUrHh4e9+/f9/b2PnfuXGJi4sTExO3bt+/cuePr63vz5s36+vru7m5nZyff+16BAfd9vD1+/eVUYkLM0uLc09AQB3tb99sul23PJyZIWHZd6DcTE+ATZzUfAuhyDU41g4T2IWCjXLwn9HcaAhoaGhISEsyEAFpTAx8BExCA1msBdPalpaWOjg7wisP6oz50XrFYfOfOnfn5+fHxcXgrwkkYlUpFdsgRQgsLC5OTk/R2hkajUSgU5JQ+lDw3NwcehPBErVavrq6Sg3RwhlehUMAXuVwul8uF3a5SqcDvECwUoElNT0+3t7ePjo6So8qTk5NwVFkpV8xMTWvUGp1GOzM1PdA/oFaqVpaWmxoa21vb1lZW52Zm+/v7l5aXpqamgOfl5eXp6WlgfnZ2Fo4/QA8olUr4Am0cHh4GKBweHi4oKKitrV1YWGhvb+/q6uI4rqury8HBwcvLC6BKq9W0t8sKC3LK3r+dnhpta21sbqrVaRVy+dL70qKM9KSGhiqW1YAiTgba4ATYllm97ya0VwjGu6KiIjk5meeXBmQQyMjk6O/vj42NBdsVbbghKYnRkdaoQW5lMtnQ0BAxHNKTCR4mJCQEBgYS2xur99jB+vNzpm2chCWhdYpntty23jQCmhhjjARfDBF5/RIDGaa4JUQLp0H+GYaZnZ199uzZzZs3BwcH9X3FYMxizGKsw5jFmOFYFUZajFmMOYwRxhzG+yFD/mIkhABzQJ3IVW9vb0xMDHHOpzGCVibJWT2wrs3MzNTW1g4PD5OXMF6vtkD27u7uuro6kFI412Bsc0GIUKYT88zXW3uPmUVI8OEQ78MJyJw2GmsUGZ2urq7Q0NCIiIiJiYmPyyuk03+08AVxGo5VI06DsU7/2UsQIGzkTrP15dKW+8o0BBgrBxmHAEwdZ6S3dcm2//DwcH19/cjICNIbBUkyunzatZbVX5hjZrt4sm2O/JjZXZsmIQQIPtvFDBkU6LEPHz709PTMzc2hPwznrF4L+PhBnA4++KOCwG2gpWwfmQUBuwfVXz4hwZvNzIwGIYCWHBPVYYz7+vokEgkPAni+bqQWrVY7MDBQX18PW3oYY967nVc+QAa4vvAsBWb2BvnzLwIBJC+rdxnEegdnfW8gjBBGH+tGHIc5DiPu48NdlLB9CNhm2i4IQOs9EYU6KhBZhA8MDMTFxdG2AOEXlmWnpqbGxsZ6e3ubmpqWlpZY/c1fBDKIhNPzmPCAKUOAmcIs/L4bAi8kMyDAQCYzGDaYhv4CYUtIvzEs88din3zMYGaHaIsQsNvjt0n67Ox9xHeKeNo1Rx384jgO7OUYo/KKsuTkRK1OA6nIjAAR5H04luP0cbUGBwbj4uKWlpbQen9EpNfkMcbLy8thYWE+Pj6VlZUfPnzAlJ5PxpSntBOeaZPYhrjGE3teP9B1kZ7Z8SH7TBCA9Z2M9MsxhtnDECBsjEHiqNgm9LzZsLNM0PbOAJimsLe0tra2trYml8vJl9XVVfD6gg0npVKpVCpVKhV4d5JwNBANBva9gCA4jFKpVCgU8EWj0el0rFbLaLUfRUmnYxmGUyrVEGxGqVTDnXm87oI5QSz/HGIwZjBmKipLE5NiV9cWGUat06kYVs2waq1OpdGoNCq1lvro1BqdSs3qGLVCiViut7MrRiQmoYdhtkEAH/iXYZiKiop//etf//73v7OysuAMMun87er5LRBRks3XmL50EoLFJ4rPp9AWrxUlMs974fDSmLl8MJZla3OCFNXa2hoeHh4cHBwUFBQSEhIUFBQcHAxfAgIC/AUUEBAA1+AEBgaCGywEgX706NGjR48ePnwYEhISHBwMBcKXhw8fP3r0BP59/Dg0NDTs8ePQx4+fPnz4+OnTZy9eRISFPZdIJOBgQ3tbkRB6c3NzMpmssrK8rq66vr5GJI66f987JSUxOzsjW5oplWZKpZnZ2RnZ2Rm50pw8+pOTm5OdnSfNyc7IzMvJFUVGeXncKX3/vr29vampaWBgAFzNOH0sTZVKlZGR8fjx45KSkrGxsZWVlcrKysLCwsLCwuLi4rKysrKysvfv35eXl5eVlZWXl1dWVlZVVVVWVlZUVFRVVVVVVVXoqby8vKqqqrq6uqampqGhobm5WSaTtba2trW1dXR0dHd39/b29vb2dnd3d3Z2dnR0tLe3w79dXV29vb0DAwM9PT0DAwPDw8MQsZcetS2M+BdHfwYIoIWWpxHQ0ECTQZjYMNcWWGL1AaqSk5OtrKwOHDhw7Nixo0eP2tjYHD169NixY0eOHLGysjpy5IilpeWhQ4cOHDjwj3/84x//+Mf//M//fPXVVwcOHPjqq6/gzwMHDhw6dMjCwsLKysrKysrS0tLCwsLCwuLw4cMWFhaWlhaWllaHD1sePHj4wIGDX3319f/8z4F//OOrr776+uDBw3//+z++/vrQgQMHjx49mpeXx+qvBl1YWIDLajHGAwMD0dHR6elp5eXva2urm5oaysvLiooKS9+VlJaWlJa+g8/70nelpSXvitd9St4Wv87Lf1NQCJ+iwje50hyQ4cLCwvj4+JSUlNnZWeh2jUajVConJyfhoC7GuLu7+8yZM9D8gwcPQqO+/vrrr7/+Gp5YWVnZ2NjY2NgcOXLk5MmT33777YkTJ44fP/7NN98cO3YMngNBMmtr6yNHjhw7duzEiRPffffd999//69//QuUjh9++OGnn376+eefT58+/dNPP506deqnn346ffq0nZ1dTk4OiZaBPu0e1C+IyFzFfzUIMGZT2FQu8ykuLu7gwYMQ4z0rKystLS0jIyMjIyMtLQ2u4oTL+ZKTkxMTE5OSklJTU1NTU+HXlJQU+J6UlJSQkEB+TU5OTtJTcnJyWlp6enpmamp6SkpaSkpaamp6WlpGfHxifHxiQkKSSBTzyy+/ff31wby8POjhtbW1hoYGuPZreXk5OTlZKpUuLS2xrI5ldWAOwBhDLG2OY+A5QiziWI4x/EEsx+r+uDsQRmRubi4nJ6eoqAjcDSYnJwcGBmA/D960zc3Nx48ft7GxcXV19fHxuXfv3r179+DCPw8PD3d3d09PT3D7c3Nzg+tDbt686eLicuPGjRs3bjg7Ozs7O1+/fv369etOTk7Xr193dHR0cHCws7O7fPnypUuXLl68eOHChfPnz58/f/7ChQsXL160tbW9cOHC2bNn4cnx48f//ve/h4WFkXXybs77z0t7BAJA4rZoC6Df6ibk2TQJFYRPEXgeabXa2NjYAwcOPH36lPi9IP2BNnoPzHQ3kU0dIYEA/gYAACAASURBVJMb5lWp1J6edy0sLPPz8yHx8vJyWVkZHOPt7+9PSkqC+DDcx9WBRqfTQshZGhIR4tB6cISotMAGxNjV6a0R5NjP8PBwVFQUOMkMDQ01NzdDbE9Yg7S0tHz//fe2trYjIyPkwkL4V6VSKRQKuVy+And6LCws6mlBT7zvS0tLEJxrYWFhbm5uampqcnISDtVOTk5OTExMTExMTk6OjY2NjY1NTEwMDQ2FhIRYWFhERUUhKt7ulmfzl0V7BAJgem0dAgxq6Ry38T7WFiDAHKWATgBad0pKyqFDh+CyN0xZHDmeOJlXHZmjwkGix4tGBoVC5eXlbWVl9fr1a3iytrZWU1MDEDA8PAyeMKRAOsIsxyGIn8sLCEP4YfRDAH+SSHUkAN78/LxYLAa/1+HhYZlMBod/wDTQ1tZ2/PjxCxcuwNYA1uvh3Pqdi+2dczRFRkYeOHAgMjKSHFXm1f4pRA/QrkmU+URPIWNSttnStsADZwwCNhRd03IIX4R4wQk0BXMKRFQ4IzpCM0+GWf1KmzxkGCY+Pt7CwiI0NFSlUpE+EiIFXQirD4av1b9UN2Tw45kOQ0Mglys9Pe8eOnS4oKAAnigUitraWoghMzg4mJaWBj4wmDrJR5CUdKq+v9bFHeF1NflO7rr78OFDdHR0X18fxnhsbKytrQ3gBn5tbW09efIkRLYhE4Jb7yr+iWRwZnN6IX/58iVAAEedX9zsPDZGvJ7Z+yrGliGAHnozy+ElMAABBmXMnPE2NvYbPt9wGgklXMieULbj4+MPHz4shADCrbCBBAUYfej4DRncEAIsLCwKCwvhCWgBcICnr68vLi4OLqhDCHMcYhgOFhwYf/wTAuyzLAdM8z4sx7KI4xDiMOIQ0jI6+jqqpaWlyMhIgICRkZHm5maI+U8g4MSJE7a2tn9KCEAChXS7St4h2usQYHAsDY4uzQ1er1aYWYiwATRLxqYat17X4DhOp9PFxcUdPnz46dOntOMdzQxdLDI0781oMt4QAiwtLd+8eQNP1tbWqqqqAAIGBwcBAhiGYVlyI8VHySfFQskII4ZjIXg+nBzh4AnHsRyn4xgtq2P0+AVCPj8/HxUV1dvbC3U1NDQQp12McVtbmwkI2DnaTQgQft+zJOwo8zPyhG6zdZm1ENhs0aar3Gwj8frjicYmFu9XnU4XGxt76NChp0+fkjAYmFo4CXORL+YzhtDGEMDTAqqrq+fn5zmOW15eTk9Pb2hoYFnWdB+zLGLZj5WQk2McRjqWgSj6VMo/XFwbGhqSk5MBbkZHRwkEQAPBFnDx4kVwE9jCTNqQjI0U/LrTEEA3ZBsbtUO0ZenYwsDxKjLLHLiplmxY5RaKNS3/2JA6REMAfU8DXTVaL/ab5QqbBwGHD1sQW4BcLq+trSXHeDs7OzMyMnJzcysra2prGmtrGqur6srKqmqq62uqG2prGutqm2prGqur6quqaqvraqvraqvqaqvqaitrq6vqamsb6uuaGuubGuubmuqaGhubmxobG1tbW+vq6oqLi6VSKcSoQAhNTU01NTURsyj+C0CAiT/3IG1ZOrYwcLyKDEDA5ngXlL5hlVuAAGMl8KSX/lOn00kkkkOHDoWFhRnUAgzm2mzzEfrjI6S1NfmdO56HD68zB4IWQBgYHBzMzs6OiYmNj0968iTslpv7y5cRkZGiyEhRdJRYLJbExMRJYuJiYmJjYiViiUQkiRFLYkQx4iix6FVUJHxevooIfxXhddcrKCgoISEhPj4+KysLrAAgXdPT07AjQISwtbUVIIC3ENhGaTE4WETOw8PDDxw4EBUVxVL7GttYtYk/9yBtWTo+MQviQcC287fthZhPDMPExMQcPnz4+fPnBoPw7ByR1q2urnp4eFhYWBBbgFwur6yshJCbWO8hw3EcqOjt7e0SiQS8FZRKlUKhgP35Nbl8bW11GWhF///K8tra2ura6tra2urqikKhyMrMqqioILsnwAYsDaamptrb2+lNQZlMdvz48UuXLsEOJaYGaEc7h5gbXr169fXXX0dHR9NxSva+rP756E8LASzLSiQSCwuLFy9e0AuBXSAeBPDMgdXV1bA+JymJuDY3N8fGxtI6CylywxoZhnn9+jVc9YXX21CxHgLgdCA8kclkJ06cuHz58meEgIMHD4pEInJ7zT4EfBb6m1Ayd412tGEsy8bGxlpaWr58+VJ4o/uOEmkd0QKIOXB1dbWurg4Ce9Dp4d+mpqa4uDjgVmiU5RHvaABAQENDA9ZfjAtsgIAZg4ArV67QR4N2YVx4EBATE0NDwI5WvU8G6W8bTjWDRjhzcm1YyM61CqY+aAGfHQIsLS2JLWBlZaWxsZG49BLhB9W9ubk5MTER1HUze4nT29JUKlV2dnZNTQ0ZIEhgAgJOnjxpb29PGyZ2EwIiIiIOHToUGxvLrg9Yuk+7TH9CCAD24Pqqw4cPv3jx4vNCgJWVFYGA5eXllpYW8AtA+oU60p+AbG1tTUlJIQ/N6SJy7o1hmJycnNraWqQ/a2hMCwAhBAhwdHQkhonPAgHx8fHc5vdi92kbaW9BwLZMBSJRIpEItIDdtAXQrVtZWfHw8LC2tiYLgaWlpebmZvq6LvrfxsbG1NRU0OFZI2daOcpszunvpVepVHNzcxkZGbW1tbw0ACgQYJ/EI8MYNzc3f/vtt9euXdvNhQCpHSH08uVLCwuL2NhY0vydq3efTNDntAUQItyg9fOP/MlLRicwWAJCiOM4kUhkaWn56tUrYnPe9u4TtoV+py0vL7u7ux85coSYA5eWlhobGwEC6BJAAKqrq1NTUyHIDyu4mgXpX+/wBICVZdmVlZWSkpKXL196enpWV1cjSrkg/MzMzLS3t9M+Ag0NDd9///3169dhU3CH+odHZPOfZdmwsDArKyuxWMzqr1TcBQb2SUh7CwJoQtS0MJjSYAkkPcuy0dHRPAgwVteWSdiWTUEAolQAjHFNTY0JCCA6PNJb+8FqoFarR0dHZTKZSCQCWwAd3tMEBHz33XfXrl0jQYS3vXOERJqwDwF7h/YoBCCEWCq4LVlN0AmEzxEV/VKr1b569YqGAG79mtMcNjYkYSHmQADYAjAl2BtCANbb+en0HMdpNBpY7bMsK5VKQQugI/8bg4D6+vpvv/3W0dFxlyEAatmHgL1DewsCECWfnP7Se2TE15BowiTuNS05arU6PDzcysoqKioKFsy8EoSmii10n7AtZkIAzTBRj01rAVgfvwS+rK2traysrK2tKZVKuAAvPT2dQACPH4MQcPLkSQcHBxJKbGs9sIXuwhgzDPP06VNLS8t9CPjstOcggJZSVuAITH4iomsQAhBCKpXq5cuXAAGgTfBw5DNCAFxBidY7OGIzIAAhBBAAAchyc3Pz8/Pfvn1bUFCQnZ0dFBRUVVWF1l9HawwC6urqYFNwamqKrmJHifTMPgTsHdoTEECIo4KO0PJMSykttwQXsH56kexqtRogAM6fIYRIjEPOCAn5MdZr5jQEY7y8vHzr1i0CASzLLi0tNTU1gRbACY731NbWpqSkgM8/zRKpFOt1aZVKNT4+3tvb29PT09/f39PT097eLhKJ6urqMBUTAevNh7Ozs21tbRAvAJ7U19d/8803V69eFV5GLOwBc/pkQ6KzcxwXGhp6+PBhOBeAKYwjiQ3yY5CMjYs5/JhZ8pbbu+VyzGHGnCZsSHsRAmgiz4lICEWX7g4iVBqNBiAgJiYGyiEBqnhAszUIMJaF5mplZcXNzc3Gxqa4uBjrIaClpYXclk3aSCAgOTmZXvAL2SC1CFnKzc1tamrCVGQkTEFAa2srudEAY1xTU2NjY3Pt2jU4F0A457UOCjfGzGaJlIAQevLkCZwL4O1fkBqFxmBjJBwXzgy1bsNiP72xZnJiJntba8KGtNchADqR9+cnQgBaf83mZiGA5laYhRa/1dXVW7duHT169N27d5AXbvJWKBR0e9HmIQBqIR5BGGOtVpuZmQkHhE1DADypra09evTotWvX4HQg2nUIePz48cGDB+Pj43kWH1LjPgRsyIw5TdiQ9hwECIldH8lLmIvuDjKNtFotQIBYLCb31bDUabwtQIA5TaDFD7SAI0eOlJaWQgkzMzMQwAtRixqsV+83hAC6o5B+/cyy7MDAQFlZ2cuXL0ELoMGRhgBYCECB9fX1x44du379+m5qAZiyaz569OjgwYOJiYm8GG2kxn0I2JAZc5qwIe0tCBASQQFatMzpLIAAS0tLkUhErOj0DNsaBNDJTIwBp7cFuLq6Wltbv3//HkoYHx9vamoizsskpTkQIKwFoE2n0zU0NKSkpAQHBzc2NmIKDfFGC4GrV6/uphaAKQgICQk5ePBgSkqKwcbuQ4A5zJjThA1pr0MAkOlxFabHG0EAMqQIGCzH9KAaywIVLS0tubi4WFtbV1RUwPPR0dGWlhbiDow+AQI4jiPBQhmGWV5eTk1NBWdhkgALtIDPuxAgvDEMExwcfPDgwfT0dPKQTrYPAeYwY04TNqQ9AQFmdof53QfiER4ebm1tbcwdVciGEBG2xglJs7CwcP36dRsbm+rqavhpfHy8ublZ6LYEsldXV5eSkkLv6gsLB4EXsscwTHZ2dktLC6YkliSbm5tra2uDK67hSV1d3dGjR2/cuMELXmCwmZvt/w0JtICvv/46JSUFU1BojAHzyfxJtQu0dzgxQV8GBGyWAAIiIiKOHDlCIMA0oW06KYCpgZ+fn3dycjp69CiBgMnJSYMQALeAVFdXJyUlwbvdBJMIIa1WC5f2TE9Pz8zMzM7Ojo+Px8XF1dfXY8rEQDgBLYCGANACbty4wQtesDvEcdzDhw+//vrrpKQkbAgC9mnX6M8JARhjhmHgdCBZCJgmtCsQMDU1ZRAC4MVeU1MDCwETVQOcraysVFRUiEQikUgUHR0tFosjIiJcXV0bGhroLiXfZ2dnm5ubwRaA9iFgnyj600KATqcDCCA7AhvSdjFG8hIIIPG8pqamWlpaTCwEUlNTydk+Xpmc3sEGWjc9PT0yMjIyMjI6Ojo2NjY0NBQTEwObgoQHUtTs7GxDQwPsRKB9CNgniv7MEECfC9iJKowRaRRAwLFjx2gIkMlkW1gIkDI5Qx5E8FwqlRJzILEFwK+zs7O1tbVwyzDah4B9ouhPCwEajebFixeWlpYSiWQnyjdBpFEEAiCSBzYOAfRCgLg88IjjOOIUSJsMARE0Go1UKqXPBdB5Z2dnq6urFQoF3oeAfVpPewICCG2tDfSWFZn9Wq326dOn1tbWiYmJuzy9iB3hw4cP165dO3r0KBzdx/qjQUIIAD2ltrY2NTXVWIwjbv1RQqxvOMMwXV1dWVlZvr6+ZCGAMUbUQmB6erquro6+Tai6utrGxub69esAAYgyH2xfTxggYIBhmJCQkEOHDqWlpdHPd22MzCeehehzs7P99GeAAPrUIA0BT548sba2TkpK2uWFAA8CbGxsiBYwMzPT0NBgDALAU9BQEPGP8ozQOjsfELge9PT0REREQEW808EY4+np6fr6erhKBAqpqqqitQD0mSAAzgXgvQ0Bpk+mfem0tyBga8SDABAnjUbz5MkTKyurpKQkg0vrnetToRYAkokQmpqaIhDAawJCqKqqKj09Hd7VwmKRPoYCq78KnVSHMWZZNjMzs729Het9BOiWEgggpVVXVx87dszFxQXCGaN9CDBC+xDwBZAJCLC2tk5OTub0R+gMGtK2nXgQcOLECbIQoM8F0E2ALAABxsyBLOVXjxBSqVRyuXxtbU2hUKhUqpWVlczMzNbWVrzedgjZhRBQVVV17NgxV1fXfQgwTfsQsKvEbYmEEIAQIhAAYbl1Op1WqwWr2073KQ8Cvv32WwIBExMTAAHCxrIsW1lZmZGRAQeEhWXSwLG2ttbW1paWlhYXF5eQkBAXFxcTE3Pv3j1QMej+hOzChUBFRcXRo0fd3NxIRHNIifYhYD3tQ8Cu0jZCgFqtJhBAntMpd65PeRBw8uRJslc3NjbW2NgohACEEIEA4tFIE6LOBbIsq9Vqx8bGGhoaamtra2trGxoaKisrw8LCZDIZUROQSQgoKyuzsbHZ1wI2pH0I+AyE15+ER+v9BckTRO2Tc4YWAg8fPrSyskpLS+OoA/M0kdUBNtupg8wGwioQokQaU8459EKA47jh4eHm5mYSuYQHAe/evUtLS4No/0KiyxeSRqNJS0trampC1GIB6VFgenq6qakJjgbBk9LS0qNHj7q6utJXiXDUsWLeiPDIYBpeHxobXISQTqd79OjRkSNHAKBNFGt6OHgsme4iE1mM1WKQny10Du+lZX6jTBNdFBIEkiFdYbqZewsCiHSZgAAaC7BJCAgJCSEQIOwatFUIMPGW5kHAzMwMaAGwV4cQGhkZaW1tFUIA/Pr+/fusrCzYERB2jpA9REna2tpaVlaWTCbD+iuGCPBhjKenpyFOAclbVlb2zTff3L59ezchgOTV6XQPHz60sbHZh4BPISEE0CV/kRCg0+kgtg984QwRwzBarRZ+ReuN5Jze7If1EGBtbZ2eno7Wt5wUxVsamDM8nD6uMe85MgkBxI1/ZGREJpPxIIAc9SkvL8/KyoLwoeZ0F9Si0+mGhoaKi4sfPXrU0tKCqAjChBMCAeR5aWnpsWPH3Nzc6DsFdwcCOI7TarXBwcF/HS1gay3akIQQQD8xDQGEmS8PAsC2R3QE8lomAAECoFarAQIyMjKQ/t5Oeh1BL/DIQ3MgwOCaEJmhBXAcNzQ0JFwIsPobEyoqKrKzs9VqNX34zwRx+hMQfX19eXl5gYGBTU1N0AmQABuCAHjy7t07WAh8RggglhoTxZoeDhNDsKksxmoxZxS2kMtM9jYkgxBAmm9sXHjp9xYEEJkEieWoFzVpA52M4ziCGvAQ4IPjOJVKFRIScuTIkYyMDI7jNBoN3LoBJXCU7kBqNwcCkJFw18gMCGBZdmhoqKmpyaAtAGNcVVWVk5NDm/RpIoNKctFrJblcnpOTA/EC9vJCADpQrVYHBgZaWVn9RSDATH42S0IIYNfHxTE4LuQnkJe9BQFAmDIH0tJOfsWUMGwIAZmZmXi9yYDT695C+TcHAgymQcYh4LvvvmtuboY0w8PDLS0tQgiA9OXl5dnZ2cRuL+wWgwyAYUKlUiUnJ4Oz8KYWAp8LAgICAiwtLVNTU9E+BGyVTEMAzY8QAogUfE4IMKfvNswlfAit1Wq1YA7MzMxEhmbktoyBkDjKpXd2dtbe3v7kyZNwYgdjPDg42NzcbHCQMMawEDB2agBGF36FkCEjIyMjIyPDw8Ojo6OdnZ1RUVGgBUAD6W2LsbGx+vp6GgLev39vY2Nz586dXT4XgPVnHO7fv29hYZGdnY3Xv692uva/GkHfCl+ihL54CMCCeUMgIDg4GCDAYOHb1MOGmaEh4MSJE2CoxxgPDg62tLSYhgDIywkIUTD/4cOHysrK2NjY2NjYlJQUsVgcHh4eGBjY1dWF16M+MgIB5eXlR44cuXPnDrnp3GBn7gQBBPj4+FhYWOTk5OB9CNhhQiaVnb+ZWcQWpHdrvG6hEF4yyAirTWtra3jP0IVvgbHNEtQyNzfHg4Dh4eHW1lYhD0QspVIpvavP6wqi5ul0uoWFhbm5udnZ2ampqaWlpcnJyfj4+O7ubpKMBprx8fHGxkbaAQkgwMPDYzchABoCAO3j42NpaZmbm4uxAVVun7aRTM/8Py0EKJXKgIAAa2trqVSKja/hd4g4/dEgOzu7b7/9tq2tDZ4PDw+3tbUZY6OsrCwnJ4dnpOR1BdLHDueRUqmUSqWdnZ3YCAQ0NzfTEPD+/fvd1wKgIXC6EbSA/Px8vA8BO09/OQjAGMvlcn9/fxsbG3jPmGPq2xZC1EJgenra1tb2+++/7+jogF8HBwdlMpkxNt6/f5+Xl2fQoIUo53+6IRzHgWAvLy/HxcUB1iDKaRpSTkxMtLa20k7KxcXF1tbWPj4+dCghvMMQwOn3cTUazd27dy0tLQsLC7GhGCf7tGv0Z4YAPz+/I0eOAATQBwp3lKAKeFFPTk5eunTpn//8J1miDwwMmIaA/Px8YxAARC/yyXWpPT09aWlpDx48AKyBX8mpR7weAuBJUVGRtbW1r68v7BTuGgSAOWMfAvYOmQUBPEKCvfFdEC1s0lhI0pDJpFQq7927d+TIEVA11Wo1ONhsrd7NMgkVjY+P29ra/vOf/wQ3fozxwMBAe3u7MQwFCECG3Bk4waYuiS/GMMzCwkJbW1tkZGRvby+mtvcI88L7C4qKio4cOXLv3j2IJrY7EkjaolKpPD09ra2tAQIIn7szkfaJpi8GAkzIvzkQsOVgAZvSR/BmIIDXgSzLFhcXS6VSjgoHwiuZxA4kSj5oNxjjlZWV1NRUsAXwcmFDEPDmzRsrKytvb2+5XI73IeAvTF8GBPBehluAABNlmhZytEk7ojkQQLeC5vzt27fZ2dkmOCHXIoGjBL26WVlZSUlJIXZHOhdeDwHwpKCgwHwIMLOvzOycfQjYC0TG8UuCAHoZvDsQgMw+Ncgr1nwIIFOfZdmioiLYvzBWLNZbGVQqVWNjY1ZWVk5OTkZGRkZGRmxsrLe3N2wK8jJiQxBQWFi4DwF/WaLHcSvmQE4Qyt6Y/GyWjBVC5NDEnjmQmRCABMfvDNZOKjXfXgX8mIYAodcDx3EMwxQXv83NzTHIHnUiQIsQUigUra2thYWFBa9fS6XSvLy8zMzMwMDAvr4+TOEFNgQBQGAO9PHxMQcCOAGZ0xXGOmcfAj47IeqFuv0QQOYfMq63m4YA+k8aAojeazAjnRJjrFQqfXx8CATwdgS2BgE8Pk30lfkQQBdbWlr6+nUBxpjjEMdx7B/ujBz30a+JIAKnN/h/rHdtTZ6Wlt7V1YXWHwVDegjg3WL05s0ba2vre/fufRYIUCqVnp6eR44cefPmDfkJ70PArhBPiv+G10MCScSbRpwh71osEFduvQeOMf9cuijexEKUYy/NNNZryzQccNRblPcEJpmVlVVBQQHW7wjQc5cTOA7x5h8NPYQlYQ/wEtPFTk5O2tra/utf/yIQ0NfXB5tzSP/mh2IZFml1bP7rwqzsnD/KxJjlMMthtP5P8h2+MCzCGC+vrCUlp3Z0dNBsEybHx8fb2troM0V5eXmWlpa+vr5ra2uIWtkZbBTpMR5m8VDY4FQTIjXGeHV11d3d/ejRoyUlJfT4CssxWNeGJGTm85LBfkDUO5JOaaKTt6vhCCHiUGcWBGBKvGn+6JbwCJ7TEMDoSfhSFaKDEH2ADVpieRDAK1OhUHh5eVlbW8N7RqPR8MJyCiGAW68LoPVSLWTPWGISU2RiYuLixYv/+c9/iKG+t7cXbhNCFASAtDIsV1D49sXLiBZZW4ustaGxubGppalZ1tQsa25pbZG1tbZ1kC+y1nb40iJrk7W2d3X3Nja1REeLyUKAW79+GRsba21tpSMI5+fnW1lZPXjwQC6Xo12EAMi+urp6+/ZtgxDAY2BrZKYk7BoJ2YMvnxECyKt6cxBAHtIiitbH7SCscHqffHgCqEMno0uGEuhwQPArR0UBoTuOhxQ0b5BRLpd7enra2NgUFRVhjCF8MN1Hm4IAHhCYGDnSsxjjiYmJ8+fP//jjj3A0CBuCAChQq2V0Okaak+fgeM3Xz9/bx9fb5/593wf+AUEBgcEP/AMf+AfCF/+AoMCgkMCgEP+AoPu+D+5637vv+wC+3Lrl3tPTjfS6Eg0Bo6OjMpmMvk1IKpUePnx497UAyL6ysmImBGxNGMwThN0jIXvwZdshwMyuQNSc3wQE0BzvEATQ4YDgV6KEc3o/fFoaeWDBUS95gICjR48CBMC9ncJKeRDA63pOQJuCgLGxsd9///3HH38khvre3l5YCEDij2oRx3Ec4jiU/7rwpuutV5HRcfGJEa+ioqLFMZK4GEmcOCZWJJZEi2Iio0RR0WL4LhJLYiRx0aIYcUxsZJQo4lV0UHBIT08PzYkJCMjOzrawsNhlLQDp4WllZeXWrVs2Njbv3r3D6yGALn/LwmBEEj8bCdnjNZZO+SkQIJyxJljiiDkQmQEBvGbwIIAIEj350PqFAIEJY4YA8oTABF6vsXB6HZszBAG8rgQI+Oabb96+fYup4zR0A3kQsGEQEXMggNZZxsbGzpw588MPPxAI6O/v7+jooJsDRj6GRRxChW/eevvcj4tPBCEXx8RKYuMlsfHimNgYSVxcfGKMJE4SGx8XnxgXnxgblxCfkJSYlJKUnJqQmCwSSwICggYGBujWESbBFkBvCkqlUktLy4CAAIVCgXYdApaXlw1CAG9Q9iFgs2Q+BJDqtgcCEDWE9CiCwNDMCRfVPHaRXl9g19sROX2MPfMh4M6dOzwI4PW++RBAZzEHAjj9u/fMmTP/+c9/yEKgv7+/q6uLBwEcxyGEWQ5lZGbfuu0RG5cAMh8jiYNXvSQ2HhABPrFxCdGimGfPXz5/Ef4qMjoyShQeEfkkNMzb5x5PCyBM0uZAlmUxxllZWYcPH/b39/8sWsDy8rKbm5uNjU1JSQlvXu1DwGeAgM02AFFSZyKNsVHhTVBhGp7yT3eNwVwGy5HL5R4eHsePHwdzIGAKPbfM7EGahLYAYyWAsA0PD4MW0NPTA63o7e3t7u4W4iDCGCGck5vvdstdJJbExiXAy/9l+CtxTGx8QtKryGiiF8QnJL0Mf3Xb/c75C5fOX7h0+Yr92XPn/+/n0w4OV4eHh4V9hTEeHR0lbkLwXCqVWltbBwcHC7UAE2O3KTLYM/DT0tKSq6vriRMn3r59S88HIchuufZtoR3qiu1l8hNp6xCwYXtMNNvgPCNpaPgn6U0Ah8FyQAs4efIksQWQl/ynoKywLcJW8yDgp59+AkM9xri/v7+7u5uwQQoE0Xhd8MbdwxNW/pFRInFM7KvIaJFYAlqAJDZeJJaAgeBVZPTjrFzg+QAAIABJREFUJ08fPQ4FA2FQ8MM7nnfdbt0eHBzEG0EA0i8ErKysgoODlUol2hUIoItaWVlxc3M7ceJEcXExosyENOB+Yu3bQjvUFdvL5CfSJ0EAt36lsGEuasYbJuEsxOvl33wIUCgUnp6eJ0+ehIWAORCwLR0KRYGyPTQ09Ntvv506daq/vx9+BQgwWCmHcGZWjrOLK2gBEa+iiC1QEhtP1gWgC0SLYl5FRsMTkViSmJQSFS1+4B9gzBZAQwAQ2AKCgoJ2GQKgNICA48ePAwQAw9tb+7aQcIpurZy90yIhbREC0OaXakSGQcmnw/7ytWJBFXQCc+rCGCsUii0sBDYs1kSH0EQg4Ndffz116hRIJsa4t7e3s7NToAVghDHCOC+/4Lb7nRhJHKz2wRYYG5cQF59IzAEAB9GimGhRTIwkLj4hCdYLD/yD7nh6maMFAGVlZR08eNDf33/XFgJQDvTM2trarVu3vvnmG9gUxOsXlbzsW6t9W2gfAj6ScCyJZBJxMvhKN5iFFRy2I8S7QUSYwEwIQAitra25u7t/8803hYWFCKFthABh83lTBAkggGgBPT09HR0d7Pp9e47jWA5xCAEEgGwDCohjJHHxCWAgJBAQFS2KjBIBNMTGJYjEEv+AIDt7x6tXnTa0BZBWZGZmfvXVV76+vkJzoLGGb5YMlgM9I5fLvwgI2KGu2F4mP5G2BwKE4moMAkzINoEAIiFCmDAouryH3MfDJ6u3b7vbHD1aUFDIcUij0eqP2COOQ/r/EUKI+/gRirNRUKOawPE+UBrLcRjjwcGh06d/+fHHn4h+3tXV3dbWTmfkPjYL6xguPUN6/cbNiFfR4pi4uPjEyChxZBQcDYgXx8SJY+CAQOyLl68iXkXHJySDdSAxKVUcExvy6Mm9e75QEelkMuFGRkbIkSQY0+zs7K+++srPz283FwJYDwEKhcLNze3YsWNbgIC9JkLGCBlXG3eouq2V/EkQsCkyJvZCYiii83JG1A0aGuAJxnhlVX7b/Y6VtU1BYRHDIrlCpdEyDIvhw3KIQSyLOA4jFnEs4hiOhS9/fDbawuQ4juUQnNunPojlEJzbHxgc/vm/v/znPz8ODg5DT3Z2dre2tnMcJh+WQQzDsRzmEJbmFLi6eURGxYjEceKY+KhoyatIcbQoNkaSIIlNjI1LksQmimPio0Wx4ph4SWxiZFRMZFRMbFxSYlJaVLTEz88fIIDV38hExmtoaAjchJB+1Z2dnX3gwIHAwEA4L2QaAswBBWNpyLjQz1UqlbOzMzkXYKIcklFYlImqPy9hylKGzOvVrYkhr4c5Q+uUDevaWxDACEgIAQYz8iAAYby8snbb/Y71kaOFb96yHFapdTqG4xDm0G5DwL///UN//yD0ZFdXT1tbB8dhqBu+AASwHJbmvHZ18xCJ42IkCVHRksiomKhoiTgmPkaSADIvEsdFRsXEJ6RIYhNDHobe9fb19QsMDHoUGPTorrevq9ttwBrTEMCyLNYvBAICAuAu812AAEIIIYVCcePGjX0IoLNsQQyFPWx+LvLr3oIAoUgjwV6xwZI3hACNlmE5hDBAAGJYjt0QAsxopTkQ8K9//YeGgPb2TlZfN0EBGgJA2l9FikEFkMQmAiKALhDxSgQKgqfXvd/P2577/dKZsxfOnrt45uwF28t2w8Mj2CQEYL2CmpWVdeDAgaCgoP/P3nt2x3EkaaP6OXvOftg7OyNpJM3s3tUYSRTtUARoQIoGNPDeW4Lw3nvf8I4ESAJ0MAThQXjvvWmggW6g0a6qMvN+CHSqUG3QhCjzvnfj9OFpNqrSREY8GREZmalWqxFvo+SxwmpIZE0RUDqO+/v7Dg4Of/vb35qamvgl6JZjBAJ+t0Q+HAJOXJGAwx/6Fv69QQBfn2nVAgjQJV0IQJjsSvc8PL2//ts/Xrx8jTBRqRmW+zArAGFj4QzTIYA6AhgfOgIsi1ioj3oEmLAcqXn81MXVEyx/MPLB5s/JLczIzM3KzhcVlWXnFOTkFubkFianZMAnNS0rNS0rITE16FHIsY4A0R4NUFFR8ec//xkcgV8ZAjiOoxDQ3NzMf+yDIICOgolt/tXoBBBgigbprUjAYRPfgi8wFr8vCGC0JNDqD7UCOER2dmUAAS9fvUGYHChUGoYDLWU5/GtCwMUfzObmFgACRkbG+vsH+RCA8U8QUFVd5+jklpGZC2oPjkB2TkFWdn56Rg78FxwEcBYys/LSM3LAUkhNywoKCpmZmT0WAkDby8vLP/vss98EAhBCBwcHjo6Of//73ykEGJJXZBQCjM8NvxX9HwQBLMt+IsBgwYjq1kG/86duU0jvhC8guAIctgzzYwF8opuIBIbDkboQkexI3T28/ufrv/MhgOUwe2h1H0IA/bCIgw/9ziGDoMOryBgETM/MXb5y7dIlcwEEMAzHhwCMMUBAZVWts4sHzP+g7RmZufAdnIK09GzQf7AFsnMKUtOycnILU9OyIqNigx4dDwF0WCsrK7/44guBI4BNNrONQ4Cu8AmEcm9vD8KBAivAeI2CFhoX9BOQbpuNPGnkr6ZDgN6+GCK9FZ0AAvi1H1oB/C7RQvm/YH2IC+k9gn07AiVHvE04P6kNL7AnCP4xDAP6TyFA1xygBwpw2s1/eurFRLIjdXP3/Ppv/3j1uhETotawDItYDsO/HMZU5+HDcKyGPdRNhmMZjmVY4fKkgHccx7EcAlihH2plEEImJqcvX7lmZn5lZmYOIADCgbAHir8uwHJErcGVVU/cPXxycgvTM3IgEAgQkJsnggkfIAAWBVLTstLSsyFS6OrmZX75mq2dw/z8AoUAvlbPzc0NDAyw2gOICSFVVVVfffVVeHg43DVKB8hETDciVXxR0SWO4wghOzs7rq6uNByIeNqil/iF6+rPyUivkSIQNkN91DVL+Y03whl0VOf5anIsfcRR4Hf/5BDA8c4IQPoggM8j0yGAKj9NChCMCs3zhb9inTUChBDCZGdX5unl889vvnv9pokQomE4hkUMizSgfkQIAaD5/O8Mz9wwHQIoyhBCxiemzC9fNTO7DBBACBkfnxwaGhEGAhDhENEwuLyixt3DByL/sBCQnVMAH7AFqGsAbkJqWlZKaibAQdCjUB8f/9nZOV0rAOmDgMrKyq+++ioiIuIjQgB/iI1DwO7uLkAA5AXwNcGIfSGo2lAzTKSPCAF6y9T7igA4fkMIoE+eEAIEXUI6EKA7gesyWvctIzjCfx7+S+FA9xWG4SQ7UoAAsAJAMzUMB0sDRiAAHIETQ8AhyiBMCBkbn7xkdtnM7PKsFgImJqZGRsZ0IODQESivqPHw9IU1P7DzQe3TM3LSM3KoUwAQkJsnys0TpaVnZ2TmQiwgJCR8VgsBHA8rkWEIiIyMPBkEnJgEEAArAlTYTJFprGNpn0xbTIEAveUgnenwWOIrBafdE4l+FQjQS/yGndwKEFQpqINO43pbZkg+BF3VCwFI5ygR3R6qNax4S+Lu4fX3f3wDEEC9APAIOKQHAvgRQRZxLHdiCEAIE7ACzMyvmJtfoSsCk5PT4+OTulYAOAJl5dWubl55+UU5uYXUFgATAP6FoCAsCqalZ/OzBhISU0NCwubm5ikEwF0jWAcCgMrLy7/88suoqCiaF3Ds6BgXPjpYuuPIJz4E/OMf/2hpaRFM+EYq5XgnMuHjIMCQ0FMyBQL0Ko9AMo3YKXrbg35rK4D/48+FAD4HjUCAoEzjEGAKMB8HAYhh0db2jpu759/+/s83jc2EEEabfqNhOHAKDOn/T2sEJ4UAlsMAAZNTswIImJqamZiY0rUCOERYjlTX1Hl6+eUXFINuZ2XnQzogfMnLL4IYQX5BcUpq5qPgcDd3bwdHVzd3b08vPydndy8v38XFJb0QMD8/L4CAsrKy3xwCaDjQ0MOCF/mnSODfEwQIumBELQXM+U0gQOC/fyJwXXSdGYGeC5rOr4zj+fZ0I6Bu4wRAqNslXZnQyzVO3yYC6DSHyLZk19nF7Z/ffNfU/JZCACaEQxhQQJDdz4LljzhMMMIYoUMI4MOZbn+FpUDaPzrsxcTElJn5ZXPzyxCoRwhPTk5NTExQ4YEP2AwcwhWVj719AvILisH/ByCgGcEQJoQEgbT07KBHYXfvWd+7b3P/ge2t2/fuWN53dHKZnp7BGHNHd1tgjKempgYGBjjeXcMAAdHR0eAI6I6FYHz5AqdX+AwJnGAcEUKEkJ2dHWdn52+//fbt27eEd5Sr8RJ0IUZXNwxpBf9J3f9SceKXqVe6+AKgtzS9vdblm94emdJ43Qbo1iUo3BAbEYUAE4nfCL0AyWmPANVd2wcivN2XAqAxnYz0nxLL4a3tHQdH539+8x1YAWD/I3x4Aj+r8zaojWCMaadojbq/GCJCyPj4mLm5+dWrV2ZnAQLQxMTE2NgY4oGdlg9EpUb5BcXOLh5p6dlg5NMsIPACIF8wLT07NS0LsIC/ZBifkByo3SZE+wJECBkbGxscHEQ8JSwpKfniiy+ioqLgZmF8VB/0Cg1fEnSJP9zIqPwRQsRisb29/ffff9/W1kZrJ7ylgROIBG0/1hdTJPpsW+APbT/LO6gK8Q6qPJawUYtYt1N6SzC9s8iwCtDG02INNZj2+iNDAMczBPR2Hv/sQK4pQ8JhIt6S2Ds4/eOf37563YgwUSg1GoZD2p35yMAwCEaO31P+f41AAF/xxsfHL1++fP369cXFRWAgQADlzE8aRQiHSFFxuZOzO0T4wP/PyS2EOT8tPZuGAygKgLEACwdJyemhYRFLS4eOACwHIK3KjY+PCyCgqKjo40IAX7YMjgvHgTOyublpZ2f33XfffSwI4NeOTYMAcvRESQoHVIuMQ7xAcn6fEGCkwUAnhwBd0gsH/Mo+qJ8fRDr9Q4SQbcmuo5PLt999/6axGeHDRUHYkAepO3pHEfFu+KE8osKBdUK7unygCEgIGRsbu3z58o0bN5aXlykE0PMCKEM47tA8KS2rdnXzgu0AYPyDFwBqD98zMnMhI5h+AAgSk1JDQsOXlpaJ9iZ1op3o+BBAtI5ASUnJV199FRcXp1KpyHGurIkQgHn6o7ccKqZbW1sODg6nTp36iBAA300RYHzUgadt5v/3g2rHOjEsQyr384mvbroVEZ51YwTCaGknhwDdZumdLZE+CPgg/hpigTHiQcD3p882t7QSQnh5gYfbhHSZorePgv8eCwG0+4SQ0dHRS5cuXb9+HSZnhND4+DhAgPBdTBAmpWVVHp6++QXFoqIycAGoFwBJgWDzwxphWnp2Smom5AXk5okSk9LCwiM3NjYJb3JDOlYAHc2SkpK//OUviYmJ9HIB2hbdoRf8bmhoBA/oFSH4fXt729HR8WM5AroNMC7AmAdVmAcHxl83UiY+CgEnaKfpfRTol64YY17GjSERpaV9fAjgaw4/uIJ1ZhK9BpIpJLAy9HePkE3xtr2D0/enz7a8fUcIgbwgiNUjrN8R4I6uX/B7h496jyZCwMjIyMWLF69evTo/P094EKAbXMSYaBgkKirz8PSFyB9f28Ep4EcE4AukBmVl52XnFETHJDwMCl5dXaW8JVrjluizAoqLi385CCAGNIq2RywWf0QrQG8DjAgwPopWul+OLUpQJv49QQCn44zr1xGMsekQYKgdRkhvEwUl4KP22AlIPyMwwoSItyQOjs4AAZgQpUqjUjOwTYA7PDiI0yV01GwRNJ5fr/FWIYQIIcPDwxcuXLh69SrEAjiOGxkZGRoa4jee4ziEOA4RDYMKRaWubl5p6dnJKRmg5BAFAJ2n+g+/U1sADIS4+GT/gIdQEb8ZEBSAcCDHO0dIJBJ98cUXFAIEGnKs4Ar4Y6LsUg9FIpHY2Nh89913nZ2dhAcBet+itQt+0duwD9WoD6WPUtfJlI5PRuSQL896I5qC6eejQQD93dAUbYQRegs0RAIW6IMADBBg7+D03anTTc1vET6EAJodwCGCTJvPT0DUmhgZGTl//vy1a9cgFkAhQIdRHGQHFhWXu7l7p2fkpKRmgnrDBwyBjMzcpOT0lNTMzKw8gAnwBVLTsjKz8mJiE319A5aXVyg/+WcEjY+PA/RQeCooKPj8888TEhI0Gg0+DgL0igTS5+4ZFxJau1Qqtba2/vbbbwECkNZu0lsIbYPgF+PN+4Xoo9R1MqXTJV0OC9b89a+aH6WPCQH8kf4tIQCBIyCxd3A69f2Z5pZW2CYEJoDWEfgpi/aXgACEENGBAISQEQhgWFJUXO7h6QtLAGDkQ8APMoKycwoSk9KSUzIgQADmADyWnpETFRPv63cIAdAMCElCSyYmJoaHh2m9GOP8/PzPPvssPj7eFCtAr0igD4cApDX9ZDIZWAHUEfhfCDhBsfxRo8LMl0NO30lcvxQEHEtGGPFBBfIbYMQK2BT/5AgQLQRAOAA+8PYvAQF0eXl4ePjcuXMWFhYrK4eT8+joKF8V+RCgYbCoqMzdw4e6ALAXUBALgP9CBjGcI5CWnp2TW5iUnPbwYTBUxGldAEIIdQSGhoagOuD8r28F8EuTyWS2tranTp1qb28nPxsC/n9LdCw4bUoOp5PDeqy4fjQI4Fem9xlDHfj4EIAQy+G19U1bO4dvv/u+qfkt5kGANi6IflEIAIGmEABROnwcBBQUlri4eoKTTz+QDgjaDpM/TPs5uYUUJnJyCxOT0x4GCSEAYwx7q0dHRwcHB2mAlhBSWFj45z//OTEx0RQI0EvoY1gBXV1dtOoTQ4DeWn4h+ih1mSJFppSjawXwX4Tfj1XnjwkBAmk4tku/NATY2Tt+d+o0OAIsh1ltFIDlCMf9UrEATpuZBxBw9uxZEyFArUF5+UWOTm6w1EdTgPjhABoUpNmB8CUntzA2LsnfP3B1dY1o8wJY7SWiGGMaC6A8LCgoMN0R0EvowyGA2kdSqdTKyurUqVO9vb1UBoi+FQH0vxBgmPTKLT4uyi4o5BPdcnXV3pT2Cf5Ejsalj20NOmpHcLyFTQHho8KHeLr0kzgSsikW29ranTr1fWvrO0IIxyGen4SRdlVQt3xBaXqJ421Z0eUDp40FDA4Onj9//scff1xbWwOGwGysWxHLEZbDBYUlTs7u/FxguiIAsQD6J76BAG5CfEJKcHAoQABtOR2LsbGxkZERrA3LE0JycnLAEWB5xwoYGim+SPBLNiQMhsSG07ohu7u79+/f/+abb7q7u2nJeicbvkwamZCMg5GRMg011VBnTanIkNjw+SDgtiCb1sSO8KX0BB2HF4+BAEN9MNJ5Wgi/t/jovCfQMfyxIYAQIhaLbWxsTp069e4dQICeSg21ynQIMPIMQMCFCxdu3LhBl+spBAh6x7CE5UhBYYmziwfdI0SnfUj+obEAenYA/wFIDaJYI2gJXYzktNZBVlYWWAE/BwKMk2451ArY2dmxtLT85ptvwAqA5w3xXK9kCir6KBCgKx4CtRS00PSOC+hjQQC/GYaYo7fj/BJ+JQjgs9hECDBE2MCQI55mUgg4ffo0xJx1tZrfuxNAgBGCZygEWFhYLC8vY4w5jhsbGxseHuaOJm9wHIcw4RCBvAB6dijNAqBbhgAX6C/0k5NbmJScHh4RJYAATrtZYHh4mG99AAT86U9/io2NFUCAXvooEMDxXKStra07d+7885//7OnpIUcdWuNcNVQRZ4JmCuhDIYA7GnI3veN65YcWIqjaxMbrduRDIYDWaxIEmN4aZBgCsD6Z4P9JV+V0X+E/zPHmfNorKuKbm5u2tranT5/u6OgQTIz8rhkn3d4ZaokRCLh+/TpE6Qghk5OTcLMwd9SVgEXB/IJiuEcAUgMFHzAN6A4ivRCwvr6uy3lCCD8GQa2ATz/9NC4uThcCPrpI0MZQgKYQwHcEDPHTFAg4AZkCAXzidOJtRqwS46QXAhBPmE0s9sgsYpg/RooyFQKIDhkpmhai21tD7cAfCOTIAGrSd8EKsLOzO3PmDEAA1pFdU6rT7bXgeSPDTHQcAYCAiYkJot3MRw1jliNKFZuTWwiOAE0EoGuBdFMwhQNABPhQCNjY2OBzntP63rqxgOzs7M8//zwpKYnjnTJqaLhPBgF8jvG9HoAAS0vLb7/9tq+vj2iXtegF8HzSHSZD4sd/xRT6IAhAWn3TlQ0jLTFEhuZF48XqdkFw0C6n72SUYxn1+4UAIxWhoxDAxwLaQoCAs2fP8lNQ+cXqBRG9rNALAccOv14IGB8fHx0dBebA4B3yChMNg/Pyi9w9fOg9IvxLBMD/p6sD/CPG4cmExJRw3jYhjhduwBjrxgJyc3O//PLL1NRUyhl+y38hCKC/SySSe/fufffdd+/fv6ePUUwUaAU22dZFJuu/6RAgaJ4p7TGg+D8Rp8/+PbZY3S4IrABTBoXfWXj9hIuCuoww8q4hRpjYYr0dMEJYawXY2tryIQAfdRlMLOcEvaPi1dfXd+7cudu3b8PkzLIsbBOCxvykFYcQwGVm5bu6ecHdQaDwAAEpqZmwF4B/TAg9UACOGIyNSwoNi1hdXaMl80VtbGxsfHwcaWPyCKHMzMwvvvgiPT2dr5nEwPYeU0TClOeJ9mbhra2tu3fv0kVBOrK65SDe0R1YZ/HSUGN0BcaUBht/xpRuGirHFHnT7RS/QCNKThnFHd2Jd2xj4Pn/CyEAuLC+vm5jY8N3BPCvDgH9/f3nzp27c+cOhYCJiQnI0sP8I2sIwZioNWxWdr6Hp29efhHk/8BJoXCDcGpaFp324XxRmiCUlZ2flV0QG5cUExMvFm/xx4sq/MTExNTUFG0bQigjIwMggOUdK0x+MQigxGl3Ct69e/f7778HKwBIL8+RjgWBTYAA3QEypcEn7tSx5Zgib7qd4hdoCAJ0n/nQxvx6EHCyMTgxra2tWVtbnz59mqag4qMQYEohJ+AM0jrbhJCBgYHz58/funWLBuonJib6+/tZ7ZE+/Co0DJebJ/Ly9odLRJNTMujkD3M+XCgCgYDMrDzYJgRbhjIyc2NiE6OiY9fXNwhPemg3fz8QADK6ublpaWl55swZwaKgbjmYJ/30l//jIOBYOhkE6GXLhzbm/0IIgKLACjh37hxNQcW/EQTcvn2bxgKmpqYAAsgRrSNw/Xl+QbF/wKNCUWmhqDQjMzcuPhms/fSMHNgRQA8Oo8eHg2mQkyuKjUsKC4+EpQeWd4MAVDE5OTk9PU1/+c0hYGNjw3QIEFSB/xcCjr4l6OmHNuZXhYCPwjtTKiWErK2t2djYXLhwQZB/Jvj+SxAdhr6+vrNnz969exfW6gghMzMzkKsveAUTolQxObmFLq6ecfHJcfEp8QkpEZGx8QkpiUlpCYmpqWlZiUlpsFMwNS0rOSUDfoT9wukZuVHR8RGR0eAIIK2bR12S3wME8J9cX1+3tLQ8e/YsrAgYr1pQvq5EGWkM/n1AgCmvnAACBJY/5oG+6Y0xEQKQ3g85PIzTWA91+2b84WPJlAYTQlZWVqysrM6fP683HHji0TWFaOG9vb2nT5++f//+5uYm/DI3NwepQbrPq9QMrAgkJqXGJyTHxiWFR0Tb2Tt7ePokJKYmJKYmp2TExiUmp6SnZ2QHh4Tb2Tt7efvHxCREx8RHRMY+CgmPiIymi4JY6zZDFQABRAtPvxUEUAFdW1uztLQ8d+7cwMCAKdUJytHbGL0PwJ8EymOkZEPlnKCRx9aIdaCKGB4IPpDR8dVVK70QIGiP4AETDw7jjvsYY+tPredhht6PoDN61zlNazBZX1+3srK6cOECmJoCZukt56NAA1/QYUXA0tKSOgLz8/PDw8N6x4lhuOLikhcvXorFW5ub4q1tyczMbFxcfEvL242NzeXllZWV1eXlleXllfX1janpmfj4hLqnz9bXN1bX1jc2Nvv6+rOysiDoIOgvQmhycnJubo7eLIwQSktL++qrrzIyMuDG8Q+FgJ/JnPX19Tt37vzrX/8CCMDa4KgphSCE9vf3t7e3FQoF0e6DYhhGqVRKpVJOm4MEpanVao7jVCoV9F2j0bAsq1Qq5XI5XGB7cHDA8e6kYVlWpVLBW3T7LadzfSYhhKY5ER6wQmOoI0YZzk8npx1RqVS0y7QE/j29/KL4y6VqtZrPTygZfsTaVUZ+xhf9K+HpI9HuJfl9QYBAS38OBKyurt6/f//cuXO/IQT09/efP3/e0tKSaubs7CyszwvegjErLy9/r/WNCSFyubywsHB2dla3wRqNprS0dHBwkP6ysrIiEhWCFUCOGgIIoYmJiYWFBTrhI4RSUlK++OKLrKysk1kBJyOsPRdgdXX15s2bFy9ehC58EARgjB8/fmxvb9/Y2Ehbu7W1FRkZGR8fDxzQaDREu5oAt6eDwsPr79+/F4lEW1tbNTU1r1+/hmuXlEolQkilUpWXl799+1apVNIlG0AQWhp8B3SAt968edPY2KhQKABi1Go1qz2vheM4+JEiC8MwarUaWqjRaGQy2cHBAcuyk5OTT548gQKRNp+aaA+bamlpkclkNFwCPzY1NUkkEto26v3BDVEgA2q1+v379319fSqVCkqmT8IXEyEAHfc5HgIQxogc98HCCKcuBJhChJDFxcU7d+7QgJMuBOgSrc40nhgkWgJYAffu3QO5xBjPzMzQW30Er2g06sLCQljChF92dnZyc3OnpqaIzrH2crm8qKiov7+faLF8eno6Ly9PLBYTHgzBF4ZhxsbGlpaWKPRwHJeQkPD555/n5uYatz8/LtEpdGlp6fr16xcvXhweHibkyNRkSiGRkZF//OMfQ0JC5HI5/NjZ2fn3v//93r17cFgzfRK+gErQSfvFixeurq5LS0vNzc2tra0KhYKKx8HBgbe3d0FBAeUDIAjGWC6X03ZCWh6tIiEhISgoiN7IQH/XaDQAPQKTgR+pqampyc/P12g0fX19IpFIKpUSQqj1Aa90dXWVlpZub2/zR6ekpMTDw2N7e5toIQ8I3qLvKpXKoKA0J3wZAAAgAElEQVSgtLQ0agjQx6CRvzsIQEcjnCeGgPn5+du3b589exZWnk2EgI+CAnwIOHv27L179yAWgDGenp7u7+83AAGakpIS2DYDD2xvb+fk5MAFQZQb8O/e3p5IJIIpFH6Zn58vKCjY2joMB1LDEuzG4eFh2KqEtXNIfHz8Z599lp+fz2ca+eUhABq2uLh47dq1ixcvQq7kB0EAwzCxsbEXL168ffv25OQk6HZ6erq5ubmPjw+g7crKSk1NTXZ2dkNDA6iuSqXq6+srLCysq6vLyspyd3efm5sbGBiAfO2dnZ2mpqbS0tKGhgZPT8/CwkJCiFgsbmxsLCwsrK+vF4vFHO+OJoSQQqFobW19+fJlT09PRERERESEVCpVq9X9/f21tbWtra2bm5sY44ODA5hvYRKen59vbGx8+/bt8vIywzBra2vu7u42Njazs7Obm5uzs7OLi4tra2sHBwdwv8Pc3NzKysry8nJvb+/BwQEMdGtr68TERE5Ojr+//+bmJkJofX29s7NzaGhob28PXAaWZWdnZ7u7u8fGxvz8/FJSUqDZS0tLHR0dY2Nj+/v7hBCFQmEiBBxvwht8kyYkYhM+SBjhNKSoxgl4d+fOnQsXLkDMWRcCdN/ip23+HCDQhQC+FaAXAkC8qqqqYFaEGWN7ezs7O5s6AnwtlclkIpGITqGEkIWFBZFIBHMCx0v7B+kfGBigBwrBKwkJCQABuoWb2Edd2D2W6CgsLCxcu3bNzMwMNJA/cKZUHRsb6+HhYWtr++TJEyjN29vbx8fH09NzfX19Y2PD39/f19c3KSnJx8cnPz9fqVR2dHQ4OTkFBQWlpqZevXrVwcFhYWEhODi4uLh4f38/KSnJxsYmNDTUzc3t3LlzZWVlMpksJSXF09MzPj7ex8cnISFBJpPxp/QXL144ODg4Ozt7eHicP38eLmUpLCx0dnYOCgry9PSMjo6WSCSYlwba1dXl7+//6NGjgIAAX1/fmZmZtrY2CwuLs2fPVldXl5SUhIeHNzQ0uLi4gOm6s7MTFRVVWVlZU1MTHx+/t7fX29vr6+trb2//8OHDW7duOTs7y+Xyd+/e+fj4WFlZ3b17NyYmZmtri2XZxsZGV1dXPz+/4ODgS5cuJSYmMgzz9u3bwMBAT09PW1vbvLw8mUymVqs/wUdDxwI54H+Br4Kx5v9XUBT9rwACEMa6yo8J4fBPURxdUSMG9FYvAVjeu3fv4sWL/f399Ed+sXohQLD0YopE6pVR+AIQYGlpKVgU1JV1jLFSqSwoKKCbZwkhm5ubmZmZ1AqgTMAYS6XSwsJCgADg2OzsbH5+/s7ODuFBALwCE+DKygrGGI4JwxgnJSX9HCvgY0HA5OQkOXqx17HEcVxoaGhCQkJKSoqvr69arW5oaPD29s7JyXF2dl5bWyspKXFychoeHpbL5RUVFXZ2dkNDQxEREQEBATKZTCaThYWF2djYzMzMBAYG5ufnDwwMWFpaNjY2sizb399/8+bNioqK1dXVvLy83t7era0tkUhkY2MDHhnd6ejk5JSdnb21tTU6Onr79u3Q0ND19fXU1NT29vb9/f2GhoYHDx6AmQbTskqlevz4cWFh4dra2uTk5P3798vKyg4ODsLCwgIDA8VicUlJibu7+/T0tIuLS1ZWFiGko6PjwYMHHR0dpaWlHh4ey8vLERERXl5es7OzAwMDDx488PDwWFlZyczMLCgoWF1d7enpsbS0fPXqlVgsdnJySktLm5+fr6urO3/+fHZ29tLSkq+vb1RU1Nzc3OvXr21sbJ49e0YI+USj0YCJAiNEv8N40Js2qecAD9BoB8aHD7MsCw4JPxxKR/fwX4Q0DAM3edMvHMepNRoOIzWjgTgKxFH5oVHAXXpbsa7C/wQ0Wg8KYgHnz58fGBiA0ujrtC/4qK+hW6wpEikg/lvv378/c+bM3bt3qRUwPT0NKwK6mqNUKouLi3t7e7HWmVxdXc3MzJyfn+eDFER6ZTJZbm7uyMgIFcqFhYWioqLd3V2ihQDaGJVK1dPTA04yQADLsjExMZ9//jlYvOQoXuuqt+lknDN0ql9eXr58+fKFCxfGx8eJDsAZL1OlUsXGxqakpLx7987a2np4eDgmJiYvL6+urs7e3n5lZSU8PPzatWvR0dEJCQm+vr52dnZNTU1OTk6PHz+GEmpqapydnWdmZvz9/bOzs1+8eOHo6AjOmlwu9/b2Lioq4jiutbU1LS0tOjraxcXl9u3bc3NzWBuZf//+vZWVFU1qCA0NDQ4O3t/fHx8fLykpSU5OdnV1vXLlCjxAlxtmZ2cBBVJSUn744QeRSEQIiY+PDw0NJYRUVlZ6eHhIJJLS0lIvL6/d3d2cnBxfX1+FQlFeXu7l5dXX12drawt6SwhJT0/39PTc3t5eXFx8/fp1eXl5TEzMuXPn6uvru7q6LC0twcJSKBTu7u45OTnv3r27detWUlJSfX19VVWVhYVFZGQkQugThmEUCgXLsp2dnXl5eREREVlZWVNTU7CQwLKsUqliGDiIkiWEHBwctLd3LCws7uzsdnZ2ra2tT0xM9vb20umFr430invgHcOyGpZhWJZDiEUch5CGZRDGk9NTbR3t+wdyQgjLsBC3oFm0iHfahIkQgDFeWFi4devWuXPnwAqg9ht/beaXgwD4t7e398yZMzQvgOO4qakper0nX74RQgqFgkIAdEEikSQlJa2trVHlh4ZBzDk7O3toaIjWOzMzU1hYKJFICA8CoJsMwwwMDKyurmJtSIzjuOjo6D/96U+5ubn8Bv98CDDEND57fyYEIIRCQ0NTUlJkMpmPj09ISIiLi8vAwMCLFy+srKxWV1fDw8MdHR1bW1ubm5tbWlrKysrGxsY8PT3LysqghKqqKkdHx+np6YcPHxYXFzc2NlpbW4OjpNFobGxsSktLR0ZGbGxsEhISmpqa8vLyrK2tp6amsHaNra+v78cff4RwLEIoMjIyNDR0aWnJ3d3d29v78ePH2dnZ169fHx4ehuUAUMXMzExfX9+srKyysrKbN2+WlZUhhKKioqKiogghpaWl9vb2e3t7MzMzdnZ2dXV1/v7+FRUVhJDi4mJPT8/BwUFHR8empibgSW5uroeHh1gsjo2NdXJySk1NzczMtLCwePXq1du3b21sbOBeGaVS6e3tnZub+/bt28uXL0dHR2dlZcXHx8fExLx8+VIul38CIlVdXW1tbR0cHJySkuLv7+/o6NjT06NdTWG0o0gwJtvbkocPHz1/3rC8vJqXVzA6OlFQUJSQkEjDAVSd6JjRNRIGsZgQhLGa0YBHQAhBBBeXloSEhe7J9+mLmJcOBeYAdBsYajoEUCuA0zkplA6noAQjEGCKAiCeDQWpQVZWVhCl4ziOOgIC+WZZVi6Xi0Sirq4uwDuMsUQiycjIgFgAS08WYFmGYcAKAEcAaHp6WiQSGYKA/v5+yE0A04xl2aioqE8//bSgoECAXCeGAP5Y6GXaiSGAT1BmSEhIdHQ0ISQvL++vf/2ro6OjXC6vr6+/f//+1tbWkydP7OzsJiYmFArFy5cv4+PjFxYWcnNzXVxcJicn19bW3NzcLC0tV1ZW3NzcCgoKZmdn7ezsysrK5HJ5S0vLhQsXampqysrKbt26tbi4KJfL09PTr1y5ApFLsDF3d3dtbW0zMjJUKtXCwsKNGzeCg4MbGhrMzMzm5+cJIc+ePbtw4UJbWxs1SxcWFu7evVtSUoIQmpycvHXrVkpKCiEkIiIiKCiIZdmamhoHBwepVKpSqcLCwu7duwcBC0KISCTy8PBYX1/38/NLSEhQqVRKpdLDw8PNza21tdXCwgI2woyPj5ubm7969WplZeXu3bsQKJmbm7t69WpWVtbg4OCtW7eampoYhgHv5t27dyzLfoIQ6u3tvXfvXkVFBaRJSKXS+Ph4f3//3d1djuN2d3eHh0eGhkakMhnDcOvrG/7+gbW1T7e3dwYHh+Xyg6SklJiY2LW1tfn5eYlEwmpvj5ZIJJubm/Pz8yqVan9/f25+fnh0ZGVtleFYtUbDcOz2jmRyemp5dQUgYFcmxQRLpdKlpSWxWAwLKkqlcnt7Wy6Xr62tQVQW6RBfwijHl5aWIPkEpkqWd2QFfYv/C/54EIC1QAAQ8ODBA4jSYYwXFhb4F3vxq1CpVCUlJXT9AiF0cHDw4sWLmpqavb09vp6wLNvR0ZGXlweeP9Dc3FxJSQnFGtoMjLFSqezu7qY3GgEQREVFffbZZx/RETAOAYgXbf2ZEMCybH5+fk5ODvT6xx9/LC0tJYQ0NzcHBgZKpVKZTBYTE+Pq6urv7+/k5FRUVMQwzOLiYnBwsLe396NHjx48ePDw4cONjY3Y2Fh49/Hjx/fv3/f19XV2dr57925tbe3U1JSjo6Ofn198fHxAQMCdO3cqKiogWQAkvLm52draGuKOFy9eTExMnJ2ddXBw8PDwSEpKCgkJuXHjRmpqKsT2EUJyufzRo0c+Pj4ZGRnR0dGXL192dHTc2toqLy8/d+5cY2NjSUmJvb29TCYjhLx58+b06dMxMTEYY47jwAqANQhHR0fwcc6dO+fl5bW4uGhraxsUFJSfn//w4cMzZ874+PhIJJKCggIHB4fMzMywsLCzZ8/m5eWp1eqoqCgXF5fi4uLIyEhra2sAjk84jsvOznZ0dFxfX6fd29zcbGpqkslki4uLCQmJwcGh/n4PExNSZmcWtrd2vTx9nz6tn5iYTkpMnZ6ay87Ku3PHMjAw0M3NLSAgAM7qe/Pmjb+/v7e3d0pKyvDwcG5urrePj6+/X3hkxPDoCCFkYmoyOjbGxc01JCzUysb64aMghVq5vLKcnJxsb2/v7OycmZkpkUjkcnl+fj4surx+/ZrTbnQzBQIsLS3pyrNA+bEJF4RifRCg+5iAOO3+XEJIT0/PqVOn7ty5QxOEl5eX6U5BvrZwHHdwcECtAL73mJ6eXl1d3dbWNjAw8P79+/7+/mfPnmVlZdHtT/Dw1NSUSCSiewSA4E9KpbKnp0cAAZGRkZ9++ulHhABdDvP1H1ywk0GALpM3NzfFYjHk+S0tLe3t7XEcJ5PJpqenoYNSqbStra25uXlkZAQSb5RK5fr6+ps3b1paWubm5qanp/f399fW1paXlyGMBYwdGRmZnJzc2tpSKBRTU1PPnj1raWlZWVnp6+vr7u6mV7CCk9vT01NZWVlfXz88PDw3N6dSqSYmJiorK2traycnJzs7O8HSJlrrdXZ2trKyMisrq62tbWRk5OnTpysrKxKJpKampre3d2RkpKurC8y07e3t58+fzczMIITUavXo6GhHRweYw2/fvk1JSSksLGxpaenu7sYYj4yMZGZmJicnd3V1dXZ2wkywt7dXWVkJCwqNjY0Qldje3i4qKgoLC4uNje3s7IRB+eTg4CAiIiIyMlKhUHDapEgQC5Zlnz17lpiYPDI80dPd7+riWVnxZG1VHOAf/LSuoae739HBdaB/NCe78ML5H8rLKyYnJwEyJRJJeXn5999/n5KS0t/f//r166ioqO6e7p73va7ubrn5eQeKg4SkRE9vr87urqaW5hs/3ggKfiTe3oqLj/P29u7o6Hjx4oWzs3N5eTlcRH/jxg2RSDQ3N6dX63QhAGsdAWoF6Eb7fzkIQNqsD7AC4OxAqHRpaam7u5vmjQogoKioqKenh18Iy7Lz8/NPnz6tqqqKiIhwcXGpqKiora19//69RqNBvL308/PzxcUlkBpEGwNCo1ZrBgYG19fXMcYQUtFoNJGRkX/+859LSkp+aQhAvIDuR4EAGsrh+zvADaps/LGjziPRhk6xNjkC/gsJf/yBppk/WBvVJtqFW4wx2KcQseLLCeLdhkK0hieNbdMIF8db8+J/Z1kWIUyzEsnRU0Bg1KAQgWtMX+cXBS2hSs0XdblcrlQqaQM+AfskIiKCYRiwWKD/sGY4Ozvb0vKuqfHdk8fP71pa5+aIVlfEAf7Bz56+HBmedHbyGBudTk/L8fbyg0yDgYEBOzu7gYGByspKOzs7CLEsLS29efOmq6urrq7u/v37KSkp4H1BhBb80kePHo2MjDg4ODx//hxalp6e7uvrOzc35+XllZiYCImTgkRrxLvCnK+lhJDZ2VkLC4sffviB5s8IIIDKE40R0t918UIgi5hn2dKWcNqDQIjW5R4fH79y5coPP/wAS1+EkMXFxdbWVhhIai9gjCEWUFxc3NfXh7Q3gtJOQSyzsLDQ29tbLBYjXnSTws38/HxxcZFYvAHH8AEOwDNy+UFvb//W1jbHHgoThIi++uqrqqoqXWjjayMxQMdCITJgnQHHlpaWzM3NL168CFFrwfCho/grGAXCi4xAH0FikfYCJf40hnguHs2ZwUd9QOASIAUfreiA8mWDohhfBmjYm5bP7wUdYigWAucIwZ+A1QRjwnFIrWZYFnL7MMfBZryfllEQb6GNVgRJx3RE9I4dX2KxNspGpfcTjuNSUlJcXV1hXQBmidHR0ezs7MXFxTdv3vj6+oeFRCUnpd+7ay0qLF1bFQf4P3r29GV/37Czk8fI8GRKcmZcbKJSqWIYDaxq9vT0VFRU+Pr67u7uMgzT3d0dEhISGhqanJz8440baWlpE+PjLi4u4IoQQvLy8oKDg1tbW52cnOjWsdraWgcHh+Hh4aCgoIqKCspNOvwCCOArKoWAS5cugRVgCAJ0Fd50CKA8JdophcoB0u6Kf/DgwT/+8Q+4ywBjvLm52d3dDZmk/DUUwNyCgoLu7m6YOgTqRAgpLy9/9OgRxAX4EgwSMDc3W1wkEm+vY3IIAVR8d3elHR1du7syjA7zONbW1m7fvv3111+3trYaUnK+GGEdOh4A9LGalrm0tGRmZkbBkf5uCgTQLoNSwTMwScIDkMAD3+k0y1cAWhTwhxoOfLNCsHJEFRjrzPl8mw4I9hRQEQILBWkXthiGQQgjhFkWqdUMPMWyCIAAYwL/ZdmfVnb5IkcvgIPyQVSonpsyUoK42CcIoTdv3ty6dau5uRn6plKpUlNTfXx8JicnfX190tLSd3flc7NLri6eBfnFO5I9L0+/ly8ah4fGHexdRkcmU1MyXVzct7YkhJDOzk5bW9vR0dHKykofHx+5XC6VSoODg2NiYnZ2dtbW1ry9vSMjIzc3N319fWGRhmGYkJAQsAJsbGxevHgB6pGXl/fw4UNYzqmrq4O20UNm+dLAH1Q66nNzczdu3DAzMzsWAgQCij4QApAW4+lxoLQ9CoUiICDgyy+/LC4uhvbv7e319PRA3J6ac0ibgi4SiegRGoIGEEIqKipCQ0MBPhBvp9dPEFAs2pZsEoI4jsH4p5O2Nje3urt7lQoVIUStZggho6OjFy5c+Ne//gWZBcdCgBH1NkJ87YW3aOGLi4tmZmaXLl2CfBv+88dCAC0QJsCdnR3w5wXmLjxDHQSkDQCzLLu1tbW2tkYjMvR5cjSxkg8BWOv/g8LTtrHaNBb6FsZYpVLRxoCW0k1K8IparcGYyiRGiFD9pygABoIAAqCpEF+H73wb1hCvDDEQSviEECKVSuPi4n788cecnJw3b97Ex8ffunXr3bt3BwcHQUFBoaGhb1vaS4orbly/HRIcMTY6/TAwpKH+9cjwhLOTe3/fcGZG7qlT32dn5zQ0NHh5ecXGxkK6u4+Pz/7+vlKpDAgI8Pb27urqKi4utrS09PT0XFlZqaiocHJyqqmpefLkyZkzZyBzKzk52crK6tWrV3V1ddbW1s+fP19fX3d3d3/69CnFZr0QQEeOGpwQKzY3NzcRAnRZ80EQwGnPwCY8g41l2by8vP/5n/959OgReF9qtbq7uxv8I1o+VLe3twdWAOb51fAAiEJZWVlYWBjdIcuHAIzJ7OxMcbFod3dLAAEch2Zn5wcHhzkOEUwYhiOE1NbWfv3113Z2dnpvH+IL08+EAFqOAAIWFhbMzMzMzc3pKQbYZAjgjzjDMMXFxdHR0RB1U6vVNGJHkRTKBK8Y6nr16lVUVJREIkHaWZqaXaC9hOebsNqcN8Kb+Sl8ULOfVgQKL/grvLi2tjYyMsKbKrBGwyKEOQ6DzUE7zTAceAS0F5w2K4zjuBcvXlRXV9NUN9pUXXvE0LjwOXmYF7Czs1NdXR0YGOjk5BQWFtbe3s5xnFqtHhkZiYuLDw4OrSivqq19lp2d19XV+7Tu+dDQ6OLiyuPHdYsLy+1tnTk5uampqS4uLtnZ2bD+3N3dXVtbCxsburu7o6Ojg4KCSktLKysro6OjR0dHpVIpwERoaGhqampdXZ1Codje3k5LS3NycvL29q6oqJBKpbu7u+Xl5QMDA4DoNKRElUT3O3Bqfn7+1q1bly9fhhUBQxCgK2qmQwCdJYjWEaBwQP/b1tZ27ty569evU1kfGRkZGxtjeccHQpkHBwclJSUQuaW1Ex6VlZVFREQAlHBHV0YwxjMzMyUlRTKZhBDMhwCVSjUwMDQ1NUMIwYgQQuRyub+//1dffZWZmQnCrSsi5DhHgHwgCd6am5szMzO7cuUKZD3w59tjIQBps1RlMplSqczOzvb391coFPAK7MPlz4qEh7YymYxl2erqant7e7DF8FFMQVqTAaCW8EI2arVaqVQCx+i1SHTKIUcBgtrndHMxxvjJkyePHj3a3t7mzfCHfWRZjv4o4BhgEL+W1NRUyIwWPKlXaA2NBWXmJ3TuIoRIpdLt7W0wNWEHpUajkcsPtrYkCoWSZTmxeFulUu/tyRUKlUqlVihUDMOp1QzDsAcHB7u7u7C9SaVSQd4xBEJZlpXJZCsrKxBu2N3dhQFTqVTb29tisVitVtMNmyzLrq+vr6ysAKTB9EjXY3W1VO93jPH8/PzNmzd/NQjA2gmHGmbw15WVFUtLy6+//rq+vh6eXFxcpLu++JIql8vpEQB8aKdUVlYWFRVFA9HkKARMTk4WFRXuSrcxRhzHUgjY39/v7u5ZWYHZnhBCJicnzc3N6cGq/MlZrwh+FBKUNjMzY25ufvXqVQoBnHb/knEIgF82NzfLysoiIyNzcnL8/f0fPnyo0Wh2d3erqqoCAwPj4uJ6enogtk3NQ5lM1tDQEBcXV1RUFBQU5O7uvrOzw7Jsc3NzZGRkXFwcrPkRQpaXlysrK1NSUkpKSiDPR6VSvX37trCwMCsrq729nfoCtFWjo6MVFRU5OTmwlM5x3ODg4Nu3b1taWnJzc+vr66VS6draWmBg4KVLlxobGzkO7e7Knj2rz8nJa2h4tbsrg35NTExVVz+uqKgaGxvXaA6ndAgfQHJHRUVFU1MTJCMCuExMTNTW1tbX1y8uLmJ9ZGgsKH2i91Eq34bkg85SLMtBMFP7O0ftHMwLosBfBd6XYG0M84I3hKdUtElUOI4lQsjs7OyNGzdoUhc2bPlTQjpkSkUC4mMEzBW5ubl//etfAwICYNFkZ2enq6sL5I/fQZlMVlxczN9YIii/tLQ0JiaGLudQLgF7x8bGRKICiWQTIVgOYCFfc3FxsbOze3//gGDCcYTjUHFxyZdffunu7k63MOsd4p9PetkF/05PT1+9evXq1av0NATaESOlIa3dXlhY+ODBg8LCwvT09DNnzoSEhOzv7ycmJnp5eVVXV8fFxdnb28MBbXRmhtzBtLS09PR0MzMzJyen9fX12tpaKyurtLS0yMhIW1vb5uZmiUQSEhISEBCQm5sLXu3e3l5ra6u9vX10dHRiYqKHh0drayujJULI1NSUi4uLn59fTEyMlZUVpP1mZmaamZkFBwdHR0ffu3evqqpqZGTEzs7u+++/z8vL29wUx8cnOjg4hYaG29raZ2RkHRwo3r/v9/b2ffQoxMfHz8XFjd6zBHLy8uVLe3v7wMDA4OBgc3PziIgIjUbz7t07Gxsbe3t7FxcXDw8PWGGl7DJxmPTcJnSsoGPtHChYO8VH50mi1QdqGFNLnq8hunO4gKgqGhIsvQ3+rSBAwChCyNjYmJmZ2dmzZ1taWgghDMP09PRMTk4i7W4reOzg4KCsrIymMx8LAdAAOn9OT0+Vl5dJZRJ6iAO8Pjw8PDw8SgiBLR7z84v379//y1/+UlpaSn1LE2XlQ0kvu/DPgwBCyOLioouLS2VlJSFkb28vICAgNDR0d3f31atXo6Ojcrkcsl1fvXpF2SuTyYKDgxMSEtRqNaTfurm5jYyMeHh4QJYhy7JJSUmhoaEtLS23bt3Kzc3d2Njo7+9vamqan5/39vZOTk6en59fW1sLDw8PDg5WKpV0AbKzs7OiomJ7extqgbND0tLSrly50t/fr1KpMjIynJycxGJxfn6+g4ODRCJpbm65f9+qvb1TrWba2zsfPLDu7e1PTk61tradnp7d3ZVVVdV0dHTS9kNELD09XSqVzs3N3b17NyQkZGNjw8fHJz09fW9vb3NzMzg4OD09HUIhlGOmDJOJ5wUcEp29NRoNqAzfGBaMve4v/DCpQMF01c8QHauWWB8EENOw40NJl0W6P7IsGxsb+9VXX/n5+e3u7mKMp6en37x5Aw4XtVR3d3dFIhGsieq1AkpKSqKjo6mPirWOIjw8Pj5eXCzaFK9pw6YaQsjBwUFnZ+fy8gqHCMchxJHcvIJPP/3s7t27NFnQuOL9HNLLLvyzIWB0dNTW1ha26LAsm5GRER4eLpVKYUewh4eHk5OTmZnZ27dvidbNWV1ddXR0pHvsKioqPDw86uvrbWxs6FarhoYGNze3oaGh3NzcGzduuLq6JiYmjo6Ogso5OztHRUXFxcW5u7s/evQIAl4QGtjZ2ampqYmKivLx8fnhhx9CQkK2t7cTEhLooUbl5eXe3t6wBdDHx0ci2RaJiiwsfgwLi8jMzA4Li7CwuFFf/6K9vfPWrTuOjs6ZmdmNjc0SyaGdSAh5//69tbU1JI9rNJr4+Pi4uLi+vj4LCwsPD4+MjIyUlJQ7d+4EBQXt7e0hnnOqV0QFZOoh4oJBnZmZ6e7uhsgtSNMAACAASURBVPNYqPvNr0+37sXFxba2NrlcTuMrAskw3lx44OdAgN4Cj9XnYyvS+4qADwMDA+bm5mfOnAEp3N/ff/nyJX/3LsZYIpEUFhZCa/VCAIS+BRBAGTI5OVlSXLS2vkwIwZhjGDUhZHp6uqOjQ6FQcRwmhIyOTFy6ZP7Xv/61tLSU2lxGeP4zSS+78M+GgJmZGQcHB1jD1mg0CQkJwcHBo6Oj7u7ucXFxU1NTnZ2d9+7da2xsJISAe7+1teXm5ga77ggheXl5np6eTU1N9vb2NDOiuroaNheNj4/39vaWlJTAkRstLS329vZxcXFv3rx58+bNkydP6uvrwaeDEFVZWRmcwNHW1vbw4cOAgACpVJqenh4cHAyhMZFI5Ovru7GxUVxc/PDhQ7FYnJmZbW1tl5ubX1VVU1tbV15eOTw8ursrGxkZq6io8vcPtLKyefbsOZ0sIeOuq6sLY6xQKGJiYsLDw9++fXvjxo2oqKiysrLKysrc3FyYV/iBQ1PwXQ8EGBo5vrhUV1cHBgTSkzB0q8QYI+6IED9//tzX11f7CoaHaOxAEAXQVQB+S0zRzN8KAnRfJISo1erMzMxvvvnG1tYWNH92dhaSfOlm0v39/ZKSEv5ZelgHAqKiougBddR1gr9OTEyUlZXs7e0QghFiMeb29/fa29unp2fgga0tSUDAoz//+cuAgEC6KvnLmQDkF4MAmUwWHh4eEhIyPz/f3d19/fr10NDQV69ewekae3t71dXV5ubmlZWVdIFQqVSmpaX5+vpOTU1NTU05ODg4OjrOzMw8evTI399fKpUuLi7CAUFNTU1+fn79/f37+/sikcje3r6npwdOKJFIJGKxuKCgoKSkBCY/Qsj29razs3NSUhIhZHl52cXFxcvLSywWJycnh4WF7e/vY4zr6uq8vb03NjbKy8udnJy2trZevnzl4uI2NjZBCJmdnU1Ly+jvH8zJySssLOI4vLEhdnZ2jY2No0uVYrHY19c3Nzf34OBgZmbm3r17oaGhExMTTk5OkN/JMExlZWVdXR2ckoh565THDpNJEIDJ4VS/vrE+Oja2tLxcXFzs7+8vFosxxnK5fHJycnRsdF8u1w4nQRhpGA3GWCqTjo+PLy0tlZWVe3h4SnZ2MCGSnZ3R0bGxsXG5/EClUoObuikWz87NyfZkRBtWlB/IF5cWF5eWlColhxBnOP9JV9RmZgACro6OjpkooHrl9dhnjBdOtEmgE5OTDo4O//Vf/5WblwfWe1dXFxz8ptZoYBnpyZMnr1+/hlA2LZx+KSwsDA8PVyiUUCa9VBohrFSq3rxpbGioZ1mGZRmOYxDiQEMUCgVCWKXSVFc//tvf/n7pkhmcUIp4awrHSsnJSC+7oLqpqakrV65cu3YNIIC/IGekNNragYGBgIAAV1dXNzc3Kyur0tLSlZWV6OhoR0dHT0/P8PBwJyenxMREOKkFAlVzc3NBQUF+fn4BAQE2NjZwqld/f7+np6eLi4udnV1AQMD8/PzW1lZERMT9+/eDgoJcXV1FIhGE4p2dnQMDA318fDw83Do62xlGwzAajDmNRlUoKrC0vO3l5REaGnL3nuWDB/ebmhozMtLi4mLk8j2EUHV1ZURE+K5059271ps3fywtLV1cXAwPD7e3t4+MjHBxcQkLC11bW62rq7O0tAwI8A8PD3dzcwMrBiBeo9E8e/bM1dUV1gLMzc1jY2NlMllZWZmVlRU0zMHBAZJQ+bwyIqKUTHIEOIIQxvOLizFxsX4B/hFRkTZ2tl4+3luS7ZXV1fCoCAcnR1t7u6SU5OWVFYQxy3EMYjnELSwtJiQlunm4h0dGOLu5ubh5bG3vLCwup6Vnenh6e3r5FIiK1zfEHCKv3zT5+gW4uLl5+/q8a28jhKxvbqRnZvgF+Ht6e+UV5K+srWJCGE6YDoyPJtJRKZmenrWw+PHKlWuAtYQIE7B0BVQ36GBIrGl1un/SJQ4hRLBao3nX3nb67JlvT333vKFewzLrGxud3V2S3R1MDnNIJiYmCgoKIIOAqgTW5rQ9e1afl1egUKgghwTWE0Br3r/vS0xMXlxcoq2SSCTt7e30ON3u7u5//etf//3f/11UVAQOKj/DyhQZ+FgEMj0xMWFubm5hYTEzM4N5h+QbxFodKIHzf8fGxtbX1zc3NxmG2d/fb29vb2tr297eXlhYGBoagtN4qb+zuLjY2NjY1tY2MzOztLQEgdW1tbXnz5+/efMGtqJjjHd2dlpaWp4+fdrV1QXp2AzDjI6O1tXVPX78eHp6gmXVLKsihGMYJUYahWKvq6tNVJTX29s5Ozf5+nXD2PjQ/ML0yOgAwyhZTjM3PzU8MqBSy/fl0hcvn7e2NqvVivX15aqa8tS0pKdPH29trROC5HJpZ1dbenpKbm5mX1+PQnG4bAyNl8lkzc3NGRkZtbW1zc3Ng4ODsFLY1NQEGwdhE/oJRsQkCFAzGvnBQUZWprunR3dP9+DwkIubq7Ory5ZkOyUt1dXdbXB4aGBo8FFocF5hPsdxCCOGYzmOy8zOcnR2au/s6Bvst7W3t3dwml9YSk5J8/MPaGvraH3X5urmUVRcOjk1c/+BdXFp2ez8fFpGemJy0sraaoGo0NPbq7XtXfPbFm9fn6fPn7EsC8WaDAE3PggCTGGFIQgwIq8IYw4jQsiBUpFXmP///u1/Ll76obO7S81o+gcH3g/0MSyDtKmsfX19lZWVY2Nj/L1rYNRtboqXl1eVSg0c4gLKr9Ew79/3R0ZGt7S0qtUahA7T4AcHB9vb2yGPZXJy0srK6g9/+ENYWBg9uYAu0P7KEACjA7kJFhYWCwsL5OiOqWMJaXfICIqly/UC04a/LM0nzDtWHIjT7h3kEz9xRlsXwyEGYxYhhmHUjEZ1WCDhEGK1B2rDtkWVXA5r/kjDqBBitH/i8E+3byCEWY1GyXKQg0iP5D50k/kCT/OdCS89jHZTsN/RRPrkWAnAhLCIW9/c8PDyLK+sIISwiBMVF/n4+Y6Mjdo7OgQGPWx4+aLh5QsPL0//wIAd6S7CSMMwe/J9Hz/fAlEhJgQTkl9Q6Obm2dXda21jV9/wkhCCMcnOyfPx9R8cGnF2cfP3f/i6sXF4dGRxeWlpZdnByTEqJrql9W1nd5evv19oeJh0T0b0JasKIACSFKamjkAAxgShIx+9siWwAnQxQgABJoksxgzHsogjhIi3t8Iiwr/661/u3r83Oj6mZjQDQ4MTU5PgtYJl39vbm5GRUV1dPTc3J5PJIJ9Ko2Egt1ejYdVqjUKhlEr35uYWqqqqY2Pj29raOQ6x7OH+ouXl5ba2NjhHcGFhwcHB4T/+4z/8/PwgHZhGXvihhGNkQB8rTkbUETAzM7OwsAA75UO5ymnzxCA9BtoDeWgcx8FJM/yFVQoK8FfB4rRKpaLXDVEooUkrApOQZTUIcQixDKOGWBYskSHEchwLG7QOc7QRhzGHMceyGow5mritXbLl4HkI3Gh/ASeORYjF+KedQoJwO38dnTp0ulBl4th9cqzPwCGECd7a3vby8X75+hUmWMMwtU/rvHy8e973WtlYu7q7xSXExyXEh0dGlFdW7B/IMSEMy65vbnj7+jypqyWEYIJfvHzl4enT3NJqY2v/vm+AEMJx6Hn9Cydn1/mFpe6e99HRcVbW1lY21s+ePx8dH7t5+5aru1tyakpcQnxMXGxhkWhPvg9WgJHcAaTNmZ+cnLl27frly1dHR8cJIQjBBszDj66wIe0GBEp8LgtAgXKMLyKGiOFYDiOMCcOyhJChkWHLe3f/809/9PT2WllblezudHR2whKdUqkEHZ6enn79+nVtbW1hYWF5efnz58+fPn3W2Njc0PCyuvpxTc2TvLyC0tLy588bmppa5ubmEUJ7e/uQiCkWi7u6usANXl5e9vLy+vd//3crKyu6M59Kv5HpUZc5AjLlLb1EHYGLFy9euXIFzrej2njs60SbYEZ4B6LzM4KR9tBKxDvBjeWdPUuRCPFOW8DakxRoXwghUAhd8NJKGiS4qBBiCSEajUqjUWndNYADNfyJEMQwapVKoY16qwlBLKuhes7b1s2yrAZjFr5rYeJISittGNIefMC3DgRJxHw6duw+oT00BAGEYBZxcsVBbHxcdGzMlmRbqVIFh4Z4+Xgvr654eHkWlRSrGY1SrWp+2/Ks/rlSrUIYazgWXgmPjFBp1Eq1Mi4h0cfXf2h41MXVPb9ApNGwCqUqLT0zIDCo5e27uqfPxVuS/f19UXHR3Qf3mlqanV1dKqurDpSK5dWVF69eNrU0qxmNhv0pm8gwBCCMyeTk9LVr183Nr5gOAXqLNQ4B9C0j4sthpGEZhmMVKiXLcZjgto72m7dvffr5Z8GhITNzs6tra729vYACcF4jyPfS0lJvb29HRwesRdXVPaupefLsWX1z89uOjq7h4dGdHSnSbjtXKlVqtWZra6uvrw924C4sLPj5+f3nf/7n1atX29vbYYakA81v8K8GAUibDTU2Nnb+/Hl60h7L259vSiEYY47j4E4+qiccb6s/HRqWt4Ob410TSDtCc9ix9pRKuVw+OztL7Qi+JGCMCDm0xiG9XXtOAYMQx+MD2tra2t3dYVlWrYZrvCCcjY5u7+fo5n/ady1AHwoY3WIINyYinhPEcRxIC18adUfTJAjgl6JnaAnRMAzCqLOryz8wIDU9LSMr885dS19/v+0dSfXjGntHh5y83IysTHtHh7pnTzHBGpYBu7e9s8PDyzMuIT4zO/PO3Xte3r7rG+L6hpeOTi75BaKCwiIbW/vGpubRsYk7lveiomOfPX8eHBoSGPRwbWO9sEjk7ulRWV1V8+Sxr79feWUFhxDCSKCfAl2F/2FMpqZmrl61MDe/MjIyRghhWcT/cBziy5MhQTcOAfxXjIgsnI/OIg6+IIIJIa1t765dt/h//vMPHl6e84sLq6urra2tS0tLWLvFkI4WQujg4ECtVrMsx7KIYTiWBQOEEEJYllOrGY2GwZiIxVsdHR0wr87MzHh4ePzbv/3bzZs34YY8wjtngg4ucE+gxnr7i46Cna7yG2fCISu0zvbExMS5c+coBPCFUC/Rv8IXOD+GaL13epwO4R0SCcpJaxQ41Zz2sBCqfnSP4ODgYEREBKRv8jfnUzMbvgwPDycmJoIjw2m3LVJ7oaampqSkBHbKsNr9o9CJhYWF0dFRaAA9WQAaDHkEtFPQVFZ7SDyctQNF0TMOoL/0CCld/T0eAvis16P/GCOMWcQxLKtQKts62tMy0kXFRU+fP3vX3qZQKfcP5E+fP4uJi42MjnpW/1yuOMDk0PXFGKs06raO9oSkxPTM9LLyiuaW1l3p3t7+Qd3T59ExcbFxCW8am9VqNcOid23tsXEJj4KDE5OTRsZGCSHrmxtFJcVhkeERUZGPa59sbG4ijBneTkH+WFIBpcbe9PQs3wrQaFgYII7DLIvo0R5GhA/p2AWGcEE/dGrllcUc/9IUFnOYEA3LtHW0X7tu8afPPnX39Jibm9va2urs7BwfH+efNqctCuz2I+YaxoRhWLVaAzGC5eWVV69ew70jExMTlpaWf/zjH69fv97Y2EihhG890hbio0Ymv9d8wcC8HVB6IUNgi1FR4/9Cq5uenj579qy5uTkAlnEEoS1H2pu5OI47ODiQSqVwXRdN11cqlbApGHATkEIul0NSJkUHjUYDrwMysto9/6B1ExMTN2/epOe4Mgyzt7cHEAP72aALsJsIsvG0d4T+dHpHe3s7HA8FeRz86zkqKioCAwPhvEOidTqgWIprgF+QBgYPDA8PX79+ne7sohxWKpXAEFa7PfFYErD3eAjAmMD0BeazUq1SqlWEEIQRC0lnhCjVKjWjIYSwiGM4DlbvWHBaOE6hUipUSpZDDMupNSwmhGGRbE++sytlWLhfhCOEqDXMrkwGcgT3CzAcK97ekuzuqBkNJgR+MRECpqZm+BAAag9nM2jDgR8BAnRf14UA3asT4Q4VQkh7Z8ePt27+6bNPLS0t+/v7FQrFxMTE0NDQwsICDD9oHSGE4xD9sCwHcEYI4ThycKB4/76vublldXUdTgq1tLT893//d1tb297eXpgr6E1YfLU3DgECpcW8TbUcxzd6f20IYBhmeno6IyMjICAgKSmJbqx6/vw5rJCXl5er1Wq5XN7U1CQSiXJzcx8/fswPuPb396elpQUHB8N9O9Cdzs7O0NDQuLi41NRUCwuLkZGR4eHhqqqqp0+fxsfHP378eGhoqKCgIDExqb29k2XR7Ox8U1PLzs7u6OjY69eNjY3NKSmpRUUlEskuxuTdu7Z379oxJtvbksePa1NT0+vqnq2srC0sLDo6Ov/wg1l9/YvtbUlra1t7e0dxcens7JxUKqutrUtJSauurtnelgCfZ2ZmKisrKysrHz9+/ODBg+7ubkLI0NBQXV1dfn7+u3fvYNcDjYZwOvQRIIBDHMuxoN4qjZrDiEUcw7GEEBBoQgiCkCzHKjUqGGSEMaLmACGEEA5hhAnCRMNwLIdgmUCtYRRKNYcO/wpPqjRqpVqFCaF3DWBC1IxGzWigoSCkhiAAzlr4+RDAF1xDJGC0XgiAnvI/ECDkEIcIHhwednJ2/sMf/nDp0qWmpqb9/f2VlZXBwcHW1tbx8XGpVMqyLMawpQprHQGEEGFZbmtr+/37vnfv2icnp1UqzcGBsrq6+vTp07D+Nz8/z/AudIIZiTtqyevHLB2CB/hMprjwK0MAQmhvb8/LyysmJqahoSEsLAxu1Hn16pW1tXV+fn5VVZW9vT3kzEVGRn777bcPHz5saWmhQdCpqSl/f/+IiAhI3Q8ODj44OJiYmHjw4EFISIhIJLKysrpy5crU1FRqauqpU6eio6OTkpIePHhgZ2eXlZUdGhpx587dtbWNlpbWBw+sFxaWCgpE//3/tfelX00lW9/3r3nW+/Hed617rz62A87a3bSICoqiIIM4IVMAcWYQpVFR0aZVRK/zBGg7AAJhMGEmJAECiMwzBAgJhORU1fNhc8rinCQcI23b9t3rLNbhpMZdu35VtWvXrqUuMlnU5ctXAgL2JCUlT06aL1++kpSUPDZmuHDh4qFDob/88mtERNTFi5dVKnVAwJ4ff/zp6dPMyspqd/fN3t67Dh8+UlFRnZSUHBwckpJyKSws4uzZnycmjF1dXWFhYXBaITw8fMOGDSqVqru7Ozw8PCYm5syZM35+fuBTD8imDltMnwwBCMzyCOYwsnKcFXHwF+YF9EZAK+KmrRbot1bMIf7iwBlEIBh0KVYOw8HiaQuanJrmQQFxiFg5bOE4SI32EytvZjyTMvrY4R1DAKgDPT23waYg9JzZ6sCPgutA/hwjgpRZgBgCwIWfeXoaEYwI0TXpTp48+d13361fvx4cpZjN5ubm5tLS0nfv3lVXVzc0NPT19Y2MjI6NGUZHx7u7e7XahvLySqWyvKKiqqOjixDS3t6RkHB64cKF//znP1NSUgYHBwUNajKZDAYDlRJ7bS3oxuI6ImYr8ctDACGkt7d37969p06dampqam5urqio6O7ujouLO3nyZFtbW3d3d1pa2qFDh4aGhuLj4w8cONDW1ob47R6InpmZqdVqh4eHU1NT/f39R0ZGLly4EBoaCoZA2dnZ4Nr4ypUrXl5e7e3tJpMpNDT08OHDFoulufn9jh07i4tLy8oq/P0D+/oG0tMzPD231dVpMCZ3797ft+9AX9/AmTNJp0+f6ejo8vTYdu3ajeFhfUmJ4u6d+0ODI1eupIWFRUxNTldV1bi5uaemXh0bG+/q6rn2643m5vdG4+T9+w+3b/fu7e198uTJrl272tvb4b5JuCO3trb2l19+6erq0uv1iYmJhw8fnpiY4KeKNvSp8wABGGMOIwtnhdaDro54HQGM9jAvABGAWS59AYm3cFYLhziEIeK0hbMizGHMoZnHYkWwdWZFnNk6bUUI8WrFGWUEZ7UiDrbzpcwCdLrmbdu2e3pua2jQOT0LmJObc6InQrYXAsBMDiOOYELI0NBQRkbGypUrXVxcjh8/Dht4ZrO5r69Pq9XC9QE1NXVqtVarbVCr66ura9Vq7fCwHpYD5eWVu3f7/8///L/ly13u3r1L7f+oxgjmz3SXSwoEYGYpRF1r0ZB/FARwHDc1NZWfnx8ZGRkYGBgVFfX69Wu4TmP79u0JCQnHjx8PDQ1NTEzs6OhISEg4e/Ys4XWBIB7d3d0PHjyIjY2Nj4/39fX19/fv6uo6ffr0xYsXgV0qlWrXrl0qlQpuFuY4zmAwHDlyBK4A/PCh4+CB0Pz8oqKid/v2HvzQ2nnt1/Tgg2HGiSmCyetXufv2Bnd39V9MST2TmGwymq9euRa050BISMTly79UV6mmJq03b/4nLDRyatJaXVXnvcO3TlVPCLFMc4UFJSkXUo8fO7V/3yHvHT61taqUlAvx8fHARtAFVFVVjY6OZmZmwvlILy+v6OhomNxZmcP4jkkIATYnsUIImJkIEIQRODucmfnTDRiMMUwUQefBG+BxzBiOCeEQ5vhRkdBRERMOYYQwAAQsIvh0CJvCzAvGGH0UKcHkh5tBB6LTNW3d6uXpua2hYcY0iK0fxjYc5jlNYr5R1mEsMkokHxnC13Fmp/fVq1fbtm37+9//vmPHjjdv3lAVl9lsnpoyGwwT4+MGvX7UZJo0m8HhFxkcHMrMzHJ1/ekf//j/Pj6+L168AP0T9TKOmY4t6Id2Czy7+6HZg7AYAmhIm2wRhOE1NU2urq6sXQDHwLq9YgD19vbK5fL29natVnv16tUdO3YUFRVFRkZmZGT09fUNDAxUVlZmZ2eDR8yzZ8+CKzGMMRyhefjw4f79+0tKSjo6Ou7evevv7z88PJycnBwdHQ1lKyws3L17d3V1NagbJicnDQZDdHT0zZs3CSGdnZ1Be/bJ5cXl5VX79h3o7OxJT78VHR2DEDGbLW/e5IWEhHV2dKelXTt9+mxXV4+qVl1eXvnsWVZISNjBg4c6OrrS0zNkEVFGo6myssbfPxCGqIKCooMHD126lKpQlN269Z9dO31bWlrOnz8fGxsLYkBvMXz06NHBgwdv376dn59/8uTJY8eOwelbUB7N2f9tQwAn7UTRV0WYHxxYb82YGX8aGxu3bt26detW6krFnngJRFaQi+MA80W0dykUioMHDy5ZsmT9+vXp6emtra0crzdmC4AxNplMlZWVR47EfPfdd8uXL09JSWltbWUdXSLG++1nVkEKryQSCLROp9uwYQM1EMa8f17MAJY4LtSotbX14MGDN27caGxsfPDgwd69e3U6XUZGxr59+5RKZV1d3cmTJy9fvmwymX7++ee4uDh2O5DjuF9++QUMpRobGyMiIjw8PN6/f5+fn+/n5/fq1SuNRnP06FFXV9fGxsYrV64cO3YMYzwxMREeHp6RkUEIaW9v9/f3f/v2rVKp9PPz6+zsvH79ekSEbHJyihD85MmTvXv3DgwMJCQkJCX93NDQIJPJiouLx8fHnzx5snPnzqampps3bwYfOtTX16dSqby9veFsaFpamp+fX3t7+9TUVGpqqvumTU1NTc+fP9+/f79CoYDbJTdv3qxQKOLj40+ePDk1NdXb2xseHh4dHQ27CVhk7yyx7ea2DvzaCDPDC8c47fyzQwAdIbu7u+/cuePp6bl48eLAwMDc3FxwdEl3v6enp1tbW9PS0tzd3UGP+OrVK7oxTlvT5rjqXPHmEQKgjjqdzs3Nzdvbm0IA4i1z55ynWCwW8PkRHh5+8uTJly9fWq1WvV5/+fJlmUwWFhZ29uzZhoYGhFBWVtbjx48Rb0oEQ0VjY2N8fPzBgwePHDmSlpYGt+6aTKZ79+4FBARERERER0fHx8frdLqXL1/evn2b47jx8fG0tDTw/tjd3X36dAKsyc+ePfvhw4fnz59fvnwZjiTl5eWdOXOmv7//zp076enpfX19oGWIj4+PiYm5du2awWAoKSkJDAx88uRJaWnp8ePH4awkeASAi4mPHTvm7+9/69at3t5euKc8ISEhLCwsNDRUq9U+ffo0MDAwMTERzjLu3LkTDgg6WN/NDQFON+cfQmwd6BKAfvkzQgDmvSRSM2+MMVwmv3DhwtWrVyckJGi1WhjhR0ZGwMP6ggUL1qxZk5qa2tDQwPFHSvmbKj564/2dyuw00dbZuHGjj48PCwGCZYuD6IQQOOQ/MjKCeDsZq9Xa2dnZ1tZG3THp9Xrwt0/BBSYaPT09NTU1fX19FosF1g7At46ODq1WOzY2NjExMTY2Njw8TK9pHRgYgAs/EUKdnZ0TExMmk6m3txfclsKhb0LI+Ph4b2+vyWTS6/W9vb0Wi8VoNFZWVsrl8pKSkomJCYTQxMREXV1dQ0ODXq/v6emZmJiAlm1paZHL5aWlpYODgzqdDtwZDQ0NFRYWvnr1qra2VqfTwZkRpVKZlZVVUVExMDCgVCqbmpqAaYI7DiTSpzkO+xpI0Bvt/fsnggAye+gGq0+McUtLy61btzZv3rxw4cLt27ffvXu3oKAgISFh3bp1CxYsCA0Nzc/Pp9cKWK1W2CLGzHbd71dgpwnxzr82bNjg6+sLZtFQVCkQQIRGU5jCB/3IXiIIxK4y2Oyo3Z7A5IkNxo6u7IYoWwbC2xchXq1DTRIFk3OAJzJ7pQaaWra0tCLiunOMQRFrE+k04n9rEEDpzwUBeLb/NSp209PTZWVlMTExy5cvX7p06ffff79kyRIPD4/79+/TW0AIPWgyPQ0iwip+fr8yfyrR7koIqaurc3V1dQ4CKH+oCTDsdMAkiGPODrD2vxxvP4cZ62A2APRDakFEeN7SRhFo1Oj6gjYBmw6abYtJe7vAkIRWAfGGj1AFAHRaZuoQnU5kMLMRQ7nB/X7+Av5AktJRbeoCdDod65dGSsqfRNKLJ6WOAvyGpOiA09XV9ezZs4MHD/r5+YGTfMEwTxQXDwAAIABJREFUSOGDyij91bnyOM2QOVMGMVWr1e7u7v7+/oKTglL2pwgh1IEv4o1zMa9NQLypPB2WoS/RTUFqTgvWwdC7oNPSRGBuBYhAB3a2bBx/jwjdhIO8oDD0RBadjNAmph2VbSOKNWT2pAOSFVSf1e+wKTgtft8aBEBLE941FfilkZjynCQeXZ3rCRKJnZ2azeaOjg6dTjfx0TubJHIiXyc4IzEjzHcejUazZcuWgICADx8+sNWRCAEwMNLRno6HiD8vwBYJ82dpBZMCChBW5jJCmhQ7lWhtbQWfQgLzBDpoE+akEJ38w+1DFB0Qs2nltJxgCbOkT6X/QsAn0BeGAMTY27DfYappZdz+OCAn8nWCMxIzwgwEbN68OSAgANSBnwQBQHSo52xZLkGfp0dxITV67A96KbgbIfyATAEX+i2t1Ojo6I0bNwoKCmgAxO/dYIyNRiNdgFBfI4ODg69evaIeojnGmPIzN+Dx7wEBUtpyXiTAaaGZk6RAgJR0pGTkBARICWMzFuF1RdTOh/DLfqdnAc5Xfp6IXQj4+flJhAD4FX4C7Ovv79doNLCRznEcqNlGRkbq6+tbWlrokh465/T09ODgoMlkam9vb2lpAc08zPZNJlNfXx+o9DHvLEiv13d1dQ0NDQHUajSazs5OwIvx8fHW1tbR0VF2oQ6HgsGzOEII7jIpKirCvGnmwMDAwMAAVUnir2oWgEQkDiQOIyCbBRK0vc1YApozEZvpSIEAKbnPSc5BgBMVx4x2APNCI2ggzr4tnZQqOG7N3yNlCAatU1dXt3Hjxt27d0uBAEEWGGOlUnnmzJmQkJD9+/enpaVBB9ZqtceOHQsODg4ODr5z587IyAjGGPq5Xq9PS0v7+eefExMTo6OjExISmpubp6en1Wp1bGxsSEhIcHBweno6nKEoKyuLj48/fPjwkSNHCgoKhoaG7t27B26XNRrN+fPn4afc3FyLxdLS0pKamnrx4sWoqCiZTJafnw/3iKxduzYuLq6lpWV4ePjXX389derUmTNn6AUE4raz30NtCAb6LwQ4SOrbgAAaEc/uCXT+6Vz58VcDASqVys3N7ZMgAPHLeLPZnJqampqa2tbWlp+f7+PjA3vpERER58+fb2xszMvL27NnT3Z2NrUX0Ov1hw4d2rVrV2FhYXV1tUwmu3LlyvDwcEpKyqVLl1paWt68eRMQEFBRUdHf3x8eHn7u3LmKiorr169HRkZWVVWFhYVlZ2cPDg4ePnw4MTGxpKTk+vXrhw4dqq+vr6qqWrVqlUwme/fu3aVLl/bv36/RaO7fv79hw4br16/39vZev349NDQ0MzPz1q1bMTExcrlcugDY7A5i/nwmSbpTkG1je+09p0xIz4hteDHR5TFmxEKQFyFEp9N5enp6eXmJFwI0Fma20OlHAaNtVkEgnTbrziaLGAM1cRbiZmZToB/pXzJ745qmRhOnKjE2i5l/MUYEIYzABRPCCM2cAQFNNBxhsi2jtGCCNNldLraB4AtVxdN/Cb8pCAsBzNxSw+6Z2eQqQshsNtfX18vl8sLCwmvXrm3fvr2goEChUAQGBtbXz9wZcfbs2fj4eHD+xXEcXPiRnJwMk/ns7OzQ0ND29va6ujqFQlFbW3vt2rVt27YVFhbm5+cHBweD5zXwL67RaMLDw3/77bfCwsLt27fDKcPq6mpfX9979+5VVlZ6e3vD5WU6nW7Pnj0VFRVarTYoKEilUnV1dQUEBFy5cqWjo6OioiI8PDwlJQXOIwrkyqZE2ZQxAf/F4R0Ip81fpV4riueCgDlJSkYsO7Cdsc4eBLCiQ3hP9du2bROrAxEDAWyy7DF4dpuNlW8BK+3VgmN2+J2DAIHeSBzMJgRYGdcaVqvVZDJRZyGgRLRYrRbOOm21wAN+H8TJIg4JiOM981l5V5wC8xt7xYPo7CY8IaSuru7777+HU3qEcSIuOPEhkAF4NxgMGRkZ0dHRcXFxp0+f3rp168uXL+VyeUhISGdnJ2R3/fr1I0eOwGU+AAHBwcFw1A9jLJfLAwMDNRoNYEFkZGRUVNTmzZtLSkoePXq0f//+/v5+qvnr6ekJDg7Ozs7Ozc3duHFjZGRkbGzs0aNHw8PDX79+DUmB25L6+vrAwMDKykqNRrN79+66urq6ujovLy+ZTBYXF3f27NmIiIiMjAxqvCiQWLYpxR1B0PUEUmRPkJCtJaQg2W8WAhoaGjZt2uTp6WkTAsQpI8avHrYDATQWy0ebtfjyEAAJNjc3FxYWlpSUFBQUvHv3TqlUKpXKsrKy8vLysrIypVKpUCrfKRXvlIpSxbt3SoWiTKksL6P/KsvLSpXvysvLK2ZTJUP0C7xAypB4eXl5VVVVVVWVWq2GSTXbppQJhBCVSvX9998HBASAp2MKW3NCACGksbFx+/btz58/J4TU1tZ6e3uXlpbqdDqY50Nqx48fT05OBuM5uhBITEwEdqWnp0dFReXm5vr4+GRlZSGEamtrfX19S0pK3r596+vrCy76urq6Hj9+XFVVBSv/nJwcHx+fysrKwcHB9vb2rKwsjUZTXFwcEBCg0+kwxlqtFhz71NfX+/v7a7XahoYGb2/ve/fu9fT0dHZ25uXlFRYWgj3CF4AA+v0vBwEQXavVbty4cevWrQ4ggG0GxMzY2TKj2bMAti5fIQQoFIoXL15oNBoYgrRarVqt1mg0Wq0WPGFptFptQ72mXqvWajT1Wm1DvVqrqa1T1ahqVeq6Oo26tk5Vp1ZrZpNKparlqaampqamprq6uoan6urqqqoqAIjy8nJAkOfPnysUCsRbzrG1BghYv369v78/3DHJnnIXV4plLCGkpaUlKCjo6tWreXl5SUlJP/zww8WLF/V6fVJSkkwme/r0aWpq6p49e0pLSwlvY2swGPbu3evp6fns2bPnz58HBQU9efKkvr7e29v7wYMHZWVliYmJy5cvv3//fmtrq0wmO3XqVH5+/pkzZ2Qy2fv37w8dOvT48eO+vr6wsLDExMSampoXL17ArcQlJSU7d+6EhUNjY6O/v39lZWVra6uXl9fdu3eHhoZOnDhx6tQprVZbUlJy5MiR7Oxs6h52fiFALBJItEz+q0AApKDRaDZu3Lht2zZAdHsQQCeo4krRLzahwXEt/pCFAEIITsuKQwojko8OCz6JsB15ooWh9dVoNHK5HH5i0RnxELBu3To/Pz8wc7Z5voUVCVbqpqamCgoKTp06deLEid9+++3x48cpKSkjIyODg4O//vprRETEiRMnioqKwLAPdlLHxsYiIiKOHj167ty5mJiYjIyM8fHx6enpZ8+eRUZGHjt2LCsr69q1axcvXhweHtZoNKdOnTp+/PiJEydqa2uNRuPNmzcrKioIIdXV1SdOnAAPQg8ePOA4TqvVnjt3rr29HWPc1dV16dKlxsbGycnJpKQkuES3oaEhMTFRJpNFRERcvny5ra2Nm01oviGA7Sl/aQiAneft27fDFX0s0fLAzBOsSvDsDi/+Is7FQS3+EAjAGCsUCrVajWc3P1swhDEiZEbtRzAmBIFLODTjss3WHQtCNRKabQBvZe6xoIG1Wi24u6W+7lk7nNra2nXr1vn7+8NCwCq6IEzQUixjYbFgNBqNRiN8NJvNYAhgNpuHh4fhSB/mzYcwxnq9PjIy8v79+2NjY11dXbA/D2XW6/XDw8MmkwlO9YEwGI1GuKqQ47jp6emxsTG4bgAh1NPT09TU1NPTA5bF9HQWx3HgsxS8ho+NjXV3d8Oyf3BwEO4sN5lMaLbB8rxDAMsuqRAg5rtNUft8mq+MBN0PMTbYLOPq6+tZXYDN8rDdm9gfdigJmg3baTk2ERYBxY3tgC0SOcZmTQgpKSnRaDSY9yRJ6/XRshUh6gDWynFmyzTcTvrRyxvGYC6Lma5Oz65wvDt9jDHo2+ktPVYmCiGktra2uLiY8N0b81oACgFr1qzZtWsXLAQco6qgCWjbQfWpALBlY21yEUIjIyPHjh0Dn6KUIazA0GaFF5osxxy8oRyg/1Ln5ZS9ePatRIKjOzQFsSgKGlQisYHZuKy4IjtEAcJJCJASZs4oTiTigBECCGhsbNy0aZOHhwe9qNdeLPZfx8SKqbjkLAQIYokhYx4JMxCgVCq1Wi3mRZzeqwXOsywWC4cQR2bKgeGmZowpKFBX8YifttAejviLdwghk5OT4+Pj0N/Yo7t09wEhpFarAQIoY+mIRHgI8PHxAQiwxzoHxLaXAGcRY8ALf+HSYZiuU14JUiOijTrHRRKjvKAMgndBGCnNKoUJNmPNCQHsSPaNQ4Cnp+fnQIC4eI4L/IdDQHl5uVqtRvyqGyHU3t7e2NgIB+M4KzcwOFhRVVlRVVlWUV6nVU+ZzZgQmAhg3msz5odli8VC7+0BIDCbzXK5/OrVq+fPn79161ZNTQ38VF1drVar2SFRpVKBNxvMdH46xtbV1a1fv57qAhxDgGOeY1vdTNBe7Pk8ig5zZvTHkj1uOC6wgCdzQgCReEzok/KWXlznqm0zZSyCgPr6eri40sFCAH86BODZAieleF8GAiB9pVIJN2HBAN7X15ecnAwuNBFCJqPp4qWLvv5+sqjIkLDQ5PPnevp6CfhrxQjN1g9amcuqQV0Hrqy9vb1jY2NTU1PBrrampsZqtd66dSszMxPCQzXhdnMyGwIQv0yoq6v74Ycf/P395wUCbEZBs60/WBUP4fcgHGf0x5LEajqI64CrLCu+WQiAHQEvL6/W1lZ7VcCfuBAAEuAomr06sBeeBph3wswsoKKiorGxkRDCcVxBQUFkZOSaNWvi4uJAXzWq15+Kjb1247quuel9a2tTS7NxcpJDaNpq4TCaNE919XT3DQ40NTfX1NSMjo6Oj4+DrRtozuRy+ebNmx8+fAjH9fv6+mJjY2Uy2ejoaFNT04cPHzjGOY9KpQK7ejz7iDudBfzwww8BAQFSIGBOsskWVgvLhqHFkJKO07l/Pn1m1hIrRb5hCKirq3Nzc2N91NqLxf4rIMH0CYskSfyTvUSkM+FTiS1GRUUFeJLjOE6n0z19+vTAgQOnT5+GyXlnR0dUdFTW82xtQ31ffz+9o2HKbCaEtHd2nIqLDQ45dOTo0b1Be2NjY69evRoZGbl3797c3Fyj0RgXFxcSEgK+TKEnt7a25uXldXd3X7lyJTMzk24NAAQolUoyGwIIsykofRYgbgVxU9pkC7ywFl/I1uaZA0IispnRp5LEZv3MdBwzh/46bxDgXB2cSFZi8dRq9U8//bRz5044tm2vD7MkJcy8VGoeK05foORlZWXNzc2YkfWkpKSkpCS4srampmbHjh1BQUHR0dERsoisrKypyUlCCOjPe3p7vby8AgMDGxoaMp9lrl+//sqVK+/fv4+Pj4+Kimpvbw8ICLh27RrmD8BCmoSQsbGxyMjI9PR0QgjHcbBbplKpKioqBIxF/FK8vLx83bp1+/fvB/+cDnomYdBWOj9ZYlFD/M4ykCrJ8WwZEAvGnK3puMCfWgV75Fw6gijfOAT4+Pj8RSAAqKysDCzVEO+mKjk5OTk5GbprQ0NDamrq69evGxsb02/c8PPzKysro4H7+/v9/f3v3LlDCKmpqdmzZw/8+vTp05iYGI1Gc+DAgevXr9OhHqxrpqamxsfHjx49eufOHcpGQkh1dXVlZaWAsVQdqFAo1q5dGxwcPDQ0RH5nCLAX678QAPTl7AKcKJxEspmOSqVydXX18fGh3un+ChCgVCpBF4D4vcDz58+fOXMG3I2NjY0NDAyAQm5wcDAwMDAzM5NuXHd0dERERLx48YIQolAogoKCIKknT55ERUV1dHTExsbC7TrU8Z5CoQAv5idPnrx9+zZ7cKiurq6qqkrAWKqFfvfu3Zo1a742CLC5ZMPzAQFzFkZKFaRUyolY3ywE1NbWgo9adjcYf9MQgBBSKBTgMZnOAk6fPn3+/HmMMSgI7969C5deNDU17dmzJycnh7rc6uzshFOxhJDKyko4+k4IefToUURExNDQ0P3793fv3l1ZWQmZgsldbGxsW1vbsWPH7ty5gxh3xrW1tTZnARCmuLh4zZo1cPkn+SIQIF7V24QAcYvgbx4CnEvXJkPF/P38Kkkhm+lUV1fDifT29nZxkzuolOMw81Kpeaw4myBCqLS0FM7MQ6eamppKTk6+dOkSmPSUlpYGBQWlpaVlZWUdPXr06NGjYJkDZ2k+fPiwf/9+gICysrJ9+/YBmty5cwcgYGBgICYmZt++fQ8fPszJyYmNjQ0ICKitrR0dHYVjsKAFwBhzHAenhgSMpRBQVFS0evXqkJCQLwYBnIjEEGAv98+EACzqL+KkpFTBZkZOpCOI8i1DwI8//ghuqgV7wo4r5TjMvFRqHivOJogQKikpqa+vx7z8mc3mioqKqqoq6ORWq7W0tDQlJSUxMfHWrVs6nY7jnV4SQsbGxnJycsCSqre3Nzs7e2hoiOO42travLy8kZERQkhbW9uDBw+OHDkSFRWVnJwMeY2Ojr58+bK8vJya6BJCbEIAXSkUFhZ+YQgQ038hAOhv1GyD9XlOf0a2DIy42d6UbdohcrYO20AJON6e3CbL2Hwp+1jYtlclGhhqUVNTA/fVfODdVNPobMEE6ICYW3TFGc0FerZJkOkntZMgX2xfZOGjXC6HoRszBjmCNCcmJvR6PcwLsMhuh64L2PZl7ylDCI2MjAwNDdFz79SZL2b8/5SVlYHtIJpt2A/mQwUFBWvWrAkPDwcIYBuOVpktsz0SNA1tOMe8spey9HZho4iblcw+DkD5zH6xmY6glQU/SSywvWQFAklpFgRwsw97ETsQIPj4TUKAzezEfJBCgkyli5o4X+wQAgghcrkcdHiY6Y2OScwTNNtzKWJ6I1sk2kwc49GQbsKXl5d/EgSw6WBpECBumq8BAmhJBFJEv9jLWtzKgp8kFthesgKBpPQ3yjLY7BWkguxAAA3GVpslKRAgKBBdKJI/CAIE7SfOTlzNOfmLGYBDnwIBYkISIKCoqAg2BQkzuxYT21XEZRZImEBC2KEMzR45EH9tBiGkoqLCJgTAlAEWAmFhYWBohJlzfoLa2auCuHhoNgSIRUsKhwX5isOIy4BsQcCcQmKzOjZ/tddM9qogLptj+htm2ubLQwDbZl8DBLA5irOT2Lri4uEvBQHFxcUAAdjhLIDW2mY1bQofQmjG+6DFYhMCEH+9H/w6JwSsWrUqNDQUVAxY5LsRzQUBbItgWxAgkB+JHEZ/HATYqzj+RAhATCeSEutvNDRdB2IJEDAvCwHELLw53sksmy+t1ZeBAFp3mqNN/jrRuvjTIYAtMOUJngsC6CwA8w4zbBJbEgdlxrNFiuM4jvvonhT8DNMAiFf4QWCbCwGMMcfNQMDKlStDQkJYCKCKSewQAgQsEogi4rceWJizeShI3HZsowvyEvBZ0LJ4NgQIkIiVXpYbDuQEiQZze8ImILabCNIRMxDIGQjg5kkdiL4mCECiwepPBwEY47dv31ZXVxuNxrGxsbGxsYmJCaPRODExQV+MRqPBMDE+Pm4wGODdYDAYDDMBTDxNTk7CC/vNaDQZjSaj0ThhNBoMBpPJZJ42T5nNU1NTZrPZZDJNTU1NTk3CbZylpaVVVdV4ttBjfm5CIUCv17MQgBgHMGzd7UGAQPa+BgigidB6ib8gO2s0tlSCtrYnbAJyBgLEqYhJiuizbWCzcM5l5FwsQkhFRYWrqyu9u5YuYufkL57dDM7xwXEV7LW9FKQDEsMupPDu3btnz54VFxf/9ttvBQUF+fn54G9fLpcXFRUVFxfLi4oLCovgKZQXFcqL3+YX5r3Nz3tbQJ+c3Le5efn5BfJCeXGhvFheVFJUXCp45EVFhUXyAnlhgbywsEguLy4qkBfmvs0rkBeWKt7l5b99lpmpVmutVo4QYrVCxyYchywWgIAiF5cVwcEh4OSLAhxy6JXcXreUwnnn2k5McxbPOZIiJFJES0oVBFG+WQiorq7esGFDQEAA3GBP9fy0jxHRlJLmaC936XxwXAWbEoAkOCZkpUE888IYT05Ojo6ODg4OdnV1DQwMdHZ2dnd3d3d39/T09Pb29vb2dvf0dnb1dnXPPJ1dPT29/X39g719A/D09Q92dvW0d3R1dvVAgI7Ono7OLsHT1tHe2vaBPm0d7R2dne8/tL7/0Ao/vW9tHR+fwJgghDkO9skwx2EWAg4d+r0gQNzWzrWdmD69d0siKUIiRbSkVEEQxYaBsD35m5PYPD4nnc8nQkhtba2bm5u/vz8cE2KHTXux2JI7Dvn5xXPQwNgO9xAzebFZPOobx4EWwAmaY2teFJh1PWIFt6TgqJR8hIP8/EIXlxVhYeECCLDHnDkytcUrKS0+X233+SQlo3msBUvzBgFEpFuaz2J+emEAAujdteyY6TgiLfwXhgA8e/EmjiXgrb3igegT5ooejiWEOIQdPxYrsszcK0bg4ZDwQQSD62Ho4IhgC7JCT//4ERFYAnMc5riZtQDULz+/0MVlZXi4bHz8d4SA3wPHnSiec1WQEmZeSBIEfFJNPqfEzlXbZknq6urc3d3ZiysFQsYOufbq4jQfnEuH/VUcS6BJFqeDeQ0rEll50kQQnqP/cwhbOQEEfMSCj6CAEYc58DsMI70VcxQOOIKsiIMBn4eAWVXPy8tfvnylTBZpMIwTXknmNIcdc/JPQc4J27zE+mYhQK1Wb9q0CY4JEX4hQMNjWwv+eeSDzXTEA52Df8W5O9AkC6LTkII5BZqZAhAOkdkjPEaYfQgmBGFi5QAOOEBK9oGQtM/DR3ofAYeRhbPCKoDjEF0FsBDg4rJCJouEOzZtMucvRc4J27zEms+FwKeSlEQEH6VnpFKpfvrpJ19fX3YhQFPAzFYlu3skAAVka6PIXsltVgSLNo0EIR33apbEIQVlsLkAZkMihKwcsnIYHn7Mx4AItHvD+I8JQAC2uRBgx/+PM3/GH7mFs1ItAMz/YVIAewSFhUUrV66WySL1ej1bcsdaDKcl7U9EmNFDfZkc/wQQIOhREhNXq9UbN24MDAzs7u52omwsfdsDFMwF8Owv/FBPOGRbHQhXElHUoIR5jSCHbUMbbBACBERFRcMsgOM4uPJA4jTnG6Y/MQQ4AQpSogh4IX3MhAvFPD09CwoKGhoa1MxVmWqe4L7NxsbG5ubmlpaW9+/fNzc3NzU1wfVPjY2NOp2usbGxvr6+vr6+oaFBq9XCdbE6nQ7CA7W2tn7gSfDe2toKyba0tHR0dHR3d7e3t3d0dMDf7u7uvr6+/v7+/v7+AZ4GBwcHBwfhO/2VhhkcHISj+0BDQ0PDw8MjIyN6vX50dBReRngaHh4eGhpiwowMD48MDA4Pj+j1o2OjY4Zxg9EwYTJMmCaMkxPGSaNp0miahPcJ4+TYuFE/Oj46Zhg3TIwbjOOGibFxw9i4YXTMMD5hGJ8wTJiMxknTpHlqato8aZ6CF7Nl2sJZLVbrJP+/2WyZnDTDvybTFMb4zZvclStXy2RRAAGEV17OKS1fsm/8IfQnhgAkojnzlggB7IJWOgTU19d7eHj84x//8PDw8PDw2LRp0+bNm7ds2bJ58+ZNmzZt2rRpy5Yt7u7ubm5uP/30k6urq6ur6wae3Nzc3NzcNm7cuImnLVu2eHp6enh4bGEIktq4cSOk4ObmBl/c3d3ZYNu2bfPy8tqxY8fu3bv9/Px8fHwCAgJ2797t4+Pj6+vr6+u7a9cuHx8f+BfCAAUEBAQGBgYFBe3du3ffvn3wFwg+7t+/n/4bFBQUGBgYEBCwZ88e+OnAgQPBwcGHDh0KCQkJCQkJBQoLDw2LCAuXhYXLwsIjwyMiwyOiImQzjywyOjLqcFR0zOGYo0eOHo85cizmyLGjx06cPBV3Kjb+5Km4Eydjj5+IPX7iVPzphITE03EJ8bHxcfSBj2eSziad+zn53Llz5y6cP59y4cLFCxcunj+fAu/nzl24du1GaGj4woWLoqKiR0aGWWGw17701/nVGn6F9E1BwJzdWzoECCRgzliEkIGBgV9++WXfvn0BAQHe3t6+DO3cuXPXrl27du3y9vbetm0b7duAER4eHlu3boV+CwTv27dv37Fjx44dO7y8vLZu3erh4WETAgBxPD09IUF3d3d3d3dIedOmTRs2bHB1dXV3d//xxx/XrVu3bt26NWvWLF++fMWKFStXrly1atXq1avXrl27du3adSJiP65du3bVqlXLly93cXFZunTp4sWLFy1atGjRoiVLlixdunTZsmWQ4MqVK1esWAHvK1asWLFi+YqVq1asWrN8xaplLiuWLHVZvGTZou+WLFi4CJ6F//vdd4uXLvpuyZKlLstcVixdtnyZy4oVK1evWLl6+YpVLstXLnNZsXTZiiVLXRYvXbp46ZJFi79bsOh//71wwb8W/PtfC/79r4UL/rUQXv7974ULFi9eumTJsiVLXJYscVm8eNnixUsXL166aNHiZcuWL1y4aNGixYmJZycmDLTnYztHm1gB+y8EzDsJrAMJhk0gNPOIOzl9n9XzGQjg+Ge2khnWjXjWY6M3Cz8IbJ6lQADmd5hGRkY6Ozs7Ojra2tro/Bxm5i0tLa08tbW1dXR0wOS8ra3tw4cPEAAIlgZAOp0Olgb0pampCcLQpQSsC1paWpqammDtoFarYR2hVqtrampqamrAtWZlZWV1dXV1dTU49oGfamtrVSqVSqWqrKwsLy8vKytTKpXvRFRSUlJSUgLvCoVCoVAolUoIWVpaWlJSUlxcLJfLCwoK8njKycnJycnJzc3LzcvPyX2bk5v3Jif3TU7um5y8129yX73Oef065/WbnNzct6/f5Lx+k/Pqdc5vv716/uLli99eZmU/f5aZ9fRZ5pOnmY+fPHv8+OnDRw8fPnr48PGjR08eP3n65PGTJw8ePrj/4MHde3dv3/nPrdu3M27dunEjPT39Znp6Rnp6xo0+rpJXAAABBUlEQVQbN69fT79xI/3GjZu//nrt6tW027f/U1VVDfo/jjluLJZRtvVtQoBNSXAwPNgjm6LlQNKcI8cJ4i8PAdMWbtrCgTUIrygmVGk8oxkSaZup2cnMtZMIIUw4TNi4QjUyxlR7zJqUzHpEkwnBcR3x5MIBfSZrvlgbfP3E83OW+s9ml2Nbir+S1Mpx9Bp3i9hAW0ruhPfDY1MA2IknjSL+MifZnMmyki9RzByEoQnO2c+lFHhO1klJed4ggOO3jr4eCGBJPJsQt/fHiQwjs4LcxSEFZLVDjgOwqQnC2yOJrPhUyXAsl5TYpiGzr7Wn+eLZom8zWSRNZ0T+CwHSspZCgkT+D3SqBYGZNGy5AAAAAElFTkSuQmCC&quot; /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;RADIOIODOS &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;O iodo radioativo I-131 foi o primeiro radiofármaco de importância
clínica utilizado em Medicina Nuclear. Foi usado exclusivamente para estudos da
glândula tireóide desde os anos 40. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Posteriormente
foi usado como marcadores foi usado como marcador de uma grande variedade de
fármacos, incluindo a soroalbumina humana, o macroagregado de albumina, agentes
renais, marcadores adrenais (metaiodobenzilguanidina ou derivadoss do
colesterol) e vários anticórpos. As desvantagens do I-131 incluem o fóton de
energia relativamente alta (364 keV), a meia-vida longa de 8 dias e a emissão
de partículas beta (610 keV); Entretanto, continua sendo muito importante no
tratamento do hipertireoidismo e do câncer diferenciado da tireóide, além de
ter aplicações diagnósticas selecionadas: marcação de anticorpos e marcação de
agentes para a glândula adrenal. O controle de qualidade dos radiofármacos
marcadas com iodo é importante para reduzir a irradiação indesejada na
tireóide; Nas explorações diagnósticas com agentes marcadores com I-131,
excluindo as de tireóide, é comum fazer bloqueio da glândula tireóide com
solução de Lugol para prevenir acúmulo de qualquer íon iodo presente como
impureza química ou metabólito. Sendo que possível, na prática contemporânea
faz-se a substituição do I-131 pelo I-123. este possui meia-vida menor e um
fóton principal com energia de 159 keV que se presta muito bem para a imagem em
gama-câmara. O I-123 decai por captura eletrônica e possui dosimetria favorável
quando comparada à do I-131; Possui duas limitações:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Seu alto custo relativo;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Sua disponibilidade limitada devido à meia vida de
13 horas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;ÍNDIO-111 &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; line-height: 115%; mso-bidi-font-weight: bold;&quot;&gt;Marcador bastante
versátil; A energia dos seus principais fótons, 172keV e 245keV, são mais
favoráveis que a do I-131. Meia-vida de 2,8 dias permite imagens sequenciais de
alguns dias, o que ocorre comumente na avaliação de doenças inflamatória
(leucócitos marcados com In-111) e imagens com anticórpos. O
In-111-pentetreotídeo é um novo peptídeo que se liga aos receptores de
somatostatina encontrados numa série de tumores de oriegem neuroendócrinas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;GÁLIO - 67&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;A descoberta de que o citrato de Ga-67 se localiza em tumores e em
condições inflamatórios foi acidental. O gálio não tem propriedades muito
adequadas para imagem clínica, entre elas, seu fóton mais abundante tem a
energia mais baixa. Até o surgimento das câmaras com a capacidade de obter
imagens com múltiplos picos, simultaneamente, não havia aplicação ideal para o
Ga-67. Energias - 93, 185, 300 e 395 keV. Outras desvantagens incluem o
clareamento lento dos tecidos adjacentes, o que cria a necessidade de imagens tardias,
de 24, 48 e 72 horas ou mais em alguns estudos. A excreção precoce pelos rins e
a eliminação tardia pelo intestino grosso tornam a imagem do abdome difícil.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;TÁLIO&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Tornou-se disponível em meados dos anos 70, como agente para
cintilografia miocárdica. Usado para imagem de perfusão miocárdica.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;GASES INERTES
RADIOATIVOS &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Os gases inertes radioativos, xenônio e criptônio, são usados para imagem
pulmonar da ventilação.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;RADIOFÁRMACOS –
PREPARO E ADMINISTRAÇÃO&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Cada dose ser fisicamente inspecionada antes da administração para
pesquisa ou outros materiais estranhos, tais como fragmentos de borrachas das
tampas nos frascos de multidoses;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Variação de ± 10% da dose prescrita.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Radiofármacos
– preparo e administração&lt;/span&gt;&lt;/div&gt;
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&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://novaradiologia.blogspot.com/feeds/795776885209844115/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://novaradiologia.blogspot.com/2012/05/medicina-nuclear-em-foco-parte-iii.html#comment-form' title='4 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1864912945686397062/posts/default/795776885209844115'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1864912945686397062/posts/default/795776885209844115'/><link rel='alternate' type='text/html' href='http://novaradiologia.blogspot.com/2012/05/medicina-nuclear-em-foco-parte-iii.html' title='Medicina Nuclear em Foco - parte III'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1864912945686397062.post-3897559574506650939</id><published>2012-05-10T14:25:00.001-07:00</published><updated>2012-05-10T14:25:56.969-07:00</updated><title type='text'>Medicina Nuclear em Foco - parte II</title><content type='html'>&lt;br /&gt;
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&quot; /&gt;

&lt;br /&gt;

&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Cintilografias da tiróide realizadas utilizando o I-131, o I-123 e o
Tc-99m. Observa-se uma melhor qualidade de imagem quando se utiliza o I-123 ou
o Tc-99m. Nota-se, também, radiação de fundo mais expressiva quando se utiliza
o Tc-99m.&amp;nbsp; o I-131 não apresenta
características físicas ideais para a realização de imagens da tiróide devido à
alta energia da radiação gama emitida (360 KeV), que está acima daquela considerada
ideal para as câmaras-gama utilizadas atualmente. O I-123 é considerado
atualmente o radiofármaco ideal tanto para a realização da captação como para a
realização de imagens cintilográficas da glândula tiróide. O Tc-99m tem como
sua grande vantagem o seu baixíssimo custo, a sua grande disponibilidade, e as
suas características físicas ideais para a realização de imagens em
gama-câmara.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 9.0pt;&quot;&gt;1.&lt;span style=&quot;font-size: 7pt; font-weight: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-size: 9.0pt; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;&quot;&gt;RADIOFARMÁCIA&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;O QUE É UM RADIOFÁRMACO?&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Radiofármaco é um fármaco, produto biológico ou droga que contém um
elemento radioativo. O radiofármaco é primariamente utilizado para obtenção de
imagem como agente diagnóstico mas pode também ser usado no tratamento de
enfermidades. &lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Radionuclídeo + fármaco&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;FARMACOCINÉTICA&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Etapa corresponde ao estudo da evolução temporal do movimento do fármaco &lt;i&gt;in
vivo&lt;/i&gt; , que esquematicamente pode resumir-se nos processos de absorção,
distribuição, biotransformação e excreção de fármacos. Esta fase consiste,
portanto, na identificação e quantificação da passagem do fármaco pelo
organismo. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;FARMACODINÂMICA&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Estuda a interação de um fármaco específico com seu receptor, ou seja, a
ação do fármaco em seu sítio receptor com as alterações moleculares e celulares
correspondentes (efeito farmacológico), o que culmina no aparecimento do efeito
terapêutico requerido.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;RADIONUCLÍDEOS&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Átomos com núcleos instáveis, que emitem radiação, podem ligar-se
quimicamente a outras moléculas que apresentam uma afinidade particular para
determinado processo fisiológico, órgão ou tecido dos organismos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Existem dois tipos de radionuclídeos: &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;•&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Os naturais – que são encontrados na natureza. Ex:
Th-232 e U-235&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;•&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Os artificiais – que são produzidos pelo homem, em
reator nuclear ou acelerador de partículas. Ex: I-131, Cr-51 no reator e Ga-67,
F-18 no ciclotron.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;RADIOQUÍMICO ≠ RADIOFÁRMACO&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Quando um radionuclídeo se combina com uma molécula química e tem
propriedades de localização desejadas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;O termo radiofármaco é reservado para materiais radioativos que preenchem
os requisitos para serem administrados a pacientes. (isto requer adição, ao
radioquímico, de agentes estabilizadores e de tamponamento).&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;TERMOS BÁSICOS&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;Livre de
carreador &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;– significa que o radionuclídeo não é contaminado
por nuclídeos instáveis ou radioativos do mesmo elemento.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;Atividade
específica &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;– refere-se à radioatividade por unidade de peso
(mCi/mg).&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;Concentração
específica &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;– é definida como atividade por unidade de volume
(mCi/ml).&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;OBS.: A riqueza da capacidade diagnóstica em MN reside na diversidade dos
radiofármacos disponíveis. O termo traçador é melhor porque implica a
habilidade de estudar ou seguir um processo sem alterá-lo.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l4 level1 lfo1; tab-stops: list 21.8pt; text-align: justify; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;•&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;Radiofármacos têm a propriedade altamente desejável de não perturbar a
função, ao contrário de outros tipos de drogas diagnósticas. &lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l4 level1 lfo1; tab-stops: list 21.8pt; text-align: justify; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;•&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;A maioria dos radiofármacos é uma combinação&amp;nbsp; de um componente radioativo que permite a
detecção externa de uma porção biologicamente ativa ou um componente de droga
que é responsável pela biodistribuição.&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l4 level1 lfo1; tab-stops: list 21.8pt; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;•&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Para alguns agentes, tais como os gases inertes radioativos, os
radioiodos, o gálio-67 e o tálio-201, são os átomos em si, que possuem as
propriedades desejadas para a localização, dispensando assim um componente
químico maior.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l4 level1 lfo1; tab-stops: list 21.8pt; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;•&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;A compreensão do mecanismo ou razão física para o uso de cada agente é um
ponto crítico para entender achados normais ou patológicos demonstrados na
cintilografia.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 9.0pt;&quot;&gt;CARACTERÍSTICAS DOS RADIOFÁRMACOS IDEAIS&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l4 level1 lfo1; tab-stops: list 21.8pt; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;•&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Energias entre 100 e 200 keV são ideais para a gama-câmara.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l4 level1 lfo1; tab-stops: list 21.8pt; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;•&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;A meia-vida efetiva deve ser longa o bastante para a aplicação desejada, &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l4 level1 lfo1; tab-stops: list 21.8pt; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;•&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Os marcadores ideais não devem emitir partículas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l4 level1 lfo1; tab-stops: list 21.8pt; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;•&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;A atividade específica deve ser alta.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; line-height: 115%; mso-bidi-font-weight: bold;&quot;&gt;Obs.: o tecnécio 99m é popular como marcador porque
praticamente preenche todos estes requisitos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l4 level1 lfo1; tab-stops: list 21.8pt; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;•&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Olhando pela perspectiva do fármaco, as características ideais incluem
uma biodistribuição adequada para atingir o objetivo, ausência de toxicidade ou
efeito secundário;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l4 level1 lfo1; tab-stops: list 21.8pt; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;•&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Os radiofármacos não devem sofrer dissociação nem &lt;i&gt;in vivo &lt;/i&gt;nem &lt;i&gt;in
vitro&lt;/i&gt;;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l4 level1 lfo1; tab-stops: list 21.8pt; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;•&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Devem estar facilmente disponíveis, ser fáceis de marcar e de custo
razoável.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 9.0pt;&quot;&gt;PRODUÇÃO DE RADIONUCLÍDEOS&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; line-height: 115%; mso-bidi-font-weight: bold;&quot;&gt;Hoje todo os radionuclídeos de uso clínico são produzidos no reator
nuclear, em ciclotrons ou outro tipo de acelerador. Radionuclídeos que ocorrem
na natureza têm meia-vida longa, são pesados e tóxicos; incluem o urânio, o
actínio, o tório, o rádio e o radônio. Nenhum deles têm aplicação clínica ou
diagnóstica em medicina nuclear.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; line-height: 115%; mso-bidi-font-weight: bold;&quot;&gt;A ativação por nêutrons do molibdênio-98 foi o primeiro método usado para
obter o molibdênio-99 para o sistema gerador de Tc-99.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; line-height: 115%; mso-bidi-font-weight: bold;&quot;&gt;Bombardeio por nêutrons do urânio-235 enriquecido resulta em produtos de
fissão situados no meio da tabela periódica; por exemplo o Mo-99 é obtido hoje
pela reação de fissão.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-left: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 9.0pt;&quot;&gt;GERADORES DE RADIONUCLÍDEOS&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Uma das questões práticas enfrentadas pela MN é o desejo de utilizar
nuclídeos de meia-vida curta (horas &lt;i&gt;versus&lt;/i&gt; dias ou semanas) e ao mesmo
tempo a necessidade de ter radiofármacos entregues de forma comercial em
hospitais e clínicas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; margin-left: 36pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;&quot;&gt;&lt;img alt=&quot;*&quot; height=&quot;9&quot; src=&quot;file:///C:%5CUsers%5CWeslley%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image001.gif&quot; width=&quot;9&quot; /&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Uma forma prática de contornar este problema é o
sistema de gerador de radionuclídeo.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; margin-left: 36pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;&quot;&gt;&lt;img alt=&quot;*&quot; height=&quot;9&quot; src=&quot;file:///C:%5CUsers%5CWeslley%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image001.gif&quot; width=&quot;9&quot; /&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Radionuclídeo pai de meia vida longa com filho de
meia vida curta&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; margin-left: 36pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;&quot;&gt;&lt;img alt=&quot;*&quot; height=&quot;9&quot; src=&quot;file:///C:%5CUsers%5CWeslley%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image001.gif&quot; width=&quot;9&quot; /&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Com esta combinação o gerador pode ser entregue em
lugares distantes e o radionuclídeo.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; margin-left: 36pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;&quot;&gt;&lt;img alt=&quot;*&quot; height=&quot;9&quot; src=&quot;file:///C:%5CUsers%5CWeslley%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image001.gif&quot; width=&quot;9&quot; /&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Ex.: sistema gerador de Mo-99/Tc-99m que está em
toda parte na prática clínica.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;SISTEMA GERADOR
DE MO-99/TC-99&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;O Mo-99 é produzido pela fissão do U-235 (e este
produto é casualmente referido como “fusion-moly). A reação é a seguinte:&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;U-235 (n,
fissão) → Mo-99&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt; line-height: 115%;&quot;&gt;Após a produção do Mo99 em reator, ele é quimicamente purificado e passa
por uma coluna de troca de aniônica composta de alumina &lt;/span&gt;

&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;(Al2O3). A coluna é ajustada para um pH ácido para
promover a ligação. A carga positiva da alumina faz uma ligação firme com o
molibdato. A coluna carregada é colocada num continente de chumbo, com dois
tubos inseridos nas extremidades da coluna para permitir a sua eluição. Antes
de ser comercializado e enviado ao destinatário, o sistema gerador é
autoclavado e é feito um controle de qualidade da eluição.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;GERADOR –
FUNCIONAMENTO E RENTABILIDADE&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;O gerador pode ser eluído ou “ordenhado” mais de uma
vez ao dia; A segunda eluição do dia será no máximo de 50% se for feita 4,5
horas após, ou de 75% após 8,5 horas após a primeira eluição.&lt;/span&gt;&lt;/div&gt;
&lt;img alt=&quot;&quot; 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/&gt;</content><link rel='replies' type='application/atom+xml' href='http://novaradiologia.blogspot.com/feeds/3897559574506650939/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://novaradiologia.blogspot.com/2012/05/medicina-nuclear-em-foco-parte-ii.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1864912945686397062/posts/default/3897559574506650939'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1864912945686397062/posts/default/3897559574506650939'/><link rel='alternate' type='text/html' href='http://novaradiologia.blogspot.com/2012/05/medicina-nuclear-em-foco-parte-ii.html' title='Medicina Nuclear em Foco - parte II'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1864912945686397062.post-975622633161928202</id><published>2012-05-09T14:46:00.000-07:00</published><updated>2012-05-09T14:46:04.502-07:00</updated><title type='text'>Medicina Nulear em Foco</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;A Medicina Nuclear é uma especialidade médica da Radiologia que se ocupa
das técnicas de imagem, diagnóstico e terapêutica utilizando Nuclídeos
radioativos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;A medicina nuclear envolve o uso de materiais radioativos no estudo e no
tratamento de várias condições clínicas e doenças.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Material radioativo é introduzido
no corpo por injeção, inalação e/ou oralmente para avaliar órgãos e funções
metabólicas específicas. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Uma pequena quantidade de material radioativo é misturada a um produto
farmacêutico especializado que tem como alvo os órgãos, ossos ou tecidos
específicos do corpo. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;A quantidade de material radioativo usado é medida especificamente para
garantir os resultados mais precisos dos exames, limitando, ao mesmo tempo, a
quantidade de exposição à radiação. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Esses material se concentrará em órgãos específicos, que permitem que
eles emitam radiação que é então medida por um dispositivo específico.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt;&quot;&gt;Com base na intensidade do sinal recebido por este dispositivo, a função
de um órgão em particular ou uma lesão pode ser determinada.&lt;/span&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;SERVIÇO DE MN&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Recepção&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Sala quente*&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Sala de exames**&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Sala de injeção&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Sala de pacientes injetados&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Banheiro de injetados&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Sala de rejeitos&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;SALA QUENTE&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Preparação dos radiofármacos&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Gerência de rejeitos radioativos&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Exaustor&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Bancada&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Pia&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Geladeira&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Administração de doses para tratamento ambulatorial&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;SALA DE EXAMES&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Equipamento&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Mesa de exames&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Gantry - Detectores&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Colimadores&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Estação de protocolo&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;n&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Estação de tratamento&lt;/span&gt;&lt;/div&gt;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;PRECAUÇÕES
OPERACIONAIS&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Para a utilização de substâncias radioativas para fins diagnósticos (in
vivo) há a necessidade de técnicos responsáveis (Tecnólogo com especialização
em Dosimetria, físico e médico nuclear) autorizados pela CNEN (Comissão
Nacional de Energia Nuclear). Além disso é necessário a aprovação de um plano
de proteção radiológica aprovado pelos órgãos competentes, onde consta as
medidas para se evitar exposições radioativas desnecessárias e ainda o
gerenciamento dos resíduos radioativos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Os resíduos radioativos são acondicionados e mantidos em quarentena por
durante 10 vezes o tempo do seu decaimento radioativo, quando então são
desprezados em lixo comum.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Com a finalidade de se evitar exposições radioativas desnecessárias aos
técnicos e aos pacientes são adotadas as seguintes medidas:&lt;br /&gt;
· Classificação das áreas em: área livre, área supervisionada e área de acesso
restrito, de acordo com a emissão radioativa de cada área, evitando-se assim, a
permanência desnecessária em ambientes supervisionado e restrito.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;· Uso de blindagens de chumbo para acondicionar amostras radioativas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Uso de aventais de chumbo para os técnicos quando do manuseio e
administração de substâncias radioativas;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;· Rodízio de pessoal de enfermagem para o atendimento de pacientes
submetidos à dose terapêutica com Iodo-131.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;· Treinamentos e educação continuada.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;· Todos os médicos e técnicos envolvidos com a administração dos
radioisótopos utilizam-se de dosímetros, com a finalidade de se avaliar a
exposição radioativa recebida durante o período um mês.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;DIAGNÓSTICO IN
VITRO&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Neste tipo de exame se colhe um pouco de material do
paciente (normalmente sangue) e se verifica a reação do composto radioativo com
as células cancerosas&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Técnica também conhecida como radioimunoensaio.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;DIAGNÓSTICO IN
VIVO&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Conhecido como mapeamento&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Realizado para verificação da funcionalidade de um
orgão ou a detecção precoce de tumores&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Denominado cintilografia por utilizar um cristal de
cintilação para obter a imagem&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;TERAPIA&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Radiofármaco é administrado via oral na forma de
comprimidos&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Outra forma: &lt;b&gt;Braquiterapia &lt;/b&gt;-&amp;gt; intervenção
cirúrgica onde são introduzidos no paciente no paciente fontes radioativas para
tratamento localizado de tumores&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;EM MEDICINA
NUCLEAR DIFERENTES EMISSORES GAMA SÃO UTILIZADOS:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;– Tipo e energia de emissão (energia)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;– Velocidade de desintegração (decaimento)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;– Tempo que a atividade radioativa decai metade do seu valor inicial
(meia vida)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;APLICAÇÕES
CLÍNICAS&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;As técnicas empregadas na MN são seguras e indolores; &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Esta técnica revela dados da função dos
órgãos, ao contrário dos outros métodos, que tipicamente mostra apenas
estrutura anatômica dos órgãos; &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;É uma
maneira de coletar informações de diagnóstico médico que, de outra forma, não
estariam disponíveis. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Os exames de medicina nuclear são benéficos para estudar danos
fisiológicos do coração, restrição do fluxo sanguíneo ao cérebro, além do
funcionamento de outros órgãos como a tireóide, rins, fígado e pulmões. Também
tem usos terapêuticos valiosos como o tratamento da tireóide e alívio da dor
para certos tipos de câncer dos ossos. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;As aplicações da medicina nuclear estão crescendo através de avanços na
obtenção de imagens digitais e de radiofármacos mais eficientes. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Pelo fato de que radionuclídeos
selecionados se concentrarão em órgãos ou tecidos específicos, diferentes tipos
de traçadores de radionuclídeos podem ser utilizados para avaliar esses órgãos,
sistemas orgânicos e várias funções fisiológicas. &lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt; line-height: 115%;&quot;&gt;A medicina nuclear permite diagnosticar doença com base nos distúrbios
funcionais ou metabólicos que geralmente ocorrem antes das alterações
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&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;radiofármacos altamente específicos que permitem detectar anormalidades
funcionais bem definidas em vez de fenômenos morfológicos realçados por
contrastes menos específicos utilizados na TC ou RM. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;A
medicina nuclear tem potencial para diagnóstico precoce, o qual pode ser
especialmente útil no caso de doença maligna. Além disso, pesquisas rápidas de
todo o corpo podem ser realizadas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;EX. DIAGNÓSTICOS&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Disfunções&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: EN-GB; mso-bidi-font-weight: bold;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;metabólicas e funcionais&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Processos inflamatórios e infecciosos&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Traumas&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Neoplasias&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Alterações pé fusionais e vasculares.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;EX. DE TERAPIA&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Câncer da tireóide&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Hipertireoidismo&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Dores ósseas por metástases&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Tumores neuroendócrinos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;CARACTERÍSTICAS
FÍSICAS DE UM RADIONUCLÍDEO&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Meia-vida física = é o tempo necessário para a atividade de um elemento
radioativo seja reduzida à metade da atividade inicial.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;- Isso significa que, para cada meia-vida física que passa, a atividade
vai sendo reduzida à metade da anterior, até atingir um valor insignificante,
que não permite mais distinguir suas radiações das do meio ambiente.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Meia-vida biológica = Tempo necessário para que a metade de um elemento
radioativo administrado em um organismo seja eliminado pelas vias normais.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Meia-vida efetiva = Depende da meia-vida física e da meia-vida biológica.
É tempo necessário para que a dose de radiação em um órgão fique reduzido a
metade.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Meia-vida biológica = Descreve o clareamento biológico (eliminação) de um
dado radionuclídeo num tecido ou órgão - não é precisa.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Meia-vida efetiva = Depende da meia-vida física e biológica.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;- A dose vai decaindo ao longo do tempo.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;mso-layout-grid-align: none; mso-list: l1 level1 lfo3; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 9.0pt;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-size: 9.0pt;&quot;&gt;DETECÇÃO DA
RADIAÇÃO E INSTRUMENTAÇÃO EM MEDICINA NUCLEAR.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: center; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;Câmara
de Anger (gama câmara).&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;PT&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT; mso-bidi-font-weight: bold;&quot;&gt;A câmara gama, ou câmara de
Anger, é um equipamento usado na medicina nuclear para detectar e localizar a
origem espacial da radiação gama emitida pelos radiofármacos administrado no
paciente. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Ela produz uma imagem dos
órgãos do paciente com &lt;b&gt;&lt;i&gt;zonas frias&lt;/i&gt; &lt;/b&gt;e &lt;b&gt;&lt;i&gt;zonas quentes&lt;/i&gt; .&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;PT&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT;&quot;&gt;A câmara gama é constituída por:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-left: 14.2pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l2 level1 lfo4; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;PT&quot; style=&quot;font-size: 9.0pt; mso-ansi-language: PT; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;Colimador;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo4; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;PT&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT;&quot;&gt;Detector de
radiação gama;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo4; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;PT&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT;&quot;&gt;Tubos
fotomultiplicadores;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo4; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;PT&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT;&quot;&gt;Computador &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;PT&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT; mso-bidi-font-weight: bold;&quot;&gt;com um&lt;b&gt; sistema &lt;/b&gt;específico
para MN integrado ao equipamento, onde as imagens são produzidas e processadas.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo4; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;PT&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT;&quot;&gt;Mesa de
exame;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo4; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;PT&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT;&quot;&gt;Circuitos elétricos
.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;PT&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT; mso-bidi-font-weight: bold;&quot;&gt;*Cada fabricante possui modelos
diferentes, sendo que cada exame exige equipamentos específicos.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;img alt=&quot;&quot; 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OPuOztzHsUSnmpqaX/ziFz/96U9ffvllQNFLL730k5/85Kc//ek//uM//uQnPwGMvfrqq4A0WHr9v//3/373u98hdAHNzc2dOnUqPDy8rq5uZGRkbm7u2QJpbW1Nr9ffu3ePON/U1HT8+PHS0tLy8vLS0tKSkpLi4uLi4mK1Wl1UVFRUVFRYWFhUVKRSqVQqVX5+fn5+fmFhYUZGxuHDh7Va7XabUdM/AwZANMwxmvVxun///rOGzxZ0/foWj+CGCATumuzaQTvwBjH+9YRUU1Pzy1/+8p133nn33Xfffffdt99++5133jlw4MC77777zjvvvPPOO//0T/8E54Hg5BtvvPHv//7vBLpu3brl4+PD4/Gio6NDQkKCg4MFAoFcLq+pqRkcHLx79+5utdlDmp6e9vb2HhsbI843Nzez2WyLxTI8PDw4ODg0NGS1WgcHB81ms8ViGRoagm+r1QrfVqt1dHS0r6/Pz8+vr6/P8wZoR26DFQQZ+su1025GOkR7H11oUeCKPJl52TEFCb3Y07N3eSLfdkZlZWXff/99dXX1hQsXysrKSktLy8rKKioqysrKNBpNSUmJRqMpLi4uLCwsLS2FA41GI5fLjx49Oj4+jld17dq14ODgurq6iYkJo9HY1tZWUlKSlpYmEAhYLBaLxeJwOBKJpLq6enBw8ObNmz+0ZKupqfnjH/84OTlJnG9qagoODu7v7+/v79dqtb29vTqdTq/X6/X6/v7+3t5eOADS6/U6nc5kMnV2dvr4+HiILsvleWT/AFzlt04trW4QxVy91ucUXdtl0WeGLk8auq2HcVVYo9FwudyJiQmLxWI2m2H8hgF7aGgIP4OG8/Hx8Z6enrNnz46OjuKVz8zMBAcHV1ZWms1m4Eiox2g09vf3d3R0aDQaqVQaERERHBzs4+MTGBgYExNTVFRkNptv3bp1586dO3fuzM7Owvfdu3fv37+/tLS0vLy84qDV1dXV1dXFxcWlpaWVlRVCWYoz6+zs7NGjR//6179evnyZcubjhoaGoKAghBytVtvX1wc/+/v74Rj9C8cDAwOALp1Oh56XcUIxdXMB3GKQmVFeNz6/uIYuwcvjelT8L2d0NYY8jnr5VPGs8ORMdEcC4kGQaHLDjXaHKvKHyqvhRnq6L4BzlZs66etLonBJSQmbzR4eHgbeQiwFY7lOp4NxHfFZf3+/2WxuaGg4ffo0mnRBtVevXmWxWFVVVWazWavV6vV6g8Gg1+v7+voAbIODg4C3vr6+0tLSuLi48+fPHz9+3Nvbm81m8xzE4XC4XK5AIBAKhVFRUaBUiI6Ojo2NFYlEHA4HdBI8Hq+pqYnCXiQcbGxsjIyMiESi8PBwDodjsVgoTENFUVRdXV1QUBBCESAKJJhOp4PW6nS6gYEBHG8dHR0+Pj4FVT3RJUNX7yzi0xvohFv3VsCEhT4J5cO37q3QXwflzIt4PfDthC7Fp3sHVIjo6CL4zY4p9+1M1qPNzc319fX19fWNjY3dyQlF/6YPXahx+JBMHNtp6k58MLA5GwTRv4zKGY1Gw2azh4aGjEYjMBNwGDro6+sbGBjAOc9isTQ0NJw6dWrcMTOE5l29ejUgIKCiosJsNsPlcElvb29vby+waU9PD0y9BgcHLRaLxWLR6/VNTU0VFRXl5eVlGF24cKG4uLioqAi+1Wo1APLDDz8sLCysqqoKCAhISkqi9/P09HRycnJHRwdFUTU1NaDDxKmtrS04OBgeDQSXTqeDRsKYAtNFEFlwHia6Z3wC/8x75OdFYTbo+cU1wpwoVA9O3niAdw7jAIcf2zATLY4uxadeXgdDGp8dkBgJR5edRjiW0M/19XXAG0IUoGt3tBpbAonCZqJ2miXB1WiHz1yh9eg8PnJQLtBVUlIiEAjGxsaGh4dhQW+xWNASH76Hh4ctFgsIn8HBwfHx8fb29jNnzoDsQvUDuiorKwEzIPF6e3uBj0H6wTEwLvwEETc4OGg0Gg0Gg9lsNplMZrMZ2gBah8HBQZhnXrhw4eTJk/39/aOjo2lpaadPny4uLkYrw+Li4pKSErVarVarq6qqYCVZXl5+wUEVFRUVFRU8Hi8wMBCEKoAfWqLVauGgu7sbSeyenh6tVmsymdra2j4JyQfw9AzfAp6gm7CCsgYGL92lvyzcgE7RBlmCHXF0NYYc3IPowi0ThIXQ7mzIQgYnNAlcX19fW1tDx+vr63S23Am6cJAQvU85iyY6qIgaiPKEcENvC+d+RiotLf3222+zs7OzsrKysrKUSqVSqYTjzMzM7OzsvLy8vLy8/Px8+M7PzwddxZEjRwiFwfT0dEBAQFVVlcViQcsVg8EAuCImmQaDAaSlwWAA3JodBHBCSz4AmNlsHh0dvXDhwokTJwYGBsbHx8ViMYvFamxsbGxsrK+vr66urq6urq2traurq62tBXRVVVVVVVVVVlaWO6iqqorNZrNYLGgYapter0fS22g0AtRNJhPMDw0Gg6KkFffSpJuwzkj66CYsO5PIopchPCpoM8M9By9cI++KmfHxgqJ5eGxuboIEw70pcHpmPvL01rgyyW1JGo3mu+++k8vlUqk0PT09PT1dIpGkpaVBbHJaWhqKUxaLxampqSkpKaAG/Oabby5duoRXdeXKFT8/P9BqwGQS+BIhDWEJacP7+/ubmpqKiopyc3Nzc3Ozs7Ozs7MBybm5ucjipFarQWkZExPz4Ycf5uXlVVZW+vj4iMXiHTxyU1NTWFgYIB/EFzTMFSdZrdb+AePH4U0fcJr+zGuChJO4CetIQveWJqxtEaEzVHy657QaT2LvQoRLAvq/eygCZWfQoiiqqKgoJydnu1fNzc3xeDwilc3ly5f9/f2rqqoANsCyRqMRTThNJlN3d3dtba1KpUpKSuJwOCEhIWFhYbGxsQDplJQUsVgsFoshGQHKRAA/U1JSEhISYmJiEhISkpKSoqKiOjs7d/DI1dXVbDYbNC6AfJ1OZzQaXXGS1WoNz+kCIJ1OacNNWF/GdHhowtoW7X2NPLD+kxAxz6IX2EPo2jEVFRVlZmZu96o7d+5wOBxCIw/oqq+vHx0dHRkZgflhS0tLaWmpTCaLjY1ls9khISE8Hi8xMbGkpESr1U5MTNB9KXaRGAed6urqkJAQkF1oyupGdjV0GUGZgX/AhIVwtePRjZH2Prpu3tyFPLb4Oo3+78595PHlE/1+jD+J8+gY14hQtLWZm3sBqdXqrKwsDx8B0fz8PJfLBdmFKr98+fL58+cVCgWIJi6XGxQUFBYWFhkZqVAoqqqqDAbDrVu3NjZIo+quEDHvJ06inxRFVVZWArqQ3sU9uk4mteO4AhMWmIbpb2dLmLl/HUDPHbrozElXGdAfHxdf9E7YeU4oapujHYFvRiskOiBMYe5vVFhY+M0336RhJHGQVCpVKBRyuVwul8tksgwHZWdnx8fHHzt2DEX+wy2mp6ePHz9+/vz5hIQEtVrd1dU1OTl59+5dNyZFXBlDMTnCo2L4Ehkvj58hltH4tfjtAF2gM4Rv0LIwslFm1QAhtXD1IMR94+0hWIrAPP0nRcObndBq7EkCdBHaQvo7ws/Ti4FKAyKY6OzxpBEoOA/RiYAQzjTomLBu0d8ccUf6vVQq1ffff69Wq7OzszMzM0FhCDnVMjIylEolIApgBhjLysqKjo4+cuQIaDVQY8bHx0NCQgjnQ/xxcPMiajOFvSQCLegkKJfsdidVL3pDyA7ByOK4ahjuXlFRERoaCrjq7e0FE1x/fz+dhwYGR/8W3uIKXUhVyMhYlDP4UQFi4MMJddTe95EHKyLuaWFzxBYhFbzdYYdAxaATNjY2wOSFALZr6MLZiMLkDP4vXozClJuUsziic6HdWRowFqCjKzIycnJyEuxdIyMjw8PD4PEEmj10bDabrVbryMjI5OQkOC5cvHgRuhiqGhkZ4XK58/PzxOMQbaD3hqvHcfMsboh4TLw2qPDChQuhoaGw6MKN3XQequ2yJJf0JxT2xhZ0h2e2fB2UHq/WZjVdBKkVmKkPyhpoNV+3Y7hCiKJoopV4WNQ8osE2m23vyy5AFxq27M7DB97hducY5E2M0F90tqSefHc8hGbGkhQNbDi7ECUZyzC+ToJyc3MFAgGyUCHtORDSqsESBWzEFoulvr7+7NmzMDNENU9MTJw+fVqj0UxNTd2/f5/xdkTj6Y+MyFXPuCF65Yxvrry8nM1mm0wmcIBE/iiIdRpDPsXtS1ar1WAwtLS0BAQEwE5Lrh4EAQyNOIxvakty7We4V0xft2/fpph4zw03wjExaP4gM0O8u+kDLb2Mm6s8eWduymRnZ4eHhw8ODiJ3CmTtRYgCmIF3hU6nM5vNNTU1Z8+ehZkhqvzixYvffPPNuXPnQkJCgoKCRCJRbm5ua2vr5cuXHz7cte3I3A8W+PkbN27IZLLZ2VmiTGlpKY/HGxwcRI6UYEF2xUlWq3VgYKChoYHFYuFGCDdt2O64QJBLP8M947hB71U3HcJYzO5Y2uya7Ho6tK1Xm5mZGRkZOTY2Bi4R4BWB/I+MRiN4P4GzEpitRkdH6+rqvL29CXSNjIz4+Ph0dHQMDg62tLQUFxcnJyf7+fl9/fXXX331VUhICIi1H0hnSKe+vr6vvvqKbvcsKysTCASALqQ2xGUXQUNDQyaTqbGxMTAwEBkhcHpCLNGrIv0MH9uQ94pL79zc3BM+I5pYuZqk7FF0bYsyMzNPnz5dUlICYblqtVqlUhUWFkJ8bmFhoVqtBke+oqIiiPiqrq6WSqUnT54EBQbqmuHhYR8fn5aWFqvVCkErYD6urq7OysqKiYlhs9mBgYE8Hi8lJaW4uLi/v//GjRsrKytuG+gp0d+QTCb74IMPcD6AMqWlpWw2G/k9weTQva8GoAtkl81mu379+uTkJL7CpChqc3NzuyLalYudaz/D5xVdbmaMhOoB0dNA1y6Oi4yUlZX19ddfJyUlxcfHQ56JuLi4+Pj4mJiY2NhYSDsRExODkk9ERETExMT4+/sfPXoUHKVRfw0PD587d66+vt5sNiON3MDAAASeWCwWg8HQ3d1dWVmpVCpjYmI4HA6LxeJyuWKxODs7OycnJy8vr6CgIDc3Fw7y8/MLCgqKiooKCgpUKhX4y4PDrkqlUqvVKNU2RVunmUymzz///KuvvgI+wP+CsABwKEFOxm5kF6y76uvr/f39JyYmhoaGIiIi6uvrk5OT+/r61tbWYKFlMBjq6uo2NjZu3LixuLhIUdT8/DywiN1uv3PnzvLy4z3a7927ZzQaq6qq4Bj/i2KYGTrgtVfANU6MLO7JTvNTJ/5inM7sQj7DLefu7tHlfs225eUURSmVSpVK5b4MvcLp6Wk2mw1evIitAV0NDQ0mkwmmW+B1jkJRYPEGs01wjOrs7KyqqsrKyhKLxRKJBLwc09PTpVKpWCxOSkoSi8Xp6emwP4tUKg0ICPjTn/6UnJwskUi++uoruVxOb+HNmzczMjL4fH5TU1N4ePiVK1eIAhAwajQawY4MSnm9Xu+Kk2DdVVtb6+vre/HiRZ1Ox+PxzGZzYmJiUVFRZWXlnTt32trasrOzNRqNWq1OSUlpbW01Go3Z2dkymay1tbW8vDw5ObmhoWFlZcVut+v1+pycnKSkJIlE0t7eLpfLlUrl5cuXKQe3ufYz3BvYcqCLYDlismd31mCjYri2ELTzuxPfRehqKaaUfXjjcBmKj830p8Ivx6+lFyNIqVQWFBR4+AiIZmZmELrQqtRqtZ47d66xsdFoNIKJFmlKIMYeRVIC2JBfL2j8TSYTij2BVR9a6SEfeZVK5e3tPTQ0dPHiRZFIlJaWtrS0tLS0tLi4uLi4CMnA9Hq9Wq2emZlZWVnp7Oy8desWRDRDaPPDhw/VajWbzR4YGIAJIbTNZDK54iQILa2qqvL395+cnOzr62Oz2R0dHcPDw1evXhWLxVNTU0qlMj09vaioqLS0VC6X5+XlJSYm9vT0DA8Px8fH5+Xl5eTkKJXKubk5u92ekZEBepSYmDAqrAMAACAASURBVJiQkJD09PTExMTm5maKokCBtvc18uC/ZnNks6Qc1i10gJtACKMfWC+BbQBduzAzpMPDTot9dI8uvDbGMYN4EqIY4/JRLpcXFxd7+AiIbt26xeFwwN6Fqh0aGvLx8WlsbETBHaAz6HMQcowAgQboAoABGY1Gk8kEl4OUQ3gzGAxWqzUvL+/MmTMDAwMjIyORkZFffvllQkJCbGwsTGVjYmLi4uISEhKkUmlycnJ8fHxqampCQkJCQgJMehMSEhITEw8fPhwUFARDAExfu7u73ay7hoaG9Hp9dXU1i8WanJwcGxtrbGyEflhZWSkrK8vMzExPT29oaGhtbW1sbMzKyiooKOjv7y8oKFAoFG1tbU1NTfn5+RkZGaDINhqNubm5YrG4sLCwtrZWKpXm5eXhpvnnBV12LBsnIbLwn7ixCwESSbBd1si7kicEQvCThLCiXMwDKYp0TnFTEkihUHh7e6scBKGHoMyADGQlJSWQuwa+IaeNRCI5c+YMkbrEYrGcO3euqakJwqIQeECVjxAF+BkaGhodHR0aGgJP37q6uoaGhsbGxqampnqMGhoampqaWlpampqaOjo6kpOTv/7666ampq6uLhaLlZycPDc3Bwk5bjno5s2bN2/evH79+szMzMzMDOS4B7py5cqVK1eSkpKCg4NNJhOgXavVdnd3M1qTgaxWq9lsrqurY7FYuAEdvaz5+Xk0AG9sbNy7dw+O79+/jyKjb9++jes85ubmkMvljRs3CPPg3kfXgwcP6KzFyHjEGdyTw+aI/2fkzx36amyr/A9NCoXixIkTCoUCj+xC0R9JSUlwDMN/YmIirIWCgoKOHTtGKLvNZvP58+dbW1tNJhNabgGcYI5nNpsNBkNPT09dXZ1KpUpNTRUIBEFBQWw2Ozw8XCgUCoVCgUDA5/P5fD7k1RAKhWw2m8PhhIWFQcTKuXPn+Hy+UCiEe+3gkYuLi8PCwvBGEjpDwpoMGnnIxkHPMEWnhYWF1dVV9HNlZeXWrVtLS0uet3Dvo8uVt8CWRIiKXUbXXqP09PS4uLjJyUmr1TrsIEj/BG5QeIooSAEwOTnZ0NBw/vx5QiNvNpt9fHw6OzuhMKym9Ho9BKHI5fLIyMjQ0NCgoCAulxsfH69SqTo7O8fHx+fn5x8+fAhZn2DttITRwsLCAwdBKqj79+/DMeNqGCfG11ZQUMDhcAYHB0HAIqHqipMg6Qiga2pqanFxEaTZ+vr6w4cPDQbD1NSU3W6/devW8PDw7OzswMDAjRs37ty5Y7FYFhYWrFarRCLp6emhKGpubm54eHhLpO19dIHs2gHZmTQIT1Uj/zTlm0QiiYiIgBkaMBmKJkb5/SBAA8KN+/r6LBZLRUWFj48PzAxxdJ09examc9nZ2QkJCWDgCg0NjYyMzMjIqKqq0uv1169fX19ffzpPR6w/4Tg3Nxdp5JG9a0trck1Njb+//9TUVE1NjUwmu3DhAhgG6urqII1HamqqTCbr7e2tq6srKSnJz8+/cOFCe3t7c3OzXC5PS0szGAx5eXkajaagoODOnTuohfRm0zTyXs7uGs9ed7glutysR+gLlt2UXZ570G2pk3hySktLE4lEYIyCNRJyL0RJyJC7EKgBTCaTRqM5d+4coAuphoaHhz/77LMzZ85wudy4uDhwgxofH5+fn6cLGdTF9CbR3XDxk2hhSa+EmOJTjok+Og/NyMnJAT9DlFvOfXwX0mr4+/tfunSpvLy8oqKiv78fLIRXrlypqKhQKBTl5eVKpVKhUOTl5fH5/LKysvn5+ba2NqlUmpOTExISkpGRoVKprl69mpKS4t7ng0TXwU8/PfgIT86/nhktLLjb69Du2kaMxjvcqZexkieKQGE8SVddULSpqieVu2E4glJTU2NiYiYnJ0dGRkZHR2FaODg4CNNCyIEx5CBYPo2NjVVXV58/fx7JLqh5YGAA/FwZXRYI5SyFZa0imkpocjedc8sR+ih6efSwNkcqIvxaiqKys7NxdIFiw429a2hoaGBgoLKy0s/P7/LlyxqNhsPhaDSaa9euTU5OFhQU1NTUzMzMNDc3l5SUdHd3a7Vao9Eol8v5fL5Wq62pqSkrK8vPzx8YGGhubs7Ozu7q6lpbWyPeKRo+7PSsNQdDFI88NtCPvSW78D4nRjScbFjICbJ3gTmezjC7jy7ktI/4z9UldMzQQYUfu8KnWCw+fPhwXFxcVFQUKLVhvw/w1YiKioqLi4uNjY2JiYECoP729fU9efIkhNAhrtXpdHw+H9wUKCwV3KZjJygK2y7NjmWTxB/QTpuXo3pQ51DOvIgqJ07imMTRlZOTw+fzQSOPprvuZ4YGg6GmpsbPz29qamp4eHhsbAy1EPkZ2O12fMbb19dXUlICx/j5tbU1vH/QefzR6OhqBIeoEHS8h9Blx6bf+MvCWQ63gKFUUAhgu4YunFFcFcBbSfQ+zjeMFxKvioAZ/XYpKSlsNru5uRkSlUHGsrq6upqaGshVVl1dDQeQErC8vLyyslIsFvv5+eFBPhRF9fb2CoVCQnARowBdtjC2n36SsAHirEl/WLxyu7OgoygqMzOTw+GYzWaUXNG9nyEsSi9cuODr64uHY7ufq9ONpIxYIp6Uwd4F6HKstxyHewhdlPMIbneo3cEUhg9tyIKMIr42dzHj2vzi2rW55ZnZpat3Fmdml67NLROfmdklOE//F/3l5oOuXX7o5LiF8zdBycnJ5eXlnj8C0JUrV7hcLlp3Qc1ms/no0aPZ2dkmk2lubm5XVBdu2HdLstlsq6sMO15nZWVxuVyLxQKCC8XXuOIkkF10dO1ia4kLmdAF8EJHe3HdhY/j+DiIW5ztmHEZH1DotW0bXS3mG2lVo0/hM3qVNEfgD4xTUlJSUVGR548AND4+zuFwCC9ei8Vy+PDhsLAwSMfJ4XDkcnldXR1sL7TdW6BmEwee08WLF5OSkuje3JmZmXw+H7aSQNnz3di7YKOJ6upqX1/fS84pHH8g2vsaeTT/35IIxsPfI316hdPzhC5XlJSUVFlZ6fkjAF29ehXJLkR6vd7Hx0ev1w8NDXV0dJSXl6enpwsEgsDAwICAAIFAIJVK6+vrx8bGns5eXtXV1V9//TUdXUqlks/nDw4OIgf5LbOFInThWUN+uEfY++jalnEcJzu2SKN21961B9GVkpLCYrFKS0th5y7Iul5RUYEnXq+qqqrGqLa2Nj093dfXl9gAYWBg4Ny5cx0dHZALHgJPYNHS3NxcVFSUmprK4/H8/f0DAgLCw8OVSiWAbX5+HkzGCwsLCwsLyI6MdulFDrg2mw2ykG857VxbWzt27NjHH39MH2UzMjIgNhmcDD3RyJtMpsrKSmRAp5jWjbtIP250EeLrx4yu5OTkI0eOJCcnx8bGgrYQCLb2gQM4HxERER4eHh4eHhsbe+bMmdOnT0P4N+ovvV5/7ty5rq4ucICASRccg2MhuDiAYjovLw83NyNiOwiOORwOh8OBAy6Xe/78eYi/ZLFY8fHx8I7p7+batWsJCQnff/99QEAA2G3xl4rQhZvy3ET+w7qroqLCz88PoQtftSNGIZpB11t4+FKeX3R58oy4wsnVgoV6InTxPnkcsnMgmPcYGPL3vLy8vA4eko9iJT85VdVw6ICXi0u2RpebZwC38UuXLqHET+CTjvZJgJEbdkuAeJCxsbHy8vKAgACkkYeq+vv7z58/D/7mkGWJMEajA71eDzswgFocnHQbGxsbGhrgGP2sr69vbm5uaGiAjRcOHz4skUi6urrkcrm3tzdjXPPg4CCfz6+qqrpz545cLqd7FeTk5KBUImifIfdaDb1eX15e7uPjg5y/kDmBbttBPERMgfClPKOeCRV4LtBlZzKT4GcQ4WXwZycuJ+gJ0fXJKfwAnT/wyXsHvPYfa3AqiReTB+/H4cf0GZm+R9FUAoyPAQ4HIyMjoEAD1kcLEshGBuYgJIjMZnNxcXFAQADSyENV/f393t7e7e3tsPsB2plBq9WC/gDt5dPV1QWOIPgeP8ihHhx/wZUePLDgoLe39+TJk8XFxRMTE5WVld999x24GnV0dHR0dLS3t3d2dkLsc3l5OdyoqakJ7o6APTAwwGazIyIiIHoSaMuZocFgKCsrw10rN7GNc2wOEyrOZ8iPnsAYxTRmE9h7jtBlZ8oqiVTwuPkLNzLZsWCwXdPIM8uu9+UIFafe99p/rIF37OBj6cT7xMvrk/fex4vJ3/Pyeo/nEbqI90d/DJBdFosF6aZ12O54yPMQQAKxj4ODgyqVyt/fH6KVULX9/f1nz57t6OgAdCGNHOJvfH/Hnp4etJcP2jQMPIaR8ERbDUEBo9F48uTJsrKyS5cuVVdXHz58ODU1NS8vDzZGgv2QcnJyYDsVpVIpl8vhLyKj8P/93/+JRCKz2QwDByy9tkQX7lppw7xMCNmFOtZOW13guCLGbFzQkejag5HJjpkhDjBkzqL/RCfxTsCRuQvrLrvdTsouefB+HCdIKOHSifeJl9cnh3C8eYwu+nultyohISE9PX1qagoc4cEBCvyhgOA8yhY6NDQ0MTFRVlbGYrFQUjuoWafTnTt3rru7Gwy1uMQAmKEZJuQS7OjoqKyszM7OTklJSU1Nha2M0C5HQJAFAHY/SktL+8tf/sLj8fLy8ths9qlTp4h0FB6SUqmMjo7GZ4ZuMl2Pj49brdbBwcGKigpfX198V7jZ2dmGhgZCv3L79u0rV66ABeLevXuXL1+mb0OBizjGl8KccW3PJNUYx9Zd+LBCAIlO6PHRAR4pR9AuzAxxMcU7hmeFdEwOH88MnfB2yjW0tqXVABVFRkYGZLZIS0tLd5DUQcDZUqkUhv+srKzQ0FAfHx+UXAGq6u3tPXfuHETRo02TTSYTrNz0en1HR0dpaSn4DYeFhQUGBrLZ7KSkpPz8fJVKBXt2oW34IFoedvSCrb0gBTek45bJZJAixvPORySXy6Ojoy0WCxKwsDWeK04Cf8vy8nJfX198Z53a2tpjx47hoVyjo6Pl5eV6vV4sFg8MDMjl8v7+/oqKChyTnhAjuvbULnluxjVixuT+Sd0U2Da6mk3XyXXXY/HVcAhbbj1GnaPkqfcfA8+94NouulgsVklJSUFBAcQj5+fnIy6H9EzA4jk5ObAnZUFBAZfL9ff3R+HfUFVPT4+vr+/g4ODExARIhoaGBrVanZqayufzg4ODQ0NDwepVXV2t0+meZigK3k6pVBodHQ2mArTew9FFtyabTKYLFy74+/vjRojTp09//PHHyG+Qoqi8vLyuri6Koqqrq//zP/8T9m6urKysqanZVlNdzAz3iuAad4suz18E5Vbftm10NRmvPSuNPOMD2O32mJiYhoYGzx8BaHx8XCQSIWU3nOzr6zt27JhcLk9MTORyuYGBgWFhYTExMdnZ2Y2NjaOjo/fu3aNLmy2Htx0XdkVSqTQ2Nhbiu2BauKU12Ww2l5WV+fn5wWSYoii1Wv2Xv/zl3LlzSHbZ7fbs7Ozh4eHbt29LpdKEhASFQrGwsNDc3KxWq7fVcpe5ePcM7RhddlrGF/uP1d5lt9ujo6Orq6sZ/0LH9OXB0NCQUCgEexf6V6/Xf/TRR3w+v7S0VKfTXbp0idFfhljWM87R0X0p2iLY1VqF3nLckw2/SiqVxsTEgK+GVqvVarWg2HDFSRCBolar/fz85ufnjUbj+fPnBQJBb29vUFAQ7uQFxgNQYFIUVVNT09/fDwrMLd8F3v7nF104ZlwN6HTZxVjVXkcX/UnojxodHd3U1OT5IwCNj48LhUKQXUjf1dXVFRYW5j5Lq83ZdRppligsYgVhjB7QhfRLjBjD4YQqQepgdCOZTBYdHQ0aeTB2udoDBQiyhRYWFvr4+MzOzra1tclkstu3b6+srNTV1eHrrvn5+ZaWFjyT5szMTEtLi+deeUB7XyO/vLyMuhfvefo4iLSCdmftGmEco3fCnkYXehj8yYn22O32qKgoPp/f2NgIWZngG8y4kKSpubm5paWlubm5tbW1ra2ttbW1q6srIyMjLCyMSBnZ1tYWGRmJL6Xom7wgzFDOcEJNxe0hhPwkVNjE49ixCQYhAHE+oChKKpWKRCIwoIF5wL29C9BVVlZ26NAhPp8P2n/QACmVSolEkpqaChsLKhQKUAuBKkgmk4nFYplMlp2dDSlBYfkKGpqsrCz4CUmIYaFbUFBQUFBQX1//NKGyA0Kyy06bhqCfCFr4G8HP2x2JeHcBXXZcI/+0Zob4MzO2SiQSHT16FPIBgutTdHS0SCQSiURCoTA8PDwiIkIkEkVERERERAiFQj6fHxUVdeLECT8/PwhDQIze1tbG4/Ho4zQdBvS+xieB+FXEgId/u7kF0MbGxsrKCg5mOC+RSGJjY81mM1jwUEpTV5wE+o+SkpKTJ0+2traazWaj0QhmQJRMDqVGHRgYgASJ3d3dXV1d3d3dkOu3u7u7p6cHJqKRkZH+/v5QoLOzs7Ozs6urq729HQzi7e3tOp3uaUJlB0Sgy44RHiCL/4uftGNRra4Uv88HulxxJJBIJJLJZJcuXUKJnJCZC+y54A+F7FSgElSr1aGhoZB2C9Ws0+k++ugjNpudkZFRW1trsVh2nJdrV8hsNovFYnokUlpaGqALZQpxb+8Ca3JJSUlgYOCT6MoQ1dbW5ubmuinwXMwM6c0mpkh2Z6I7r+CF6fQkM0Nnv0FnPwyan6GXsxsU+kkrTEPXlhQRESGRSMbHx9E+XUCEGy7ybOrv77dYLDk5OWFhYQS6uru7T58+rVarJRIJm80GX3ihUCiTyerr6yEbmZve3HXKzMw8cuQIHV2QSgQ2BARfjS1jkw0Gg0ajYbFYOw5Uwwny27gp8Jyiyw0RoCL+2oWZIcXoZ0h8GP0MD3zy3oFHNq5T73vtf/+T/chHkSi8fXRBNnZwVKVPddDECfYxgBzUVqsVkhwR6Oro6GCxWCaTCQxEkMmwqKgoJSWFz+ezWCwWiwVgq6ysNBqNs7Ozu2Xvor+ehYWFjz766MiRI+DpixfAZReeJBixDj1bqNFoLC4u9vf339beH66ovLw8MzPTTQFXOsM9szneE9m7CNp9dJ165DfokGAO2cXsZ3gg+NSjM/L3vA4e4gXvd9iXycI7kl0ymWxqagpyP0E+UDwDlMFgAMcl8Jc3m83j4+NqtTosLAylO4aq2tra/Pz8gFPB8Re2OwFHKp1O19LSUlJSAsblgIAAf39/NpudlpZWUVEBipOWlhbQnYBvLuRXQkpz2K8InBj7+vrMZrOrrHpTU1OxsbHnz5/n8/l0PIDsQnnkgbaMniwqKgKNPP122xXI5eXlWVlZbgo8p+jysB88LPbk6BpNw90yXPkZHgjmwZlj6Bh8FGmFt48uSBmdm5sLfq4ZGRmZmZmgzlIoFKAfUyqVWVlZ4B2blZWlUqnYbHZwcDAoMJBWo7W11dfXt7e3F8QCsiZB8C9MNQEe4Lzb3t5eUlIik8kiIiIgkTWPx4NoLi6XC988Ho/H43G5XCjwzTffgOKOw+F89tlnbW1t9CfS6XQikUir1c7MzMhkMnqUikQiiYyMJDJdu9kDBbd34e4p+AIDKWZwcjUql5eXZ2dnozL0As8LuvDG4/onxvPwE+8o9zB7Uh95mOwhdLn0MzwQzHNIuf3HGtLkwfvBr5de2PFBXrzoMVy9aYFA4O3tDcliwXE2LS0NfGpTUlLEYnFqaipkk09JSYFviURy9uxZFouF0AX91dra6u/vD1ILRI1WqwVFGXAwBJ6g2SZKMQ9aONjxBPn4wkkERbPZPDw8HBsbGxQUNDw8bDQa/fz8BAJBi4PAWgBZtSsqKrRabXt7e319PSjiurq6urq6oDEsFisuLg62JEcBAVtmC1Wr1f7+/jAZxj27kUIMRxc6Q5hD4Lu0tDQnJwcviavXNjc3nwt02Z3zFqLGE9k/iR7ADY92zB7zpOgidIZOWHLMEpn9DB9j77Gw2s9YmEl24Q9GNMlms0VERDBKAPdkNBoFAgHaxAlqbmlpQTND4GNAEQriQj8hGgXOQ0AXmJ7A6xe2JkHcj+SexWKJi4sLDg6G+Sos5IqKisAxEnn6gldkRkaGQqHIzMyUyWQSiQTckWUymVQq/eqrr5KSkiwWC+jKt7R3IdnFYrFgLurKCI73OW7nIdCl0WhAdhHjParKCV0YpPaO2wagC3KnoX5AQML7AXEdEfSFOHB3diW3P3WNPP7yKCZBbLPZRCIR2o2Ksc2Mo4vBYIiMjEQDORRoaWnx9/cHvwdkSgIUISmB6+iQpOrr6wNzEL4QAksR2nwV4soiIyNZLBYE7fv6+m7XOxYI1l1gTe7p6enp6fHEmlxQUODv70/fWYfoZLxv6Z0JZUpKSmDdRfAl8ntwvffk3pBcmOwiTMmM/YAPMQBIdBX8ZHxNe9pXg353V+jq7Oz0/BGArFZrbGwsYc5qbm6GmSGKnsSDuwwGAwRBGgwGrVbb0NCgUqnEYjGfzw8JCQkJCYFEGqGhoSEhIWFhYWFhYXimjZCQEB6Pd/To0S+++ILD4QQFBX355Zc722EoMTExPj4eMq6hpdeWXrwwM8T1KFNTU1VVVUSv3rp1a2ZmBhznFxYWrly5Qk9BUVJSgmaGFC1HAPW8aeTpiHJFdjvpjuNKcFE/AnTZ7XaBQODj4wPRuzB3ksvlCoUiIyNDqVTCN4r8RSFYsKEWsbRtamoKCAjQ6XRGoxFiOiCAf2BgoKurq6amJjc3NyEhgcvlhoSEcDic2NjY3NzclpYW2Kl1YmJifHx8dHR0bGwMvkccBDGdVqsVXi2Ytsd3qhdOSkpKTEwEmalzbJDpfldyk8lUWFjIYrFw61lWVtbp06fxmoeGhqqrq+vq6srKyu7fv5+RkdHe3l5TU0P4XhYXF+PWZPqQ/3yha1tEiH03yNw2ui7dXOgfn30Kn9kHq/S7Mz4Gj8c7e/asTCZLSkqCLACQKR5thxcbGwueUCg/VEJCwrFjx4KCgsCBFU2BGhsbAwMDwcMDll4VFRXp6eksFuvw4cOff/75mTNnUlJSurq6ZmZmcOfXp0yJiYnJycmgkWfcHY8g8GJRq9UBAQG4n9fp06ePHj2Kftrt9szMTIPBsLq6qlQqWSyWRqOhKEqj0eh0OrwBRUVFCF2ML+XvBF3u6WnsjudhU3ZcOY/HUygUExMTsBCCVISgqYNFEdrUGGWVGRsby8rKYrPZhOxqbW399ttvk5OTBQJBQEAAi8Xi8XjJycmlpaX9/f3Xrl178OAB8Tj0RTD92T0c6jynpKSklJQUyKvBqDOkR0+azWaVSoWjq7W19fe///25c+dQe1ZWVtLT02HrILPZjHJm1dbWVlRU4A3QaDTImkzMCeHgOUIXozu1m9f0NNCFaxrc38wNO+IP5uZh3FfO5/OlUik4qiIg4dnRYNaEIuQh1a5CoeBwOAS6Wlpavvjii7S0tLq6OpPJdPv2bcYFK9F+vIV0zRuFvS3itdmZNqygX0JvQEJCQlJSEiz/QHu5ZQSK0WjMz8/39/dfXl6enp5OT09ns9mFhYVsNhu5m9hsNpVKBWLq+vXrBQUFAMXi4uLu7m50d6vV6uvrC2KNYlJ+UM8Puhh7GDdFULSBw+6sJ3PzmratM8RBRZzf8lr3TXElAdxIBsqBLplMZrVaAV3IpVCn04GHBLAgUq+Dn6FUKkWyC61Ta2pqEhMTGduPFESEFQiPRKCczUSUM37QCpiwDhGKYFwUEIyLysTFxYG9C6kx4ZFdcRJ4QmVlZfn5+a2urjY1NeXl5S0uLi4tLTU3N+O3mJmZQYoW6Jy7d+/W19cji/bAwEBwcHBHRwcjqBBh6MIzQu0dleHj+C6ie4k3YrPZiJeOdj+xOxzkXZm8to0unIHob51eGJErYwK9ckIJsyW6uFxudnb21NQUeD/BzBDlDIWZIUowCFbdixcvKpVKNpuNmAZkVE1NTXR0NJ5nAhHasomwDtHhhN4K5YwuApaUc+SyG6sLvWdgYYnnVwTJ7IqTAF0lJSV/+ctfBAKBWCyWSqVisVgsFmdmZqakpMTExID9XSKRREdHJycnSyQSCO6Kj49PSkpC+d4+/fRTHx8flUoFqeBAbwTOMVlZWSj0q7a21qkFe8eK7CA8AgXfIQ1/UwhCaAyFPcgJK9mu2btw7nElr+yYcENcgrMOvUL0k3ESzHiMzoCyu7i4OD8/H8yyeXl5EMynUqlQ7pqCgoK8vDyVSlVQUFBaWsrj8cLCwtbW1paXl69evQqtam5u/vDDD0NDQ6VSaUVFxeDg4Pz8PONNbc5eDnRQoVfFWAwfoXA42Z3nihcvXmxubga0o8opioqOjoaZIY4u99Zko9FYUFBw/Pjxvr4+cJsEP8yRkZG6uroTJ040NzdDUjrYiB0pS8BLGNkAz58/HxsbazQatVotigED6ujo6OzshKwBZHzXnkSX3SGaEH4QoZ8Eumw22/r6OgAMDYu7k8+QYhJTKysrriYJruDnqlqcQT2/kM1mnz59Oj4+PtZBcXFxoC0Eio+Ph50pRSIRyiz/3XffcblciqL0en14eDgoABsbG8+cOQNWLB6P5+fnB85KUqm0rq5ueHjYfVIAvFXbegpXpFarAwMD6crJ+Pj45ORkk8mEu4+4l11mszknJ4fFYtFD/a5evRoeHu5hZMrExASXy90yzQa57tqr6MKlEF14EAMf5ZBUaGboRnBRO9ZqPHz4UK/XZ2RkxMXFRUdHx8XFyWSyrq4uxqzo+FVTU1NtbW0ajaakpKSxsXFsbGxLxei1a9e6u7tLS0uzsrLy8vIaGhrw3Hpra2tCoZD+sm022/z8/JUrVy5evHj9+nV6w7q6uiIiIiiK0mq1YWFhAIaqqqqAgACTyTQ8PAwZl1paWgoLCxMTEzkcjr+/P4vFCg8Ph3CvkZGR+fn5nSUk9IQ2NjaOHDni4+ND2mPpFwAAIABJREFU16zEx8enpKQgexfyt3LFSRDflZmZGRAQAF2B+IaiqImJCT6fD+pBT2h4eNjHxwcSs1EeauT3JLoo19lOXZ2kz7bclN82uiYnJzUaDZ/PDw8PLy0tHRkZuXbt2sTERE1NTVRUFIfDUalUVqsVH24XFxchszSfzxeJRAqFQq1WFxcXZ2RkQEqM7OzsoaEhYrC/e/duY2NjZGQkm81OTU1VqVTV1dXl5eVSqZTD4eB7zoeHhyN0Xb9+vampSSaTiUSi8PDwqKgoMHax2ezExESz2YzqNxgMf/zjH6urq5ubm/l8/tWrVwsKCsRicUhICOgVYS5kMBhgg3Nw6mtsbCwsLExNTRUKhSwWKyAgAHQqtbW1EH4CESgQhAKE0sQDgX4PvHIHBwddjUfr6+s5OTl/+MMfRCIRfYv02NhYqVSK70q+ZfSk2WwGExYy8SGGGB0d5fP5KBObJ6RQKMrKytwUeF7Q5QkREMKX3MQBQdtDl1KpjIiIyMjIsFqtjNWNj4/n5eVFRkbCxAzsuTAZU6vVw8PDhMJgc3Pz4sWLxcXFAoEgMjKyqKiora2tpqZGLBaz2ez4+PjOzk567P38/HxZWVlYWFhcXFxeXt4333yTlpZWVlYGBuXMzEytVnvjxg0crvPz842NjREREWKxuLe39/bt2y0tLd9++21gYKBUKlWr1TweD/b+CggIAJtYT08PcsxFzhCgLwFLml6vb21t1Wg0EokkPDycx+MJBAL4BuJyuRwOh8/nQzRKWFiYQCD4/PPPP/vsM6FQGBAQ8OWXXw4MDNC7sb+/n8/nSySSpqam+Ph4ep6PuLg4iUQCGnmkIMVlF2O20Ozs7JCQEEZ0CYXCbaEL4kfdFHheNPKeEAEeHFSMBRBtD13T09OeOChsbm7evHkTZiOQepK+CCEatLm5OTQ0pNFoZDJZTk5Oa2vrli97ZWVFp9OVlJT89a9//Y//+I9vv/1WKBTm5uaWlZXV1NRUV1dXVFSUl5fDZnm1tbX19fVlZWXe3t7//M///Ktf/ep3v/vd3/72N6lUev369bW1tYyMDIlEcuzYsf/6r/9isVj19fXgCYFiT7RaLXLkRVp+CK8EX97BwUHIO4CCNcFfHqKwAJlWq1UgEHA4nMnJyd7eXm9v7/Ly8vv378/Nzd29e3dubm5ubg5yu9fX1y8tLV2/fr23t3dubm5xcREU6CsrKysrK+Hh4WKxGO1HARjbUquRnZ3N5XJxHQm8l9HRUYFAgKfUt7tWLMFPOrrwlYmN5sW7BwnXyBMHBHgIdrXTFFS7gy78TsT93NzD1Xvy5BKiPKOqICQkJDAwMCsrKzU1NTY2FrbGE4lEcAA5oYRCoVAoRBPFiIiIw4cPf/zxx4GBgfn5+ZWVlYGBgZWVlRkZGcePH9doNJ2dncj9HIQYoAt+Ijd5FFsJscygWkB7OyCFG0r4YTabhUKhQCAYHh7u6+vz9vY+depUUlIS2K9iY2NjYmLi4+MhMg08tlJSUsB7C1FkZOSnn36qVCpBqwHtdL/uAl8NpVIZEhIC80w75tw9MjKCo4ty2CeIbkedb7fbFQpFbW0t5WxUAIJF/3OBLmRiwRXuuBYRsZ8NS2mICsDloELcBXTR8Y0bfxhHAqL38arwMvATf3/oVdFvhzdpfX09NDS0oKBg3OEaC/v9gNAAf3bYLRK5cZhMpomJiczMzD/84Q/Nzc1yuVwikWi12rS0tLy8PC6XC+uZ7u7uzs5OBDCUnAOQhrb2AWMa/AVBKPAXEZAC5myTyQShyqOjo1qt1t/fv76+fnl5+cGDBw8ePLh///69e/fm5+fn5+fv3r07Ozs7OzsLAu3OnTt37ty57SBINwB7JqH2uPfVMJlMkMIRyS5gLIqihoeH0brLVT/bMWOJzWaDpSZCF4rIQFz4XKDLjoWToG+KoqBncGUgobhfX18HdK2tra2traGefFJ0ESKLQBc6SbeHMoIHf2c45PBqcWMC/RnW1tZCQ0Nzc3MhQRKkrEFqNOSGh8cXQ0KLhIQEkUhEUVR2drZMJoOqiouLWSwWynjT29sL4cAoxGtgYMBsNiNnq/b2drVaLRAIvv/+++++++677747duzYyZMnv//+e/g+fvz4iRMnTpw4cfLkyZMnT545c+a///u/33//fX9//+PHj//5z38mvGM9pMjISIlEApDWarWQVHDL2OSMjAw2m43LLlB4Wq1WLpe7JbrwV4zQhQ+COFM+F+gC4xWuZAcrFoAHYcbubJwEeYW+4WB30IXLIgqTZpQzZuyeTRHpJe0uxCPlGCCJeh4+fAjoQhuCQKQwwhgevYsgZzab4+LiIiMjKYqCFRfUduHChcDAQJjI6RybESNv4K6ururq6tzcXFDQs1isoKAggUCQnp5eUVEBe7fW19fX1dXV1dWhHdCrqqoqKysrKythl3R0XFJSUl9fz5i1xlXvoc4JDw+XSqVg0gXZteW6C6EL9yqECq1WK5/Ph6TfQET2WXoDYHskorX4u3su0EUfzfEDXDeI9wBucba7DfHaob3LE/wQr8TDMm4Yi3F4WF1dDQ0NLSoqGhsbA4XeoINA3wBJZxFC4MzY2FhKSgrILphGQm2lpaVsNhuMXX19fc3NzRqNRqFQREVFweouNDQ0JiYGzG5Wq3VXcgNul+x2u1AoBHTh1mT3+yYbjcbMzEw+n0830OEbVuCzDDpvAcHMsL6+3k0jaegCb8M9pJQnoifd9DZ+QMhw4gxBTyMC5Qelhw8fBgYGRkdHV1RUqNVqlUpVUlJSXFxcWFhYVFSk0WiKiorguLi4WKPRFBcXl5WV1dbWBgYGArpwKi8v/+abbxISEng8HtiO+Xx+SkoKikDZ7mYFPwTZ7XY+n69QKFDGNbQxtCtOgt39MjIy+Hw+PQGjxWLBt4PZ0sDqCl34VSS6FJ96Hfz0071k89pyDxT6eSTo8NGHcm2Sfu7Rtba2xmKxzp07l5CQAHnkwekJYiUjIyMjIiLCw8PDw8OFQiE6joyM/OKLL6KioqAS1DXl5eVffvllZmZmS0vLsxJNjERMTgQCQWZmptlshnyJMDl0PzPs7+9XKBQCgQDJLlSnxWIRCASALsY7ErS5uSmVSt3vO0PPq3EwpHFPmZQ9z2dInCSw9GOWXUtLS0Kh0GQyEas+G0awQsVpc3Ozvr4+NjaWGIRUKhWeLmLHhE8e0AQdfwfE+2B8Q0R5dN5ms/H5fLlcDibvjo4O0Lu4iZ4cGhrS6XQymUwoFNJl1+DgIJ/PR+giZj4Ujb02NzfT09O3gS6Eqr0ELwJdxCtjXHERBQiid8IT6Qxd/eshsolrGQsT7EivZ2lpSSAQDA4OevgIiBoaGuLi4uwOWQ8ni4qK2Gz25cuXPZ82MD4aWhzjVhTGFTMQbktBuilUAJ1EhSEcW6/XI4NBd3e3G3sXuL0rFIqIiAiQXagZFEWZTCaBQIAclPERCh1QGHttbGxIJBJ8v0/ilREa+caQg3swwgt0hvjrIIwKuJqeIKRURMeM3LLzCBQ636Mm4t1NKNyJd0D8hStA7c6KfnSeaNLi4mJ4ePj4+LiHj4Covb09NjaWOFlaWvo///M/kEg0KioqNze3vb19enrajXeyK3ThDcabjXcRekBGdFEUNTY2ptVqCZWUzWbj8XhyuRzQBflMwaDsipMsFsvAwACoZ5D2HOlgIbUjji6K6V3j6BKLxbjOkLA+U06yy0lg7R3pBdZkGxZpYscCvZBGHqkHgVD4ic2hzUfRKHQ22GEECl2MEO8AhxzR7ziTEbUhtsMlrw0zdtGfYXl5OTAwMDExsbKyEvk9XbhwoaKiAtTfuE68qqqqurq6tra2paVFKBTGxcURtRUWFoaGhvb09IDfRmRkZEBAwPnz51ksVnR0dH5+fnt7++Tk5A4cQBnPEwMTwcoURUkkEj6fTwyNm5ubXC5XJpOB7whu13bFSbDuksvlIpEIZJcd2/fNZDIJhUJAF/Fm8QEOHayvr6elpaGgZvp7sT8nGnm6sAIC8BBuHDaHQRkWF4Ar9HN30OWGdRhv4Iq9KExe0d8fUcxNJaurq76+vufPn0fKjIiIiKioqPDwcD6fD7vj8fl8Pp8PThKwO154ePinn36KZBeqX6VShYaGIm0+KOu7u7urqqqUSmVkZGRgYKCvr29QUBBsVd7W1jY1NeVqp4UnpIcPH37++eccDoc4D+jKysoC2YX8DPv6+lxxEqS4ksvlkZGR9GmM2Wz2PL6Loqj19XWxWNzS0uKqwPOCLsqFnp1OlPNMhMCkKxZ99loNN8jxpMzy8nJoaGhZWdn4+Dja5QRMWxB+i1zawdgFOd/HxsbAu4+oH9AFDrh40hvwrgKPKq1WW1tbm5OTExcXFxYW5ufnFxISEhkZGRcXl5CQACnfIG19UlISyl8PKexTU1Mhr71EIklJScnOznblrLy5uZmbm/v73/8+MTGRmA9vbGxwOJzs7GzwkYeMv319fR0dHa44CTyqYS9z+uzaZDKJRCLP0bW2tpaSkuIGXdSPxUeekfHwZTAqsEfRhZMnSCNoaWkpKCiosLDQbDYjP1q0HR7kc+/u7sbzv+t0OovFAgHLxH1hbxRID4r2YUAp41HqJTBPQ5A8gC0/P1+pVGZnZ2dmZmZkZGRkZGRnZyuVSkhaCglMYd/hw4cPnzhxQqVSJSQkfP755waDgf5QOp0O7MXFxcUJCQmEls9ut4eFhSmVSkgYjNLZb7k7nkKhiI6Opssug8EgFAq3iy73WYSfa3S5ny7h/xJijaAd+shvq/yTk5unXVxcDA4O1mg04GcIDumAB/jZ09MDG5fAEgVQZzQao6Ki4uPjUf1woFKpuFwu5FqCwsjVHY/1QHEoyP8dkuSgbDkoYQ6AEJ23Wq0hISHx8fFXrlzp7u4+e/Zsb28veII+fPgQDhYXF+vq6hobG+12+/Xr141GI/iJIoXVxsZGaGgooAttC+ZJbLJUKo2KisLHXXhwg8EQHh7u+a55Dx8+TEpKcoUuqPa5RhcQoWdCTMK4zmRUG+5QdjEqGNwjnrEkLmR3RgsLC4GBgaWlpeAGDilB0f6uSM6AEEMZ4c1mM6TfoJxz+oDsgmLg+4v2GUJp20BNhxzhITIFDzxBYVdwIVQFlxsMhsDAwMjISPCR/+677w4dOnTixInjx4+fPHny2LFjx48fP3XqlL+/v7+/P6guQ0ND/fz8IHUpUGBg4EcffaRWq/v7+yFSBkVSu+IkyGJARxcc4+jC36CrF7qxsaFQKNrb2928F9oOQ3tNIc9g78J/4tYIQmdL75bdWXfhApG4n5t7MLaDuMRNze6rXVhY8PPzk0gkuONsbW1tVVVVVVVVbW0tOlNXVwff9fX1bW1tENoMt0A6n/z8/LCwMNj9FRCFq7xBDIL4QnkBzGYzRIIgnwkoSVyOIr58fHwiIiLGxsY6OztPnjyZlZUFAhYCXsAlv7u7u6OjAzIIwJaWTU1NTU1Nzc3Nzc3NkMIpPz9fr9cjF34CXYQ1Gexd6enp0dHRNsyeBsf9/f08Hg/QhYcq2WmmESi/vr4ulUoJdOE6ABsRgYJtK6T4dK/gC+WEIvQTFC2JGlKu0lnUPec/kUaeDglGExa9KXg9uMoFaWPoBVxJueXlZW9v7xMnTnA4HNhtJCwsDHYkgYOgoCDYnSQ4ODg4OBgOwsLCPvroo4SEBKgEOQfl5uYCuhAwQDqhdJwQzdXb29vc3FxWVpaZmRkbGxsSEhIcHBwUFAT3ghsFYoSf/+KLL44ePQoJp44ePTo1NeV55yPi8Xi5ubkGgwEFoYEIdcVJsKFRWlpaTEwMdDXiJ4qidDodl8sFdOFuCsjUgwwkUH51dTUxMRFHFwEtN+jaOxt4gb0LaduRwp1yhJng6MJ//lDoIkCFkEP0LIXJIhwSNib/AzdtxevH68Rpfn6ezWZbLJaVlZXl5eXl5eWlpSUUJ7+wsPDAQfccND8/f+/ePcj0BJWgkSknJ4fNZsNMEsXtG43G7u7u6upqSGsD25P7+/uHhYXFxsbm5+d3dnZOTk5evnz5EkYXL16cnJycmpqampqanJyE7VHGx8evXLkyNTUFO6TARj6o32yYHdlOIxsW2wcBowaDoaenB9AF82FXnATW5LS0tKioKHx4hnvp9fqIiAi046vN2cCIK53hr5WVlYSEBDq60FPYiXXXHt57Eh/WiYAuYkyh8ycjKHB6Up0hUSkBA1d33fG96LXdvXsX0lRst7bq6uqUlBRUMxzk5uby+Xyj0djW1lZaWiqTyaKjo9lstr+/f0BAAORaq6ysHBgYuHHjxg+Ua42xx5AMpxzh2Pn5+YAuT3bHgwiU9PR0XE2KbqTX60UiEaDLE1pZWUlMTHSzZ5prdCk+9dojomuLdRdFgw06dnNA0C6j60nIfVVECgBEc3NzbDZ7ZmZmu7err6+no6ugoOBvf/sbpFLjcrlJSUn5+fkdHR1gMn5CBYyrB9xuH4LsysvLQ8k8kGnOFScBuiQSCVKT4qTX69E2nJ7Q6upqUlISymfISC61GnsDWuMe54Rygy78/A+CrqdGrjj77t27Z8+ezcrKghU/pBOERIKQP7C9vR3t6o3yXvT394tEotTUVKgEdY1SqQwNDTWbzTdv3nQlmnZxQHFF7m+xtrYWHBysUqlMJhNKC9fb2+s+vmtgYCAlJYVxD4q+vj6RSOS5x8ny8nJcXFxPT4+b1v4INPKu6Gmgyw0H7Jj/PLwQL3b//v1vv/32zJkzkGtJIBCA9xOPx0OJBHk8HkotyOPx4OCjjz5KS0sjKpTJZIxJMHGF0q6ja7vz59XV1eDgYLVaDft3eRKbbLVaBwYGYMdKeoVarTYiIsJzdC0uLkZGRiJ0MdLzji43Uz5ctYivUemV/CCyi9EatmNyX9Xc3NzZs2dra2tHRkZgU2PwewIbrtFohG3y0DYokHPGYrGIRCKxWEw5jz3gUUG3DNrtpKMtvhDC24n/SwekzdmpEi+Pz0DQNyy18QZQFLW6uhoUFKRWq4kcVVtGoKSmpuIGdHTT7u7uiIgI2PGV3tv0Z1xaWoqOjtZqtXhVxKM9L+giep7+FnCVBgE5u4tIMERPlHGNkbeI2+MFtuROdCHxqhibDjQ3N+ft7X3hwgWj0YiS0iDjby+NkNMQn8+HmSGuPVMqlX/84x85HE5ycnJxcfHAwMCdO3foGw7hUVuo8UhpS1e12Z1jKJFuEL81gV44WV9fX15ejt+XoqiVlRUWiwXoQruQEPt30aMn+/v7k5OTcTUp4ozu7u7w8HCQXYw6XjsWokZR1OLiYmxsLMpmhSvuNx2ZlZ4LdNmdB008F42NRkQn2LFAld3JWoPLRALoOOvYnF368WuJknRM0hGIPw/9GQBdZWVlsP8N8ngCjIG1CoxX4O0K+cnAforWXWiJJZPJWCxWRUVFWloan8/39fX19fXlcrkpKSllZWU6ne7atWuMu3vZnXd/sjsbJ2zO9kr8cfDXiSpBnRYQEIBLG6QQZ7FYBQUFYHkDdLn31QDZha+7cNGKowtnFHyAw8vj6EJMhh4Hvp8LdOEjgt0RY4IGOwQbYipI/Ny1bKE4M9ERQkcFziiMoCLQRWc+nPNwrCK6c+fOuXPnGhoahoeH8f3vkEsUOLajWSKcsVqtQqEQJVpD1cpksvDwcHCqMhqNXdr+lpaW0tLStLS0iIiI4OBgX1/fkJCQxMTEwsJCrVY7PT29tLS03d4jCB+q8AecnJz87W9/ixaHqN+WlpYCAgLUajU47MPA4T6vBlp3JSUl4W8QhCFsBwMzQ9T5eDGiAQsLC7jsog/ztucnWygx9hFCAmdju53MXWt3Fnf0N7vzTNeU82IA/4uADfoLP8DL0PGJ/6RfgtPs7Ozx48cTEhJUKhVsgadSqdRqdUFBARzDAUoLVVhYWFxcXF5e7u3tnZ6eTlQrk8l4PB5kMuvu7hZkdYTndAFoweOpq6ursrISQuhDQkL8/f1DQkISEhLy8/NR8ilISgUpqFD4JvLGamxsbGxsrKurq6mp6enpwaOe8ae7ePEih8M5fPhwdnY28dSArsLCQtgdD/n+u0eXXq9PSEhA4hp/8K6uLpFI5CrdFb3PFxYWYmJi6HlO7diI7owu59j/PWNNZnxe4qlx3qOjC6FxN9Hlvvc9+WtXylMUdffu3aNHj549e5bL5YaFhYWFhYWGhnK5XHCGCg4OZrFY8B0QEBAQEODj4+Pj4+Pn5/e///u/CoWCcl65yuVyoVA4ODgIc8gjsS0fcJpCFB3IFV2v1yO3d71eD4GVmZmZCQkJ4eHhAoEAQjNhfyMul8vn82FjFDjmcrl/+tOfvvnmG4FA4O3t/fnnn09PTxNPBD6yX375pVarraqqSk5OJgqsrq76+/vn5+ej6BhwTd7SmgwBZvQ+7OzsdIMu+tsBdLnfIM+lJ9SecdbYrkaeGP09oefG3uWKbt68GRAQMD4+vrCwcP/+fUjF/uDBA5SNHQj2FkGp2O/cuQMxV5QzutLT0wUCgdls1mq17V29H3Ca4OOd2trZrUUYA5UJ2nMIVJQQbYX2QMFTAqMgEZ1Od/78+ZSUlKGhodra2mPHjhkMBvDPuu+gW7duaTSaxsbGtbW14eH/3961PlVxbXn/gXyIoEJ4WCb5kErlg6TKxFjJdz0zqdykMjJTprxEw5hYmZQxiSVUBqjLVQRFgXCUK0bESZQY8fooEz0nIuBzJISoGeWoPFUiQSEqKbUM3fNhcfZZvdbeuxs4L+Cs6jrV3Wc/1u5ev157r7X23v937ty5wcHBwcHBP/zU19e3cuXKmpoaCI0XFnlgD6oDzx4YFcWKUaWlpWAmJdTY2FhQUOB8qcZ79+4VFhY6R5c1tDBaAg1t0aUCErmvAVvw53eNQv+Mpdienp6srKwR7T0F9O2334LuwoXDui7gR9qx/4RAlyvHu7y0ruHkWWGTFMtoi2gJsc0XYAxPNsMzUz777LMtW7a0trYeP3580aJFq1evLi4uLiwshI3GYUPkrVu3ut3u9evXl5WVQYBFcXExbIa2cePG/Pz8hQsXHjhwQOzfJaAlpniKKGTxV3Nz86ZNm6AzbFo73o2NjevWrdOjC3fR7969W1RU1NTUpHk7dE2ogLoaN+iyJVtRH02MvNS6ADQk20ZWwwS2qulLlnJi+tEFzVCNAIeQ4VvQ119/vW3bNtPqtaioqFizZg1sM/n3agu6XDneJRvqGk4GJn0BYGCtebCCAIFBBfxsLYjAF/fJJ59s27bt2rVrJ06cWLFiRVNTU19f361bt3799Vf47e3tvXXrVk9Pzw0/dXd3d3d3d3V1dXZ2dnV1Xbp06aOPPtqzZw+e+QJQBwP9aT+JzZAggh721OMv5cSJE0VFRRp0CWiBFQTQBfv6YdRhYj1DP7yiBVwjm5ssFS1NeqDRWOSH/C5OE4ENr5tDTB3YginEHd8R2TkGbOnGjRtZWVnOY+QE1dTUfPnll6Zpwh4WwA/YBmE/4qXFx1053n/5/LArx/vJloY3/+Z15XgXras7cfYnUBper3ffvn2weTREgeTm5ubn5+fm5ubm5kKwCMSOrF27FjYNy8/Pf+utt95///0NGzZkZ2cvXrz45s2bI+X8wYMHq1at2rt3r1hxTcxGgw6hOBe6C4Loi4uLBbpM1CVubGwsLCwE4yeXEjyIB3T9/vvvBF2c+Fq80RZpCBZ53Doik4bVcohlVaxXJz7cwUSXiGbA6Bryew9M5ogE1sX8GdPqSzWQxRMz6qSTefPmzZUrVzY1NbW3t8N0j/b29vb29o6Ojk4/dXV1wef/+vXrN/1UXl4OugvQBaVt3ry5qKiopaVFDLoWfVbuyvF+UNpQ+33jv6/xunK8Kwu/ys/PX716NWyaXFpaunv37rq6usbGRhHZCL91fjp+/PixY8e8Xq/H44Hzo0ePfv/992fPnn3w4AF+u+Q9ic8NVhEDAwOrVq2Cpe3xWEsoK/DpwcRKAbDm5uaNGzeKnqGJJgU2NDQIdPGvGx6XAgMEXdLXNC4s8kNoThdHlGlaXPzivvCDCde5dNq/OVJ0EQWFnz5ZEY5M7cQKCosRBphhDWhQvTZC/f39b7755vPPP//iiy/Onj179uzZaWlpL7300pw5c+bMmfOSn15++eW5c+e+8sorc+fOnTdv3rx581544YWqqipolFDF5eXlmzZtunr1avWBk64cb/rfPf+14lOA2cerPv80K/c/86q+qNj+3XffNTc39/T08FWjR0EYXdIuB/ncDAwMrF69ura2FmI1QE2BTxn0GNwU0AL68ccfN2zYQMZd8BIbGhqKiooEuqQMYE4GBgaKiopgvR1Vj2NcoEtgxkC2dYwuHOgkngyZYBq0WA0iB/w9kddA0qjOcXqS0ZYGBgZcLtfUqVOnTZsWFxc3derUqVOnxsfHw7k4iYuLi4+Ph0u4M3369J07dxJ+KioqMjIyioqK3vv8H64c71/zdq1du/b1T6tdOd5dR3++d++etOPq8ENAHojDBkqbnJ2dffjw4V9++QX847B2CBnmCa863L948WJpaWlFRQXnp6GhYf369XwcomISdNdPP/2kYXK8oEu0VPqN418WUyvAhMJqkR+LSKmov7//jTfeSEhISE5OTkxMTExMnDFjxowZMxISEhITE5OSkhITE5/yEySA85SUlF27dpnWh7V58+aPP/7Y6/U2/u/PFQfPd966a5rmx4W7XDne/N0jXqpeQ2NE14cffrhmzRqxwNuXftq+fXtVVVVVVdWOHTuqq6t37ty5Y8eOHTt27Ny585tvvlmxYoXU31VfX79hwwYNugi3oLsmALpG9/ylWAohukIBG4fU39//+uuvA7qeQpSQkJCQkJCUlPTUU08lJSUlJycD3uBmYmLizJkza2pqTOs8grKyssOHD5Mqvj1c78rx/uVvxx49VlqsDRO9AAATJUlEQVRcwvkEHj16tH///vLy8i1btmzevNntdrvd7vLy8rKyMrfb/cUXX5SWlsISpXBSUlJSVlZWUlJSWFgonTZSX19fXFysWSuf0MDAQEFBgXQlRkGTB12ankvIdVeoxa6/v9/lck2fPj05ORlgk5KSIrAE+goABggEECYmJqamptbW1pLSKioqcEy6qOIv/33IleP98cpt0i7DLhbGVDwB553JMFB9ff3GjRudo6u/v7+goIDoLtIi5dzkqIjT8PnGke6y5SZ0hd+5c0egCwAGWBJdQaHNIAGgDkC4YsWKmpqa3bt3Q/BhTU3NsmXLDh06ZDLT2fLCWleOt/zQZXiyQyg0WTrDh/SpVAATJw47984fiyYx57O+vn7Tpk0PHjzgVfNL0zTv3LlTUFAA2+FKGTZVkVBR4+zyaffvEiRsHriZ2LyhWpACKDgx8kSGCDfijpRRXCZ/SQZzQRBOAF0JCQmpqamgtVJTU5OTk+E8KSlJIE2Mu+BOampqVlYWbJUCtG/fvgMHDty6dctE6IIaa74768rx/nVDo2CbmJgE24JV/ChwM0mTyZMk902rUZg8XtynNaxWL75AHz4njxejC9fFmRfPfO3atYAu7HrBZQ4MDAQEOQq9XT7f4OCgwT4iBrIZGtY158SJWBdZXEptXeZY0IUfKL5J7nARIS9PVTL+i79CQX19fQsWLABdBABLSkqaOXPms88+m+Qn0FepqampqalCs82cOfPgwYOq1hFZuXv/j3/NOerK8bb9eg+3SLCnejJEoDnw8NPg7TW16CKlYQhx3wb5XuDz48ePl5SUYN2lZ4+gi380DcPo7+8PCDKoLE92WhSByyemDhnWzgh+XPiTBLNjAXJiRzzDMHj4hKDReJNF3aRE8pSJHPBXi4lATiVMPONvv/22YMECobIAQikpKSkpKWAYBNSBYQOwB0Ovp59+es+ePaYayYTeW3fQleP9qq7Nti2apnElpi9EVRfPRdCFv0f43JD1F+rq6njPED9zkuvOnTsQ0WKy76ZoFNNd6ZVRFB/v8yF04ScjMCNUk/hLPFiAluggBA1d5GXzV+5QVqR3NJKkQRfWXUACRUlJSXAibgoEpqSkPPPMM3v37uVsq1rxj70nXDneFRVnNQ2MfhpCcTaCjh07VlJS8vDhQ7i0/WqA7vr55581aeTjrmhSX3zaK5ZAMuTB58TFHDR0RSH19va+9tprTzzxxLRp0+Lj48UveI2ffPJJcCXHxcWBEyw+Pn769OlxcXEJCQlS3aWirp7bELTRf18y8z+aSdoRwFRXV1dWVuYcXbdv3163bp1+r+rot8ir4iptHwJ5nsEfd2mI1O0k/ViqGxgYyM3NXbJkyQcffLBs2bLMzMzMzMz33ntvyZIlS5cuXbp06ZIlSzIyMjIyMt59992MjIzFixcvXrx40aJF77zzDqx3SfpL5HOF2ctYd8SV4/X+dFPDNs8lbaatthzpW5dqYGnXwERthMsffvhBoMuJVPX19RUUFFy4cIFXJM6jH104VkNPhoz4XzxjBHSX5q07Sa9KIEAiSNh2YN9oWF1EbJb18OFDPGbgyp1X+j/HruGgDb0gcvb0CfQlODlXvXicmPzCicfjKS8vh9V4+NvhyOnt7YXVR0w22JaPu6KS+IprpmmCqODmS81X/G0GE13k9fB/VeLCLR+a8sNDHGOq2tt+vYeDNgy0JxoRbo2sqxKY6LkR4wR52gZb4AGTQ05wFo/H43a7ISKZpJSW0Nvbu2bNGkCXtAnGeFjPUOy12dfXd+TIkUePHvX09Hi9XngOsEPKvXv3Ll68aJombFBomubjx49FFxo+0KZaXEe5B4p4psShJhUakRf7Z4Cu9w3euP0H/oXjet8gvhzFQUqAS1GR9FKk7P7tPlyear5U/c3BPQe9+480HDja+NXew/+W7/mPtd6a78/sOehtu9l/4/Yf+747/sPJZmlFmA1pdZgTuNP9232onf/FixXH3cGA2iF2XdOKRqHY8Vs4cuRIeXk5SBV3oPEvTm9vb35+vlR3ibd///59MetHT5AG/3KC3UC7u7t9Ph9sHwPU0dHR2dl56tQpCFk+efLk+fPnW1tb29raYJUh2FoJVimG3UlbWlp8Pl9TU9O+ffuuXLlimmZ3d/eWLVvOnDlTWVnpdruvXbt27ty5qqqq7du3w2SilpaWqqqq2tra1tbW2tra6urqS5cunT59urq6uqGh4eHDh8FBl3CxkXeA151SAUx6333o8vg6SvdfijgP/Djn6zOR6wkLLpFdIvFwfv78+bNnzxLJFpdc4tva2k6ePAk7JPH0ttlVGMO8kUtYCrazs1MsJQLTw1tbW7u6uk6dOnXu3Lnz58+3tbXB/vGtra2wsH5LS4tYAeXMmTNQAix2AttnX79+/dq1azD9FHALM3fa2tqam5sh5enTp1tbW69evXrmzJkLFy5cuXIFFneA7eo7OjqASb7xwGh0F3ZmC3ThLyKfrSn+FSfwb8TlcmIc53x94rNlGEaEu1yTlfhkv9Gsq0HApup5kzvSEiIulxPjAN0lKNJiNkkpCOgKLkVcLifGEUOXI6pMT6/0eTyhihWZPOja+qoIG30ua3lm2qzMo+5Dl915C6fM3+o+dDkv07827PytPAskFmlezYs8fmLoGjN5srMrK9NDGIk1edB1GeAhcMLRNSvzqHtr1qznsvKsid1bs2ZNWbj80OXl84dhFv2HCl1igWkQKXGJdwgns6482WnD55XpKHqJFjJcQmV6IK9s01a0wjXaN1kyz0twggpABQbKSa+0hNzjUiwM2BQobbuKZ1XrIoYulY2SUATRJTQboGv5fKGjtr46Je3trZf92gzOo/rQoIuIH74M/OvJTkPSz9FFc6Wnw63KdHE6fJsIoMgraiClBQSaSq6lQH8uP0+Scmh6ZwVKknKeVa0jFGR0Sf1aJjJsENeKMGqJNGFD13APkOiuQ0fffm4YPFx3kUKi+bDTXUIO4YNN4OPDuFPrLpyg0vrjGc6mllRVabR6ktNfoFV3ydBlTW9boLTtKp5VrQs+uoidXePUwujChkQ8ISI86EJjqgCWiO7C4y5QYsvnW7JE8+FQd5GbKt01fKrRXSBpU6bAibhk3anR6y5SIM/FuSLpnRboQHepWkcoOLpLIIq4j3kygaIhNmUwDOiaPIfDcZd/qEFUGVEl4iYSP3TtEcpqilBalSpZDcilvwJn4y4q/Hbo4mCxKRC3XTlWZOpcr73Gii6DBbyY1p6eJr00TcTlcmIcgC7xUpRfVzWF1JgWGcKL14eFQmvVsLVk8AQRl8uJccQs8tFAIbcZauwc0vQRl8uJcUQMXSH2z46RPNlp4ZwHHXx0qeDkkCIulxPjiBC6Qu6fHRNVpoeZseCjS7WigIakcYYsMIJETlhiL/IUcRXDefMW4vvY02U1r8vjOUgYB7HI+y9F3oDtHuoVgR2BcgJplOEgYLoUlyMNFrG1aqi9rtR5arFHc3/qFMk9WRqV0cJqQ2D+YodOaut9iXNZYTtx5BQeNQXHqoH1FTa+S9PgS8M67Q/bDBVCbPE+SbzD/n/zMtNmzV8IgRfL56e9Ol/uR+bOK14mwo+/ZMZYwIEWOI6+/Vzaq/MD97m3Tc62ui7nwSJ2Fnnk3WGOUWKA9l9Kkun9sz61cU1qhZe4dx07qXVVO64x6DRWdInpdJiwF4s4uwj8sPsL0qt0lyxyIiB8/N+8zLRZmVvffi7t7bysWVZFNAp02eouidxDUJXsWyBc2FK2cav9l8LD5jRYxFZ3UUlXB2cEDO7WZLb+WZ/aRQv3h5mxwNziL3bupNa1wtJwHs5h7xQeNQVBd3HCGDP8E5a5Hxkb8UX6YOouUClTpsCJNEpjJLpLxxjXXagfGICKU92Vt1D0DLmychIsYqO7kKhzx6hUd0mT6f2zPge6C9+WunedO6mVVfskl6pcwaVgjruIL0v6FyECQg26eOSENQ39NxCVG1BlkigNPpJxgi4ZZsi4yxJRpQplVLLNVJlQ0VZVNpaeoTI8g4zN1N5hW/+sT+2i5eMuhb/YkZNa3gpp6IbW4xxkmlwx8pPnCJPNMOz+2fFFEUZXLFZjfKMrRlqKOt21/3RX7ODHP091jij95e7f8VONtJhNUgoruhz6wcbijJ6oNMZnEmkxCxJFdyAIpyBY5E2rkZ3bA4V88L+I78s2F85ijjkuZPJQpMUsKBTdgSAyCo6/y2CuZNO6Uxu5FDiUrnlIsGSgJdxUMB6b7E188r9uGsRgG7rhyU4LJLVaFMkMfFV8hmrKiYMgDBYL4jQQxGIhVFYXegrO7ElsWDesXmORjGADL2bIV2+WXuJa8KKwzvl03qgJRkTyhHjZhm54stPS0tKGhdQfZaT3IxE7d7Z0ir6DIAxmJXcaCCJpo6S6cFBIxl2kF8fvj6iosXBCCnFYWpTow6CwASXgV04kj2oeecDElPRsEV5uWSyAl0DiM9LTaQKHQRjy+fcOAkEQV1ZHWaXVZRZ6CkmMvPQ8giRFl563UHA+UpCb1kGmbUppMlt06UM3AgmsfTIcbOFId1mrcBKEQRSS80AQaRtJdWPFjTOKOot80IkgigzVuERKFa+tfAdR3WlwomJJ2knGl/iVK3qG8tAN/7VHbBFJFguQCaslPoNV4b9jH4SBx10jCgSh4y5WXQxdwSAukapeqyDpWE6DHCc6UJXG4X0pqDRgI/8a43cd+XEeCzLB0aWnIA5s+HlESKXEIi1mk5RCiC6sJWw/0qGTS72JhZPUgCktU6QhWbg9k5QmJZFgSLblrso6SnSUyr0RaTGbpBQO3aWRb3LuBGMjxaEh280NlyN8A4bV6C9SEsk2kMuBTFHDdcGsUOKrMBHG8Dwd0/qhkbJKgIRxiPd2wqACP2EMXZGikMxAUd0hMsr/lX62NRU5RKMKXRhIWDo5q9KMcC722uSSbaL96UzZdFLMA4aK9Dnw54M/EPjrgNmDLPzFY0uanWOXzhYhszki6K6NcgqON5lLpCnDDyb+UeclSCVJn0zDnuovwjypSGWLwxmlaCElGDJlJS1Bb1Yh7HE8S4HKX7xAl61jV2dzF5cRctdGOU1wq4YtDrnUcqF3Xgv/Xuj5UQHbedWa8nEJ/MUH0GXn2OWz9LGv1l9UZNy1UU4THF1OiCtejjR9XnwpVTtSUJkKFDnBlSaXtC7+4hG6bBy72HHsfB35sElwNFMkrRoRJ5Ucq7phmnL0CcZOhFWVjlKxwV88RpedY9d+3BUpd22UU1jRpZcATfYgMoOLlaLLNjJY35wRdQs18NaDeaTPJNJiNkkpaLs0jIik3adRlDOiGgkGhqybsNjmxRpYk15q8ZNmNPyGRJ5eY0rB5eg1mIEcBpEWs0lKwd8dL0TJiHiNirvhcoTkOVECht9zZSrgIU0sSOQVU9QwG6YVulLYSHkWZYqUhtWdgJ0Ef/75Z6TFbJJSEHQXD26wFSCcTPqllwqutDRb9qQsaXxKmptExJ1wjoEhkIYJ+7JV5RC2h9jWZwYy9xtIZYk7kRazSUpBXi3UdAAqqYxKMUAEWuON1bBnKpQMzy49xyUYSGOouOW14+yisRo2pE+APzri+MYOZXJixNAVIYqYRV4lkeGpdHT1SrFqaHUOObc1mThnw/YmvoPeON9agc6f57EXU6w2Qx9bDVu6MQLfcsFJvbgEUQvd/VK7rYSP1R4pCh+6womiMJMT0Ep1XdhYEu+bLzrLJ07x2Au/WFtn71vQZb3pv+IBHxKnmWUetKIWS03KJQBQ62iaiFDMmxxuCttXBsNYvG++phKfP89jLxzoLutNH/Yxs22K/LMweb1EAeEC6exLgiTCDEsTEQoTuvgogtw3tV/9MfbogpI3GsrXVy0dvJFxl1PdZY294IG5gXIU6BpBwAdBIFsjYLgWxdoEPoViZB+ECFDQonilb1c/RYLIhEo0eeSrtDo9h4Ql6QgK38cmBG5N4c0n5/xXxZj+WyOtTlU1biNpCHrjunGXRVhR7AVHFx8K+SzokqwgwJIr6uVrBFgGVtnSDRmshUuXCYgABQdd/MWbsskX3Oejyq6RIQJOJ+xx6eccmlbvAgYhEVaCT2wix1Hqoi5sxCO8SavjbSRPgzxAU4Yo4elSxcjHKAwUqp4hli2puAgS0omFT2pbw+mJzNlyIiWYmkXcRCbyholk+NJAwMaibDAruWCA8GzIviOkdvx8SHqxGRrhgUAa5420mE1SCu3Mf1OhXvBHl9/UF2iyDpU+ixTb+C+OVX0WzoO0Fn1/UtMoghaeDHuKTetz5izB+XVG3X7iN+EEX2Lq6urqlFHHaKm9vR1+VdSGSFx2dHRgbjmfpJnSBPgmL61bQdLCpbkeP35MXve4sRk6QddYco2u/GCR7edjLOxFtmlBJ/6spF8lfUb+ucRfN95ZICmH/LE4BhsBYZrg6BrvFKxWh+7p8ZKjn+dRM8BRre+tjBt0xShG445i6IpRjEJFMXTFKEahohi6YhSjUNEwunpiFKMYBZs6OzvNmO6KUYxCR/8PdiS7+06E0xAAAAAASUVORK5CYII=&quot; /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Tabela normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;
 mso-fareast-language:EN-US;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;COLIMADORES.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;-&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;O fóton ao sair do paciente
encontra primariamente o colimador da gama – câmara;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;-&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;O colimador seleciona campo de visão
do estudo e a direção de entrada dos fótons;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;-&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Separa fótons não perpendicular
ao equipamento ou com variações de energia;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;TIPOS DE
COLIMADORES:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;- &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Colimador de furos paralelos; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;- Colimador de furo único;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;- Colimador de furos convergentes; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;- Colimador de furos divergentes.&lt;/span&gt;&lt;/div&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;Colimador de
furos paralelos.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;É o mais utilizado na prática diária consiste em uma folha de chumbo com
milhares de furos paralelos distribuídos uniformemente. Constitui-se de
colimadores para diferentes taxas de energia&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;Tipos de
colimadores de furos paralelos:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;§&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Baixa energia (LEHR) – até 140 keV (ex: Tc 99m)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;§&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Média energia (HEGP) – até 400 keV (ex: gálio 67 – 93, 185, 300 e 395
keV)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;§&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Alta energia (MEEP) – maiores que 364 KeV (ex: Iodo-131)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;Colimador de furo
único (Pin role).&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Aumenta o
campo de visão da região em estudo, proporciona pequeno campo de detecção. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Possui um ponto focal e o seu campo de visão aumenta
com a distância. Utilizado para realizar imagens de órgãos pequenos, como:
tireóide, paratireóides e rins.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;Colimador de
furos convergentes&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Aumenta o campo de visão da região em estudo.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;São utilizados para magnificar a imagem
geometricamente .&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Aplicação
principalmente em exames pediátricos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Substituíram
parcialmente o colimador Pin Hole.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Utilizados nas imagens tomográficas por SPECT.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Otimizam a
área do detector.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Ex: Fan beam (septos dispostos em leque)., utilizados para estudos
cerebrais e Cone beam (dispostos em forma de cone) para SPECT.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;Colimador de
furos divergentes&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level1 lfo4; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;-&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Diminui o
campo de visão e a imagem;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level1 lfo4; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;-&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Permitem imagens
de maior área corporal que a permitida;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level1 lfo4; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;-&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Desvantagem
por produzirem distorção da imagem;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Ex: cintilografia pulmonar em pacientes&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;anatomicamente largos.&lt;/span&gt;&lt;/div&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;Cristal de Iodeto
de Sódio ativado com tálio (cristal detector de raios gama).&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Depois de
passar pelo colimador os fótons encontrará o detector de radiação gama,
construído geralmente por cristal de iodeto de sódio ativado com tálio;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Este cristal tem a capacidade de absolver a energia gama e transformá-la
em luz; Ex.: 1 (um) fóton de 99mTc (140 KeV) emite 4.200 fótons luminosos no
cristal.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;Fotomultiplicadores&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;São estruturas capazes de ampliar a energia luminosa
produzida nos cristais e transformá-lo em sinal elétrico. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;A presença de maior número permite melhor resolução
e localização espacial da imagem.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;Captador de sinal
elétrico (detector de sinal elétrico).&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Após o
fotomultiplicador transformar o sinal luminoso em sinal elétrico, este sinal é
captado por um dispositivo que transforma este sinal elétrico em informações
que serão processados pelo computador.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;Circuito elétrico
e computador&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;-&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;O&lt;b&gt; &lt;/b&gt;circuito
elétrico serve para movimentar o cabeçote, a mesa e selecionar a janela do
fotomultiplicadores (para seleção de energia desejada Ex.: 144 keV).&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo4; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;-&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;O computador serve para transformar o sinal
adquirido no equipamento em imagens e para processar essas imagens.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l2 level1 lfo4; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;-&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Existe no
mercado uma variedade de gama câmara, embora o princípio de captação de sinal
para a formação da imagem não mude, os modelos variam de fabricante para
fabricante.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;TÉCNICAS DO EXAME
EM MN.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;- Estudos estáticos – imagens planas (estáticas) que podem ser adquiridas
em: Spots (exames de tireóide), Scans (cintilografias ósseas e pesquisas de
corpo inteiro);&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;- Estudos dinâmicos – várias imagens, em pequenos intervalos de tempo,
úteis para a obtenção do fluxo sanguíneo dos ossos, dos rins, das vias biliares
e estudo do refluxo gastro-esofágico e do esvaziamento gástrico;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l4 level1 lfo5; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;-&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Estudos de corpo inteiro;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l4 level1 lfo5; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;-&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Syma: utilizado em conjunto às imagens do coração,
em movimento, para a obtenção da fração de ejeção do ventrículo esquerdo.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;- &lt;b&gt;Estudos Tomográficos por emissão de fóton único – SPECT - &lt;/b&gt;utilizado
para a obtenção de imagens tomográficas e tridimensionais&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;- Estudos
tomográficos por emissão de pósitrons – PET.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Ambas são técnicas de diagnóstico por imagem, que diferem no tipo de
radioisótopo utilizado.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;PET é a Tomografia por emissão de pósitrons, que utiliza emissores de
pósitrons como o F-18 e SPET é a Tomografia por emissão de fóton único, que
utiliza emissores gama, como o Tc-99m. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;PT&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT;&quot;&gt;Tomografia Computada por Emissão de Fóton Único – SPECT. &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;i&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;&quot;&gt;SPECT&lt;/span&gt;&lt;/i&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: EN-US;&quot;&gt; &lt;i&gt;– S&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;i&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;&quot;&gt;ingle &lt;b&gt;P&lt;/b&gt;hoton &lt;b&gt;E&lt;/b&gt;mission &lt;b&gt;C&lt;/b&gt;omputed
&lt;b&gt;T&lt;/b&gt;omography&lt;/span&gt;&lt;/i&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;PT&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt; line-height: 115%;&quot;&gt;Assim como na PET, SPECT calcula a concentração de radio-nuclídeos
introduzidos no corpo do paciente. Como na tomografia computadorizada, isto é
feito girando o detector de fótons em torno do paciente, para detectar a
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&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;PT&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT; mso-bidi-font-weight: bold;&quot;&gt;Como a fonte, os
radio-nuclídeos, estão dentro do corpo do paciente, a análise é muito mais
complexa do que para a tomografia computadorizada, onde a localização e energia
da fonte, externa ao corpo, é sempre conhecida. A energia dos fótons da SPECT
são de cerca de 140 keV. Como somente um fóton é emitido, não se pode utilizar
a técnica de coincidência, utilizada na PET. A resolução final, da ordem de
7&amp;nbsp;mm, é um fator de 3 ou 4 pior do que na PET, e muito piores do que
tomografia convencional. As imagens são limitadas pelo ruído quântico. O custo
de uma imagem SPECT é da ordem de US$ 700, enquanto o de uma PET é da ordem de
US$ 2000. &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Os actuais PET e SPECT funcionam com o mesmo princípio do antigo
mapeamento de tiróide, apenas foi acrescido e requintado com sofisticação
técnica e com os modernos recursos da informática.&lt;br /&gt;
Inicialmente, primeiro injecta-se no paciente uma dose de uma substância
radioativa, chamada traçadora, que será absorvida pelo cérebro. Normalmente
trata-se de uma molécula normal de glicose, facilmente absorvida pelas células
cerebrais, molécula esta ligada artificialmente ao flúor radioativo. As células
no cérebro mais ativas absorverão mais substância traçadora porque elas tem um
metabolismo mais acelerado e, consequentemente, necessitam de mais energia.&lt;br /&gt;
Nessas circunstâncias o átomo de flúor, por ser radioativo, emite um pósitron,
que é uma espécie de eléctron com carga eléctrica positiva. Quando este
pósitron colide com o eléctron ocorre libertação de raios gama, que são
captados pelo aparelho de PET (Positron Emission Tomography). Quando a emissão
não é pósitron mas sim fóton (outra partícula do átomo), o método se chamará
SPECT.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;VANTAGENS: &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level2 lfo1; tab-stops: list 72.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Emprega-se radiofármacos convencionais;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level2 lfo1; tab-stops: list 72.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Custo acessível;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level2 lfo1; tab-stops: list 72.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Seu princípio é o uso de um radiofármaco.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Modalidade
de imagem que combina a técnica da medicina nuclear convencional e métodos da
tomografia computadorizada (CT), onde os dados de imagens projetados são
adquiridos de diferentes ângulos em torno do paciente.&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt; line-height: 115%;&quot;&gt;Na técnica de SPECT Atividade detectada deve ser a mesma em todas as
projeções.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Problemas
encontrados na prática:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level2 lfo1; tab-stops: list 72.0pt; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;Ø&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Angulação do detector ou colimador;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level2 lfo1; tab-stops: list 72.0pt; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;Ø&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Variação da atividade com o tempo;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level2 lfo1; tab-stops: list 72.0pt; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;Ø&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Atenuação não uniforme;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level2 lfo1; tab-stops: list 72.0pt; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;Ø&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Movimento do paciente.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-style: italic;&quot;&gt;PET (POSITRON EMISSOR TOMOGRAPHY)&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Detecta com precisão quando determinada parte do corpo apresenta
alteração de metabolismo. A máquina obtém uma série de imagens e as agrupa,
criando uma figura tridimensional na tela do computador.&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt; line-height: 115%;&quot;&gt;Seu princípio é o uso de um radiofármaco chamado FDG, ou fluoro-deoxi-glicose,
marcado com o flúor-18 (FDG-18F), que é semelhante à glicose.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;O FDG-18F é captado por células que têm
grande consumo de glicose por ter maior atividade metabólica. A partir daí, os
médicos podem fazer recortes nas imagens e selecionar partes do corpo para
realizar observações mais detalhadas. “O exame antecipa o diagnóstico e ajuda a
acompanhar com mais precisão o estágio das doenças”, Máquinas como o PET-Scan
simplificam os procedimentos &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;médicos. “O equipamento tem a vantagem de descobrir, de antemão, se o
tumor é maligno sem precisar fazer exames invasivos”.&lt;/span&gt;

&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;FDG é uma molécula normal de glicose, o combustível básico de energia das
células, ligado artificialmente a um átomo de flúor radioativo. O átomo de
flúor na molécula FDG sofre um decaimento radioativo, emitindo um &lt;b&gt;pósitron&lt;/b&gt;
( este é uma espécie de elétron, com uma carga elétrica positiva, portanto
trata-se de anti-matéria) Quando o pósitron colide com o elétron ocorre uma
aniquilação anti-matéria, liberando um jorro de energia, em forma de dois &lt;b&gt;raios
gama&lt;/b&gt;, orientados em direção oposta (180 graus uma da outra). Isto então
será mostrado pelo aparelho PET. Por isso que o PET se chama &lt;b&gt;P&lt;/b&gt;ositron &lt;b&gt;E&lt;/b&gt;mission
&lt;b&gt;T&lt;/b&gt;omography.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQEAAACaCAIAAAAmWGqeAAAgAElEQVR4nO1ddzzV3R//4EbLQ1MqSvvJE5XRpidFQ1tp/yraQyRaT6gklKS99y5pPC0rWwgtSZMoZJN53ffvjy/3Xvta9aT7fp0/7v1+zzmfc+497zM+53M+hx5PGi8MwvA7B/rpJRAGYfi5QcgBYfjdA48DEEKI3wlCDgjxu0PIASF+dwg5IMTvDiEHhPjdIeSAEL87hBwQ4nfHf5EDZmZmGhoaP7sUQvwu+C9y4ODBgytXrvzZpRCiHFy9ejUwMPBnl6KO8XM4kJWVtWrVKkNDw82bN+fm5h48eHDNmjXLly+PiIgAcPHixa1btwLIzs42MjJatGiRubl5QUEBfw4hISGGhoZeXl4GBgYhISEFBQWXLl0yMjJauXKlt7c3gH///XfFihWenp6LFi3avn37/fv3DQ0Nk5OTAXz58mX16tUmJiYWFhaFhYU/oL4NAxwOR1JS0tDQ8GcXpI7xcziQlJRERAsWLAgPD79169bp06ePHDnSv39/eXl5AFOnTm3cuDEAfX39Tp06BQQESEtLL126lD95y5Ytly9fvnTpUiJycXF5/vz5/v37z58/r6urKyUllZmZaWtrS0SWlpbTp08nInt7e3V1dS0tLQC7d+9++PChnZ0dEf3zzz8/oL6/ENLT08PCwtzd3V+/fg3A19fX1dX1xYsXzFsXF5eQkBDms4+Pj6ura0JCQqkc4uPjQ0JCvn//Hhoamp+fDyA0NNTV1fXJkydMhNevX8fGxsbGxj558iQ1NfXNmzdv3rxhXmVlZT169MjDw4PprX4Mfg4HkpOTiWj37t3M11u3bvXo0WPYsGFM058/f3779u0BDBw4cMCAAQAUFBTGjBnDTR4fH09Ep0+fZrh05coVAIGBgT179hw9ejQRpaen7927l4gAmJiYSElJARg/fnyXLl0AsNnshQsXamlptWjRouH1arWEi4sLEc2aNevatWvOzs5r1qxZv369nJzctWvXALRt25aZphoaGg4dOnTJkiX9+/d/9eoVN/mbN2/69u07b948HR0dIsrMzHRzc1u1atWGDRu6du1qa2sLYPDgwT169LC0tGzfvv3gwYONjY07deoUGBiYkZFhaWm5YcOGefPmDR069P379z+myj+TAzt37gTg7OwsIiISERGxb98+ERER8HFARUVl4MCBABQUFEaNGsVNznDg3LlzkZGRRHT//v2oqChJSckbN254eXkxHHB0dGQ4sGrVqhYtWgAYO3asoqIiAD09vd69e7PZ7I4dOy5cuPAH1PcXws2bN4no06dPAMLDw319fWfNmiUtLa2trQ1ASkqK4QARHTlyhPlw9OhRbvJz584RUUxMjKGhoYiISEpKSmRk5LNnz2bOnNmlS5fOnTsDGDx4cPfu3T9//tyrV6/BgwcnJCSwWCwTE5Ps7Oxnz57t2bNn0qRJzPD+Y6r8czjw7ds3ItqyZQuAmzdvSkhIXL58mek5AEydOlVCQgKAiYmJrKzs6dOnpaSkrKysuMnT0tKUlJSmTp26ePFiInrw4MHbt29btmzp6Oi4bNkyIkpLS7OxsWFyW7BgAfNhyJAhsrKyAKZNm9azZ89Lly4R0ezZs39AfX8hMOPAs2fPAAQHB3fs2HHPnj39+vUbP348gBYtWqxatQoAEe3duzcjI4OIzpw5w01+5coVIsrOzma4lJqa+vHjx969e2/atGnq1Kndu3cHoKamxkxKZWRkFi9eDEBUVHTz5s0Atm3bpqSkdP78eSK6e/fuj6nyz+FATk6Og4NDUFAQ8/XRo0eWlpY2NjZMj/Lw4UOmjwFw4MABS0vLEydOlMohNjbW0dExJCSEiC5cuAAgJCRk69at27dvd3R0zMvLCw0NdXBwAODp6Xnw4EEAN2/e5P5be/bssbS03L179+PHj39AfX8h3Lhxg4jCw8MBDBgwQEFBAUCnTp1GjhwJQEJCYsmSJQCYYTwhIYGZlHKTMxx4/PixlpaWuLg4gFWrVjF9kK6uLjO8KykpMVNcaWnpmTNnMrlt2bIlLy+PGd4/f/5MRLdu3foxVf4v6karRFxcnI2NTVRU1MWLF1ks1r179352iRoO3NzcunfvHhkZCSAiIkJTU1NPT69Pnz5GRkYAVFVVmdH7zJkzw4cPnzx58uLFi1NSUrjJc3JyVq1aNXfu3BUrVoiKiqakpHz58mXcuHF6enpqamqTJk0CMHXqVGb4HTJkiLm5OYBevXrt2bOHw+EcPHhw5MiREydO7N69u5eX14+p8i/JgcLCwoCAgMWLFy9evPj8+fM/uzgNDRwOh/u5sLAwPT2dzWZzX3Hf5uTkZGRklEr78uXL58+fAzh69CgRff36lXmenp7O6Ij4Myn7AUB2dnZmZiZ/GeobvyQHhPjPIiIiwtjYeP78+QMHDty4cWNubu7PLlHVEHJAiDpGSkrKixcv3r59+7MLIiiEHBDid8evwIHcXMTEFIUfuH0oxG8CgTng7Y3Ll3mhzGKovuDigilTICFRFHr3xuXL+P79B0kX4jeAABx4+xYLFqBpUxDxgqYm7OzqvXS2tiWEcsOkSQ2fBoWFRUGIekZVHIiORu/e5TdEImzZUo9Fs7auUC4RFBSwYwdycuqxAB8/4ulTXvhh2roXL7BuHbp1Kwra2nj69AeJ/i1RKQeioqCoWFlDJEI92V1WTgBuqCezqrQ02NmhU6cSsubOxfXr9SKOH9evQ0KinJquWlXvon86Ll+GnV1R8PX9YWIr5sDbt+jWjfcfNG2KsWPx4AGUlMBilfh7rKxQh2rgvLzSU6AVK/DgQVE4cACiorxX06ej5LmCOsD379DWLp9yoqI4fryOxfHj0iU0aVIh4f/+G+fP1319+fHpEyZNgo5OURg/Hm/f/ogBMCAAOjolKtu6NaZMQWJivYuukAOvX5eYArVvj4AAMPt837/jypXSf1Udmje5u5fIec2a0hHOnIG4OC/C1KkoY8Jec6SlYezYKgafY8fqTBw/rlwpQe+KSBgdXS/SORwsXQpJydISmzfHwoUo3ieuFzx9ChmZ8us7dCj+/bceRQOokAMrV/LKISeH0NDS6Zyd0bgxL46OTt0sUvPyMHFiiRGgXFy4UKK5XL1aB6IBpKdjxIgS/0GfPnB0RNu2pRviqVN1I5GLGzdKTIHGjIGjY1EwMamiU6gTLF1aGffqz8I8IAAdOlTB/HqeB5bHgehotG5dJF5evsIF2evX0NfnFbROJnDBwUW5SUhU8WefOQNp6aLIf/6JvLzaik5MLDEcN26MixfBmLu8fw97+xL/ipgYjhxBsQFMbREUVIIA48cjK6tEhG3bSkg3Nq5L3TSHU6LLI4K0NLp2Ld0QDQ3rfjQIDETLljwRsrLo2bMo8I9I0tJ1vy8UF4dFi5CaivI5YGrKE3/2bGUZ3bnD05kOGlQHJeN2w126VB15wQJeOc+dq63of/7h5da0KW7eLB1h797SzSI+vrZCAeTlYfnyEiNAuSOqjU0J0XVlKsvhwNCwRM7z58PHB1lZWLKk9BRl3rzS5KwN/P0hK8vL/K+/8O4d762rawl6DB6MYvO7OsDHjxg0CEQYNQrx8eVxgDvijxmDuLgqsrtypSi+lFRt1Sa3bvGqffJk1fHDw9GqVVH8AQNqJToqCt27F2XVrFk5BGCwa1fdj9EfP/J+8AkTKuvgt21Do0ZFkTU06kYvbGRUokY7d5Z4GxCANm1KRAgPrwOhANhszJ3Ly1ZZGZ8+lY7j4QEpKV4cNbW6mW9zODh6lJetp2fFHOjUSSCRGRk8/emUKUhLq2HJMjIwY0ZRPt27g88kvTJwJ2N9+yImpoai2Wzs3s37URwcKou8Zw8vZvv2ddA5TZ8OEREQoV27qtVr3J+ICI8e1Vb0x4+Ql+dlWHy8uwS8vaGhwZuZjBxZW6EMAgN5M4jevStc6D96xJvxEuHBgzoQnZnJG986dMCrV5VyQEBcuMDPqhqWLDCQl4ngipe3b3mptm2roejv33n/saIiIiOriO/oyBOqolJOByY4/PzQvn1RVnyHRSuEmxtvqKzl0AfA3JxXkV27Kouprl4UrWXLOuBeQQFvEFBWrmKTx9OTN9qrqdVWNFCiv1u7FuWvB5jXFy4ImumNGyVWBTWYMublYfjwohyaNIHgx2JycrBuXVFCOTl8/Fht0QDMzCAmVtSvC9KgMzNLTFVVVGoilMGKFUWZSEsLurrg7l2oqiI9vYZyORw8esSjn5RUFQO4tzfatSuKPHNmbadhr18XZcViCcR8rq6ieXPwnd+vCfhnQQMHMuNPBRzo168aSnc2GxMm8EpZMxMXriZq1Kjq6R8OHiwxna2u9Kgo9OpVlLxtW4GScDh4/Ji3iywmVsMV6p49vN3GnTsF3YoKD+etH8qdvQgI7nq0c2e4u1ct/dQpXn1rqQPkqr9lZQXa8nvxgvcXW1jUSrSFBS+riAjmWQUccHSsXtaPHxcNWI0bVzstgP37i0YSKSk8fFi9tPzbea1aVS8th4MdO3g/ip1dNSjEr1AfNqy8NsQBKs4tOxstWvB69DdvAGQLIjczE//7X1FCJaUaroL27uUtr2fOFChJTAyGDStKMnFizfWkbm686biTk0BJsrIwbx5v7lTjyeenT1BWLsqHT8dVAQdqoGrkTtr696/2xu2UKbxhpAbYsKHoH5WRqXo2z483b3jFJsLLl9VI+/UrT2vRtCnKeL4AooB1FSY3MysaBMQbISaeDVwAjggo+uRJXpmPH6/20JeYCBWVouTi4ti0SdCE3IYoIoJinyDVQ1YWDAx4hRf8rJmHB2/+efhwTeYahYU4fJi3qvHw4L4pjwP791dbAJtdYp9l375qpI2I4LHT0LAmu105ObymrK9fjYRv3vDKPGgQPn+unlwjM74xxLZs7sCc8hOGPYdCsS3WAiMgMQ87TuCboLPswEB06VKUXEam2hZER47wii0jUw1zoKtX0bw5b8paAzx9yhM9fHj1tGrTphUlbNOmJqMQm83T806bxv+m7s6RvXvHWxnv2CFoKdls7NzJ602r1RNz8f07z7xv8uRqGPBxVY09e+Lbt+oLTsLq5WjVFeIS2L4b+Arw69dnAqMBbsPOA4ob64eP0BoEIhhuQEE2oAwQ8AqCY8mSImuRdu2qV/JPn9CzJ68hVtf2SU2N14KzBZq7lQDXGExcHBcvVi+toWFRlRs1qonRPnd3RVQUJR1s1h0H2GzeVmuTJoiNFShVYiKPOWZmNTSK5HDg4lKUSaNGENBH3/PnRTNyFqsa8wEe2EBXYDrSruGONy49AOIAAjYXR+gHiAGMV6+vwGiA+U38gRVIccC2/eDcBYYABFwDqtO3fftWNKsWFcX8+dVIyN2SY0JZS7DK4etblJDFEmgfkx+Fhfjrr6Lk2trVtjVOScEffxQlnzChemn5VwJ//FFq96lOzxNze3QimJgIlGTjRl4SS8uai46P52nQtLSQmVl1Eq6KukmTyncD3wIXwQZK/WdsoANAAAFGwFMgvvirNQBAAyDgDJABqAIEFAD/Ak2B/kAisL44/u1q1zcvj6fYmTKlGgn5DWHGjau2uQe/imbQoOqtyAsLISdXlFZXt3pyGWzZUpS8a9fq6ab4p3+bN5d6WaccSEzkqWhat656tpeQwLMZ7NKltuY3/HTy8akickAATy3TtStjO1URUoFIPASmAhOACL43zsWNmIBWwF98X/sAzQACOgE9AALEAKXih4bApuKYSjWpbGEhTp8uKr+UlKAbqF+/8mxge/WqyU5OdnaJhV9ERNVJuLC0LDJ6FxNDsTP36iE0tIQyQEDk5cHSkreW4LdKAlD3fiVsbXlWzUZGVURev55XpVrqfQG4uPBWxuXae/NjyZKimL174/lzwQSkA7rFvf5hIAFI4mv0NQuDgZoefvj8mafemTFDoAbNtQ4SFYWNTQ3lenvzLCwEP1P+4QP69uWVtmbnct69Q//+RZnMni2o8WxMTOVzjbrmQF4er6fp3BmVuIzkV27UlU28lhavtu3bo/jSh9LgbwoCra4SgGSAUVg9BBQBAvoBY2vNgX7AbKCaE2surKx49a2yZ33+HJ07F0WWlq7VXi93r7pNG4FWxhxOia3MKkfpSrB3b9GmPpGgx6wXLy6KLyYG27LquzrnQGEhjh3j1bZlS/j5lRMtJIS3996uXYWNtbp48wZ9+vCkt2tXzs/EP5S3by+YuYEpoAY0B24Dz4ATAKvWrZ8/HAM8ywSP4nADuArcAsocVzh1irdMVFWtwsh361Zere/cqZXHirVrixqimBjWr686fno6Ty8pJ4fg4JqLzswsMnsmgqZm1fHfvuV1yn/9Ve5Csa45AODjR6iq8tqZjAy8vUtECAwscXSobs8oXb3Ky5kIHTti48YiPcDVq5g9u8TbHTsEzvclYAGI1mnTFzAsBjYA2/jUrHwYOJBXnb59K7SYcnLiRavodJ7g4Lcy7N276lUBv7JEEM5UjqFDeQuh+/eriMx/NuPw4XKj1AMHAMTH86aqzGigq4sPHxAdjUmTSpik9+lTdo1SKyQllTBMZ4KiIgYN4lkHMGH7dgGyiwWigRggEcgEnIFJ9dziJQE5QA44A/gB/lUU0Nu79EmUsroafkPXNm1qaFnIDzYbDg68PCu3Oc3NhYJCUcxhw+rgPPTjxzzRzZtXpgp3ceHZZVT8d9cPBwB8/lxiWkIEcfESZ+GJ8Oef+PChbsSVwsyZpWlQKpQ3L+SDM3AW2A80BUSLgxggBTSun6avCawEVgJhQCFvN00QcBVETOjXDxcvFk11QkJ4UyAmLF5ci5+VD1FR6NGjKM/GjSs8PpWVhSlTig5IECEqqg5E5+VBQ4NXoyZNyrdZvHeP5/mhS5dK1kv1xgEAMTE8u/OyQVm5DjqkipCXh1mzeIsn/sBiVTwF2gYYAAsqbqligHj9cGAEYAwYA9VXGsbElHYFQIQxY/C//5U+BTZ/fl26ZuE/fdqkCa5dKx0hN7eEh4SFC2uytVwukpJ4qwIiSEri9m3eCqewELdvlziRbGxcSWb1yQEA8fEYObLEiThm/Bo+vObHvgREQQGeP4emJlRV0bUrJCSgqoo5cyodeV4BwUAw8A74UDJ8BJKBaGBKPc+FpABJwBC4Bwh8cDEjA5qaVQx9ixfXsefG5GSMG1dinD9zhmdzFRzMM4UkQqNGlSkJawD+yRgzFqmrIzgYwcFQVy/h9OTvv5GUVElO9cwBBu7uMDfnhSrXMXWOuLgKjwhXA67A6h+yLF4AGAFrgOpY7yYl8RaLZUM9OUfJyCjtj6xXL+zciTVrSo+9ly7VvXT+c3AVBQ2NKn1S/BAO/PJIBy4CEvXW6FWBi8B1IAQIq3kxk5Lg4gIFBbRuXWTg2bo1Bg3Co0f16CQrIwPjx1fWCkVF68DrR0VYu7Yy0aNGCXIwXciBKuEPtKnnjp8FSALdgRvArTKGSdVEZibS0xEaCgcHpKfXpRvMipCTU6FzvkaN6pEADCwtS+jimSAri9mzBTxrKuRAlbgP2AN7ACe+cLDY3rNOwl/AHmA/YAvYAnXnw+eHISMDTk6lPXMtWoQ7d36E9JQUODnByQmTJ2PyZDg5ISRE8NRCDtQYjKFEl1o0/SZAL6ArIAb8BdRi9/Q/gthYvHjBCz8eOTk1sAERcqAGSAemAJqAPTCtFhwYCADIBFYCcwERQBmo/iE+IWqH/zQHsrOzswXTKLPZ7MzMzMLCwoKCAuaDIKlSU1NzcnKY5AIWiQPsQ2YGzgBpQGRxax4D6Jds383LfCCgP3AT6FP88M+SebsDF4C+wNQ0uFTl30+IOsN/mgOampoDBPMk5enpyWKx3rx58+DBAxkZmY8C7L4VFBSoqKiYm5uPHz8+ujob+LG8E1/9AQLUgRzAgq+tzwfigbmACRAPjCt+zhx2SQPiARNgXnnZZwGRZ/FtHhABvBG8WELUFD+ZA5VfR37mzJkT5fhrKAcfP360trZOSkq6ePEiEUUV78mXzZ/7hMPh/Pvvvx4eHlZWVvzjhsA3pDsDYsBAgOmyjYsb+uwypyLTAZ3ixYN3OTlVAD+gFkbGQgiKn8aB5OTknTt3Ghoa6unpXbx4kcPhHD58eNSoUWfOnBk5cmRQUBAAc3NzY2NjAOHh4VpaWqdPnx4zZszBgwc5HM6AAQNcXFxSUlIGDBjw5MmTjx8/6urqxsbGXr9+nYiio6Pj4+NNTU2XLFkyduxYb29vALGxsRMmTJg2bZqGhkZUVNSXL19MTU1NTEwWLFjAXCgdFhY2cuTIadOmzZ07N6UKvfJ3QAXoBXDPsxsCBCwox8IZADIBJYAAAdyqCfFj8dM4EBAQcPv27VOnTo0cOVJMTCwvL2/Lli1EdPToUX19fTk5OQCqqqqKiooAunXrNn78+JMnTxLRunXrOBwOER04cCA+Pp6I7t279/TpUyKKiIi4desWESUkJDx48MDT09PBweHPP//s2LEjgAkTJsjLy3/79m3FihUHDhy4ceNGYGCgtbV1q1at/v77b0aKtrb2t2/fiGjt2rWVFv8Q8FfxCMDgBLCo0iQ7AQJq4RlOiPrBz5wLXbx4UUFBQV9fX0REJC8vz8rKSkxMDMCCBQtkZGQAaGpqqqurA5CXl9fT0wPQrFkzMzMzhgNHjx7NyMggokePHoWHhxNRZGSki4sLEb179w6AhYWFsrLyqFGjmNx0dHR69+7NX4C5c+cOGzasb9++gwcPZqTo6+sDaNy48cqVKyst+yvgY/VrvA5QrVFCIeoRP40D9+/fZybujx49IqK8vDxLS0tRUVEA//vf/2RlZQFoaGioqakBaNGixbx5896/fy8uLr5x40aGA+fOnXN3dyciV1fXUhxIS0s7cOAAEQGwsLCQlJQEMGTIEGZUefnyZVhY2OLFi5s0aQJAV1dXRUWFkTJnzhwALBbLwMCgfur98pfcAmvQ+GkcePnyZe/evU1NTXV1dRkObNq0iWm1M2bMkJKSAqCurs602vXr1/fq1Wvjxo1//PHH+vXrORzO+PHj//7776VLlxLRgwcPQkNDmbkQsx74+vWrp6dn27Ztt23bpqSkJC0tDeD48ePt27e3traWkZE5efLklStX2rZta2Vl1aZNG1VVVUZKt27dNm/e3KZNm9u3q+/vRIhfEz9zLvT58+crV644Ozt7enoWFhZ++PDB3d0dwKtXr3x8fACEhIQ8KT5qfPfu3djY2BYtWqxevRpAbm6ui4tLWlqam5tbcnJyZmamm5vb9+/fExMT3dzcsrKyALx8+fLSpUt37twJCAhgMrl27RoR2RV7QwgICLh06dL9+/fDwoos1e7du3fp0qXQ6nqe4kNeQkKat3eolla4lla4llaollbkwoV5CQn5lZrv1hgZGUhIgLU1tLR44cQJJCT8CEOhhoH/9P5AWRBRjWcpbDb74sWLixYtevbsWd2WikGaj0/UmjWekpJe4uKuRNzgRuQlKeknI/PlwoW8L1/qSlx+Pm7dgqpqOfepMqdKxo37QdY6vzp+JQ4UFhYePnzYp6aeOQoKCmxtbQMDA+u2VAwSb9zwkJBwJfIg8iDyLBk8iNyJHhAFq6jkCuiFslJwOOWcmi431MAz5++GX4kD/1kkXL7s0bixe5mmXzY8IgpWU8uv3fXrBQUlruSsMvzzT11VtGFCyIHaIvHaNQ8Wy00AAnBpEKSuXuPRID+/aocBZcPGjXVb6QYFIQdqDg6bnXD5skeTJoKMAKVHg379cqp/ojo3l3cPRnXDli11dqd4A4OQAzVH5osXntUZATyJ3IgeFdMgvPr3nG7eXEMCMOH06fr4GX55CDlQc2SGh7uXtwKupPt/NnbsRwsLd6JHRCGqqtWVuHp1rThw6FB9/Ay/PIQcqCE4hYXPtLUFHwQei4n5Kysn3bsH4KmamnfLlu7NmsWVbJW7d+/2rPiCZ19fntO0KoOEBFRU0L9/CbdmnTrVl0+zXxpCDtQQHDbbX1a2XA5wtwVcidyLdaNeTZpE7937PTISHM7XkydDBgy4R/TO1JSb4dGjR4lo6dKlZ8vg6dOnAG7dqkaX36YNTpzAsWMlblImAbxT/4YQcqCG4LDZgV26lOKAB9FjcfFYJ6evp09/OXHi66lT4VpabiIizNt7RDH29gVJSW5EzHToQ/EdUOfPn6eKYWhoCODffytr9CwWWrWChEQV3HhVnUvPfhMIOVBDVMQBr2bNACRcu+ajovLRyoqdlRVQHM2DyKdlS395ee7ygMuBmJiYESNGEFH37t3VysDJyQmVcqBbN3h54coVPHmCAQOEHKgehByoIThsdoCcXDkcaNqUU1Dw0crKhej5hAkAgnr3duOLwFWkPiR6b27OzTA1NXXQoEHnz5+vSOKdOxW27OvXkZQEIoSF4dWryjhQs4s/GzaEHKghOGx2SL9+5XKgMCfny7Fjj3v2fL9hQ2FeXkC3buUuG9waNYou6f03MTExruJ7NFxdeX6Uyyo9s7Nx8SJCQkp7oeYPkpJ4IzyhXAZCDtQcab6+pXSjDAcKkpOzXr78cvZswqVLz8ePdxMVLYcARCH9+xdWx7azoABLl5bfuO/cQWIimjXD+PGYPr1CDuzeXcdedxsGhByoOTKfPXPjm9vwz4U+bd9+n8iNqCLl6SOip+rq1ZVobFx+49bRwcePcHREXFyFPCHCkSP18TP88vgdOfD27VtBnK9UicKcnGgbG1e+oYC7Jo7dv/9hxXsFrkR+srLpQUHVlfj1K/7+u/z23bUrNDSgqFghAebNE8T/7O+I35EDXbp0GTp0KIDU1FTfal31XB5i7O25NCjSje7d+2LSpIpGAFciX3n5TAHvVCyDpCQMHlzZqrfcMGuWcBZUIRoCB7KysvLz83NyclL5rtr+9u1bTExMfrGZWFJSUkxMTG5uLgAXFxd3d/fU1FRNTc2JEyd+//49Ozs7Ma1W35oAACAASURBVDHxy5cvAAoLCz9//pxYbN6cnZ2dk5NTUFCQXLEb+1KjwaOKp0CuRH5yclm1084kJZVz70wlYc4c5OUJlHNGRsaECROcnZ2Zr7Gxsdra2pcvX2a+Mm78alPy/yYaAgdmzJihoaGxbdu2Pn36hISEADh16pSKisrMmTO1tbWjo6OdnZ3V1dUXLFjw119/vXjxQk9Pz8jIiPHG1a1bNx8fnz59+gwcOHD16tVxcXF6enrTp08fNGgQo5U3MTFRVla2s7Pr06fPo0ePKipDzO7dzPZwRfMfD6IHRL4dOtR4BOBHWlrV985wp0CC3z2QmJhIRFu3bmW+Hj582MDA4Pv37wAyMzP19fUZR0wNDA2BA6NGjZKWlg4ICFBUVNTW1gYgJia2atUqAERkY2OjqKgoJycXGRlpb2/v4+PTt2/fESNGAGjZsiXjQ4X7xx86dIiI8vPzbWxsmAP+ixcvFhMTc3Nz09HR6dGjRyXF+HrmzPNJkx4RuZcJbkSeIiLvtmzJDKvFFRslkZSEnTtLXHJbKigrY9euKu4fy8rKMjc3NzIy2rdvH4Dk5GTueeuQkJB169Zt3rw5MDCwsLBw9OjRRLR9+3Y/Pz9zc/M1a9b4+voWFhauW7fOyMjo4MGDADIzM83Nzb29vXfs2HHjxo26qml9oyFwYPjw4Ywbom7duk2YMAGApKTkmjVrABDRnj17Pnz40LNnz44dOxobG+fn5yspKY0ePRpAy5YtV6xYwUTbvn07gGPHjhFRTk6Ora0twwFDQ8N27doBGDFihLKycuUlKczJSQsKij971k9BIUBBIUBBwU9BIWz48PSgoMxanNOvBG/fIigIhoZQUOCFzZsRFARBji7r6Oj0798/MDCQxWI5Ojqy2Wwi2rdvX3p6uoyMjJ2d3dmzZ1u1avX+/ftt27YRkaenJ/PLXL58OTo6esyYMf379//3339FREQOHTqUk5NDRH369NmxY4eEhEQl9n//KTQEDowZM0ZWVvbly5dKSkpaWloAuI7imA7+5s2bXl5eTB9vYWGhqak5atQolBwurKysAHC9Ejk4ODAfDAwMWrZsCWD48OF9+vQRsEicggJugKAOTGuFggJeEBxdunTp37//iRMniGjZsmUAiOjgwYNJSUlEZGJiYmFhQUTPnz/38PBgegcnJyciYjx1t2rVat68eQBYLJapqSmHwxEREXFycmLGk6tXr9ZPXesYDYQDPXv2/OeffxQUFNzc3AAw0/f58+erqKhERETs2bNHXl5+9erVffr0CQsLGzRo0NixYwE4ODgoKir6+flJSUnt2LEDwLt37zQ0NObOnauurr5582YAhoaGHTp0AKCjo6NafYv//zi6dOnSt2/fU6dOHT9+PCAgICsri58Dy5YtO3Xq1OHDh1NSUi5dukREubm5DAcY9UPr1q1LcYCITp48yfjA5K6t/+NoCBwYPny4mppaSkrK+/fvuQ9fv3799OlTruvcN2/ePH369Nu3bwBiY2Pj4+OZ55GRkUlJSZ8/f05LS2OeZGRkPH369FWxcRmjXwIQHx9fiSHDL4rRo0f369fP399fTU3txo0b2dnZRGRra5uent6uXTtra+vLly9raWl9/frVy8uLxWLdvXuXWSkxWrKRI0f269fvzp07/HOh/fv3x8XFEdGl+riLsh7QEDgwaNCgrl27/uxS/JL4/v37pk2b1q5d6+DgwOFwsrOzN23axLjpDg0NXbdunYmJyYMHD5jIV69edXBw8PX13bRpE3M3SkZGxoYNG9auXXv06FEAmZmZmzZtCgkJYT68+kWMVBsCB8LCwrju6IQQorpoCBwQQojaQMgBIX53CDkgxO8OIQdqgs+fP+/Zs2d3Me7du8f/9uTJUw4OTtxw5cqVn1VOIQSBkAPVxpo1a+Tk5Eode9fR0fn06dPDhw9HjBhb9lC8js6EGrsKFqK+IeRANVBQUGBgYEBEqqqqR44cCQ0NffLkibu7++jRo6WlpaWlpYkkmjUjPT26e5dcXOjWLXJxoTFjiMWiP/5o5ezs/OjRo4fFeFoXxnNC1B5CDgiKvLy8BQsWENHcuXNjYmL8/f19fX39/Px8fHy+fPmyfPkyIlJQIBcXCgsjX19eePaMzp+nNm1KDw5NmzY1NTWt1tXIQtQHhBwQFMz9f0uXLv3w4YOHh8djPoSFhenqTm3alG7coOBg8vAgT88S4elTOnWKREWpf/8Bq1evXrx4sYGBgYyMDBEpKSl9/fr1Z1fut4aQA4IiMzNTTExs48aN0dHR7u7u/BwIDw/X1Z0mKUn+/uTlVZoAnp7k60tubsRikZbWWCcnJxsbmx07duzYsWP27NnMzOr169c/u36/L4QcEBTMOKCvr//y5UsvL69SHBg/flrz5uTpSQEBpccBDw968oTu3CEiGjZMa9euXZaWlpaWllu3brW3t585cyZjrvyz6/f7QsgBQZGdna2qqspYWUdERAQEBDAE8Pb2/vTp0+zZc4ho9Gjy8yN/f/L0pMePi8Lz5+TmRoMGiXbo0H7qVD1bW1vLYmzfvt3KykpERHTNGmM/P39/f3+24Ie+hKgjCDlQDXz+/Ll///5ENGfOnPPnz4eHhwcHB3t5ea1Zs6Z7927MSldLi/z8KDiYAgIoMJACAmjDBlJWJqImmzf/s2PHDn4C2NnZjR8/gUiMu1CeMmXG2bO/hrllg4GQA9VDfHz84MGDiUhcXLxr166dO3eWlZUlImlpaTc3N8auuFcv6t+f+vYtCkQSROKioqImJiYODg62xdiyZYuOzgQikQED6NAhOnyYZs4kMTGSlKRDwpsCfiCEHKg28vLyXF1dx44dO2rUKG1tbR0dHeYMWkhIiImJSdkNskGDhvj4+HTq1Kl9+/azZs2aNm2avr7+tGnTmjdv0bo16erS/fsUGkohIeTtTd7e9M8/xFjhFwrdofwQCDlQN7hx4wbT4lVUVKZMmaKrq6urqzthwgRdXV15eXljY+Nu3bqV4kabNnTqFL14Qd7eRatnLy8KDKQHD0hZmRo3bpknoEcUIWoHIQdqgsLCwud8OHPmTKtWrTp37rxixQorK6tdu3bZ2dnZ2dnZ29s7OjpOnz6dafQGBgZGRkampqbDh2sR0ZkzFBZWWonk7k5RUTR/PjVrJifkwI+BkAPVxo0bzvr680p16lpaoxwdHW1sbLZu3WrJh+3bt2/atElOTo7FYm3atMnOzm7v3r0TJ04moo0bKTS0xI6yjw+FhpKbG/31FzVp0krIgR8DIQeqh2PHjhGJ9OxJu3fTtm1kY0MbN1Lz5qSpqWVltc3CwmL79u0WFhZcDlhYWOzZs2fixIlEZGZmtn379m3btq1du1ZfX5+okYkJeXjQnTtFwdWVDA1JQYGI6MiRI8L1wI+BkAOCgsPhHDp0kIj69CFXVwoPp5AQevqUgoLIzY3WrGnUpElTRUXFTZs28Q8Ftra2dnZ2jEZ13bp1DEOsra3t7Oz+/FOJiKSkiMUiFovExKhJEyIiSUmZixcv/uzq/kYQckBQ5ObmsliSSkrk5kaBgSUm8cyGwOLFRETTpk3fs2ePtbU109Bnz56tpKRERAMGDLC2traxsbG2tmYMJQYPHkRERKxhw0aMGKGjrT1OQaEnEcnJyQmPR/9I1A0HOBzOhw8fkpKSuE8+ffrE7+mkEqSnp79//14QZ65lpZRFZmbm+/fvQ0JCnjx5whgnp6SkvH379smTJ5GRkfwxMzIymGjl+tDMy8sLDQ1VV1dXUFDo0qWLgoJC7969iVjLltHLl+VYxQUGkrMzc1RgjJmZGbP2nTZtWvH5AZ09e/YYGRmtXr3ayMho3bp16urqRDRkyBBjY2NbW1t7e/vdu3f/888/BgYGTZs2bd68+YMHD97zQWheWn+oGw7k5+dLSkoaGxszX93c3CQlJU+dOiVI2sOHD4uJicXGxlYZk81m80spFxcvXhQTE9PX1zc0NDQyMgJgYmLStGlTxmXi6eKb2hMTE9XV1adOnWpoaNimTZvDhw/zZ5KTkzNlyhQiatas2aRJk8aNGzdp0qRmzZoR0bJl9P49T5vJDU+e0I0bJCJSenNATU1NVlZWUVGxc+fOpV4NGTLExsbGxsaGu3LYtm2bvb29kZFRixYtSkUWFxfft29fnVybIEQpVMYBNpvNOCtPS0tj+umMjAzu2+zs7ISEBCZCfn6+uLg4478WwPXr1w8cOMAvJikpievuKjc3t7CwsLCwMDc3l8PhHDx4kIg+f/4MIDMzMyEhITMzs2xBMzIy8vPzGzduzJWSmprK+Mzix+nTp4koISGB+8TAwOCPP/4A4OHhwWKxrl27xmazVVVV9fX1ORwOAFdXV36vgFwCrF+//vr169HR0Uw3fP369Q0bNsjJ0ZQp5OZG/v5Fo8HjxxQcTH5+NHEiEdHSpUuPF+PEiROfPn3q27cvEbFYrHHjxunp6c2YMaNfv34iIiLr16/nN53gwtHRUUtLi4g6duw4bdq0iRMnTpkyhXF527t376ioqFw+VOvPFqJcVMaB8+fPy8vLOzo6Dh06dODAgY6Ojmpqardu3QIQHByspqY2bdq0wYMHv3nzhsPhNG3alOmhnZycxo4da2BgYGBgkJqa+v379zVr1kyYMEFDQ2PDhg0vX76Uk5MLDg4ODg6Wk5OLi4s7d+4cEX379i0yMnLp0qXLli0bOHCgi4sLfykfPHigoqLi6OjYunVrU1NTRoqmpubkyZMXLlzIPzs6e/YsFXtBY7Bo0SJpaWnms5iYmKmpaX5+PhFVNEwtW7aMiHbs2BEXF8ccE/Pw8HB3dw8ODo6IiFi50pTFkvr7b/LxoRcvKDycgoPp3DkaP56789VZXl65UydleXnlbt2Uu3bt1rRp0zFjxmzYsGHnzp12dnb79++fOnUqERkbG1tbW5ciAKNH0tDQEBUVXb9+/e7du5lV9d69exkL0xYtWktKyjVvLtesmVzr1nInT5789OlTXbWG3xOVcYDpoY8dO8b4HL527dr8+fMZB7QDBw5kHNB26NCBcfXctGlTMzMzAER04MABxmHl3bt3w8LCiIjxXmhqanr//n0i8vHx8fHxIaLo6GjmeuqUlBR3d/ewsDALC4tu3bp17NiRv5SysrLTp093cXFp1KjR5s2bGb+WR44cYfzl899nyuS2ZMkSc3NzxoRh+fLlDAeYwWrLli0MB44dO5aRkWFubm5paXnhwgVuDjo6OoqKitnZ2e7u7p6enlwDaU9PTw8Pj9jY2AEDBhKRigotXEhz5tDUqaUmPzRnDunp0Zw51L8/M41ptmjRIgcHBysrK0tLSzs7O11dXUZNZGtru337di4Btm7dunPnzo0bN3bo0IHFYjFPmE0Ga2trVVV1RoSeHk2bRnPnFmlRu3Tp8VJ45WotUBkHGEfNALZt2yYmJgZg/vz5srKyADQ0NBgHtF27dp06dSr4ONC4cWMVFZXp06f37t07ICDg6dOnRMS98ujZs2dEFBgYyHyIiYlhWm1cXFxhYeGcOXO0tLTGjBkjLy/PX8pOnTpNmTIFQLNmzczMzDgcjoSEhKqqKiOF/2oMZlTZt2/f1atXmcFk6dKl/OPAunXrGA6cP38+Ly/v6tWr7dq1+/PPP7k5aGtry8jIhISE+Pv783PAy8srPDzcy8uLsXr44492EhLtGjdu17ixDJEIEcnLk6MjubnRy5cUFkYvX5KrK+3dS3JyJCLSeP78/zHNfevWrRs3buzWrVvXrl3Xr19vZmbGjA/29vZbt241MTFp164dEenp6THxraysrKwsVVRUiGj2bDp/nsLCKDycXr6kO3do2zYiIlnZTi9fvqiH5vFboOpxIDc318rKiiHDvHnzZGRkAPTr109FRQVA586ddXR0AEhISKxbtw4AEdna2qamph46dOjTp09eXl5E9ObNm7S0tJMnTz58+JCIvL29mbElJiaGabV5eXmbN29mpKxYsaJ169b8pWzRosXcuXODg4NFRUU3bNjAjAO7du1KSUk5dOjQG75Ld8+cOVPResDb21tMTOzy5ctsNrtv376zZs1iIgwfPrxbt27c+IzXdQ0NDX9///DwcG9vb29vbx8fn4CAgL1792pqajIVzCpGbGxskyZSXbrQ9ev0/Dn5+hatEzw8yMeHwsPpyhXq1IkaNWpibm7O7A/s2LHDysrqr7/+YjVq1FRScuKUKdNmzJg5Z05/VVUWi9WkSZM5c+bY29sz44a9vb229mgimjuXgoMpOJh3NMfPj549o/37qVkzUlJqaD6xfxiqHgdyc3P5x4H27dsDuHr1qoKCwpIlS7p06fLo0SNmPWBiYgJg2bJlf//9t4GBgYqKysePH5OTk8eNGzdz5kwtLa0JEyZERUVNmjRp9OjRjIMG7jiQnJwcFBTUo0ePFStW9OzZs3v37vyldHJy+vPPPy0sLFq0aGFubs5IGTFixMKFC1VUVPg5wKwH3r17x32yatUqCQmJJUuWyMjIHDt2jHn49etXFRWVadOmLVmyREFB4ezZs/zirK2tiUhRUdHMzIw5K/PkyZOVK1cyU5Ft27bxR87KyiKSWr6cXr0qapcBASVURq9e0Zo1RCTO7BNbWVlZW1tv27btrwEDqDxISUkZGhru2rWLGQfs7e01NEayWEUL8bIHNSMiSEuLOnRQrKMm8duhMg6kpqZGRkZyOJykpCSmnX39+pXbvN68eePr68vdBIiKiuI6NGcmElxv5t+/fw8ICAgKCmIOSeXk5ISFhRUUFERGRubn56enp0dGRjK2MV++fPH19X327FlZdXh4eHhmZubHjx8rksKAyY17FR+AxMTE169f+/r6lpo0p6amBgQE+Pr6lnuW18bGpmPHjkTUrFmzJk2aMIrRyZMnl9pkeP78OaNEIiIpKWrVikxM6PZtevKEt4cQHk7LlhFRE0bns3v37jFjx4q3bKlAZEkUyRfWFdOgUaNGM2bM2Lhx4+7duw8ePDhq1DgWi9zdyde3xAk1ZjR49YpGjiR5+SruyBGiIgj3iSvE9+/fTU1NFxdj7dq1OTk5/BGY6RwRjR8/fvLk6VOmzO7RQ4mIWrWiU6fo6VN6/Jh8fSkqilavJiIaNmyYjo6OhoYGEQ0nSitzhdgToqXM2oKIiFq1aqWjozN69Gh5eQUREbKyoufPKSiIFwICKCiIbt6kzp2pQ4duFVVEiMoh5EBNwL20b8SIEYcOHQoODn727NmrV6/u3r174sTJFi1kmjWj06cpOJju3CFdXZKTIykpKXFxcRaLRUQjiDIqvkrSkmiOoeENZ2cpKSkWi8VisVq2bNG4cRNxcerfn3r1IkVFUlSk3r1pzRoKCaHly4lI7Nq1X+Pio/8ghByoCa5fv05EI0eO9PHxCQsLY9xMeHp6+vn5vX79+vz58woKPTt2pDlzinaObWz2JBWjg7Ly/EqvU31MZLl7N4Dk5OSkpKSMjIzXr1/37t2biGRkumtq6vbqpdarl5qy8hBpaalmzahXr05379792T/JLwwhB2oCZjfa2dk5ODiYX3/6+PFjd3f36Ojo9evXM/MZXd3JpRbcPfr27UT0vAICnCEaRbTZyoobPyUlZciQISwWa8OGDf/++29iYmJQUFBQUFB4eLiz8y1Z2U4KCt1/lRtf/psQcqAmYPS5Li4ugYGBj0vC09PzxYsX8+bNk5CQ8PPzK2vO4O3l1bhFi1ZEAUTZfK0/kOhPIiIaOnZsfLHnucLCQoYAJ0+ejIuL8/X1dXNz8/Ly8vLy8vDwiIyMPH/+fJs2bdq2bSs0qqsxhByoCU6ePElE5ubm4eHhPj4+/PtoT5488fb2VlVVZbTJ5cLHx+ePtm2JaAzRcaKjREeIWhG1kJdftGwZv7kUm81u1KiRkZFRamqqq6trKb65u7tHRUXt37+fiISe6moMIQdqgujoaMasbePGjf7+/kFBQcHBwSEhIQEBAa6uroxd9K5duypxmPX06dOt1tYsKSlGFUoSEh27dClr8sBms6WkpP73v/+9e/eulJNTrou7rVu3MruQ9VzpBgshB2qIjIwMRsvZoUMHe3v7gwcPnjhxYsGCBY0aNSIiBwcHQTLx9fWdP39++LNnMTExiYmJZSOw2ezGjRsPGjQoKCjI39+/FAG8vb2fPXs2f/58IoqIiKjrKv4uEHKg5khOTt60aVPr1q35d3nHjh178uRJAXP4559/rl27VkmEwsJCU1NTIho9enRgYCDDBAYBAQFhYWGrVq1i3lZ+tEiISiDkQG0RGRnJvx4Q3BlESEjI8uXLyx6BKAuGBnJycuvXr79///7169evX79+//79xYsXE9HEiRPLPXEhhIAQcuDnID8/38HBgXuurUpYWFgoKiqWsiySk5NbuHCh8CRNLSHkwM9BQkLCxIkTq5UkJSXl8OHDB/nw4oXQXroOIOTAz4GxsfH9+/d/dimEAIQc+CkICAhYvnw5/yEHIX4iGhQHCgsLU1JSKpof5+bmxsXF/eAiZWVlMdbdGRkZXI8Er169KutHo6CgICUlhd/quwZSKkdsbOzHjx9LSUlISOB3lfAbokFxICYmhoiOHDlS9tW7d++UlJT4fVL8GD8lhoaGioqKAIYMGaKmplZunLS0tJiYmHfv3hHR9evXayOlIuTn52/fvl1DQ2PKlCktW7bk2tgdP35cVlbWy8urBkIbDBoUBzIyMuzt7Z89e8Z85e/tQkJCtmzZwnjwTEpK0tTU3LFjB/OKzWaX3dBl3K5wUUn3zH2Vn59fKhUAfX195lzoxYsXz507x43JTZWSkjJ8+PAdO3ZkZWXZ29tXtN1bbiHLSqmotJ8/fyaio0ePfvv2jYiuXLnCPHdycnJ2dq68puXWqyGhQXEgMTFx1KhR7u7uQUFBo0ePnjVr1oQJE758+RIcHKytrb1s2bK5c+cmJyebmZkRkYqKSmpq6uHDh8eNG6erq7t79+78/Pxbt27169fv1KlTWlpaN2/eBJCQkDBp0iQ9Pb0RI0Y8f/6cK6uwsHDMmDGampoLFixITEzcuXOnoaHh5MmTz5w5w+FwkpOTJ0+evHnz5kmTJnXu3BmAsbHxqlWrAPj6+s6ePXvJkiUzZsz49u3bxo0biWjAgAF+fn6jRo26d+9e3759Gb8vHh4eXbt2jYuL27dvn66u7rhx4/bu3cs/00tKSuJK6dSpE4C3b9+OGjVKT09v3Lhx/BM/c3NzIhoyZIiHhwcRPXz4MCIiom/fvoyzvX79+sXHx6emps6bN09PT09TU/Px48cA1q5dq66urqenV+r0XANDg+JAdHQ0Ee3du7djx479+vX79OnT0qVL3dzcevbsOWHChLS0NCKysLBgPhw+fDg2NpaIbt++7erqSkQfPny4ePEiEdnZ2TFNE8DixYubN2+elpamrq7et29friw2my0qKjp37tz09PSAgID79+8fP35cS0tLVFQ0Pz9/69at4uLibm5uPXr06NmzJ4D+/fsz3mhOnjwZGhpqYWFBRFu2bMnMzCQiJycnpjAXLlyYOHGitrb2hw8f5s2bp6am5u7uTkSurq53794lovDwcG4ZzM3NJSQk3N3duVKGDh2qrKxcWFjYokWLyZMnc2N++PCBiPbt28cMCEw3QUSRkZFXr14lovT09F27dhFRWlranDlzWrRoAWD48OGdOnVKS0tr2DcFNigOMOuB06dP37lzp2nTpmpqakePHgXQrl27OXPmAGDcExUWFhLRuXPn4uLiiMjHxyckJISI3r9/f+XKFabp29nZMR8MDAzatm0LYOTIkUwjZsA4fmS6dgBnzpzp0qXLjBkzGA5YWFiIiooCWLZsGeONZujQoerq6gCSk5MHDBgwa9YsaWnpTZs2ASCi48ePM76SPD09o6KimIUBEd26dYupVEhIiJ+fHxGFhYVxy2BqaspYpy5dupSRMnLkyDZt2hgYGHTu3HnZsmXcmEzmJ0+ejI+PJyI3NzfG58379+8Zj0+ZmZm2trZMlVeuXCklJQVg9OjR/FVuqGiAHDhy5Iivr29QUJCxsTHT+XXu3HnBggUAiGjt2rWMf6EbN24wXW9YWFhkZCQRvX379tq1a0Tk7+/v5OTENIgZM2a0atUKgLa2toKCAlcWm81u3rz58uXLATA99KdPn+7du0dEBQUFZmZm4uLiKSkpGhoazFxoyJAhAwYMANC1a1fGG03z5s3Nzc0ZQl64cCElJYWIHjx4EBUV1bFjR0tLyzZt2ri7u7969YrpsBmPTCEhIdwyrFixonHjxikpKcOGDWOk9O3bV0lJKS4u7tq1aw8fPuTGZJr+sWPHvn79yowDT548YbJlXNpkZWVxPegYGxszBGbcjf2AP+7nokFxgJkLHT161NzcvF+/fpaWlh06dPDy8tq+fXu3bt3MzMxkZWU9PDzYbPakSZN0dHTi4+PHjBmjr68/e/bs4cOHp6SkXLhwQURExNjYePDgwczQcevWrXbt2pmZmcnLy9vZ2XFlsdlsMTGxRYsWAYiIiFBWVjYyMmK8gqalpXl6esrKyq5du1ZRUVFOTg6AqqqqsrIyAHNz8x49ejBzrXXr1nE4nClTpowcOdLf35+ILl++DGDTpk1ENGPGDACxsbHDhw+fPXv2jBkztLS0vhYfrwHw6NEjWVlZU1NTrpQDBw7Iy8tbWFi0a9eO/xIDpukfPnz4y5cvzPDy5cuXfv36zZgxY+zYsUQUHx/v5+fXoUMHMzMzRUVFxl2xpqYmv+elhooGxYHc3FwfHx/GCu3hw4c3b97k+lV3c3NzdnbmGhjn5eXdu3evoKAgKyvrzp07t2/fTk1NRdE1M/T27dsHDx5wsw0LC3N2di6lQORwOP7+/lxPM1+/fnVxcbl3756/vz+zbA0LC3v+/HlsbGxgYCCAZ8+ecacx7u7uzs7OzOXeAPLz8+/du/flyxdu4aOjo729up6D7wAAAKdJREFUvbk6otTU1Nu3b9+5cyc9Pb1UlUNDQ/mlAPD19XV2dg4KCuKPlp+f7+PjEx8fn5eX5+Pjw9hpf/nyxcPDIyMjw8fHJzs7G8CbN2+cnZ25fvtevHjB+K9v2GhQHKg9mDNZMTExP7sgQvw4CDlQAm/evDl+/LjQFPm3gpADQvzuEHJAiN8dQg4I8VvD0NCwHA4IgzD8nkHIAWH43YOQA8Lwu4f/A1/94T4lOzKqAAAAAElFTkSuQmCC&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
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&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Como a radiação gama emitida dentro do cérebro é simétrica, o par de
detectores posicionados a 180 graus um do outro simultaneamente poderão sentir
os raios. O computador mostra uma imagem que é semelhante a uma seção ou fatia
passando pelo cérebro. A fatia pode seguir uma orientação horizontal (chamada
seção &lt;b&gt;transversal&lt;/b&gt;), como é mostrada aqui, ou uma orientação vertical
(chamada seção &lt;b&gt;coronal&lt;/b&gt;).&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;O número de pulsos de radiação contados pelo computador em um intervalo
fixo de tempo é mostrado na tela de video com um pontinho, cuja intensidade é
mostrada em &lt;b&gt;níveis de cinza&lt;/b&gt; (tonalidades de cinza). O preto significa
atividade nula (contagem zero), e o branco puro significa o nível mais alto de
contagem. A mesma imagem pode ser exibida em &lt;b&gt;falsa cor&lt;/b&gt;, que permite
obter um contraste melhor das regiões &quot;quentes&quot;. A escala de falsa cor
converte cada nível de cinza em um tom de cor em um arco-iris, sendo o vermelho
representando a contagem mais alta, depois vindo o amarelo, depois o verde, e
assim por diante. Azul, violeta e preto representam os níveis mais baixos de
atividade. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Um dos truques usados para mostrar atividade específica no cérebro é usar
radiofármacos que se ligam quimicamente a certos neuronios. Neste exemplo, um
radiofármaco que tem uma certa afinidade por células contendo o transmissor
DOPA, concentra em uma área do cérebro chamada núcleos basais, que são
responsáveis pelo controle do movimento. Essas células são danificadas na
doença de Parkinson , de modo que elas têm concentração mais baixa de DOPA.
Assim, o PET é um excelente método para quantificar a função cerebral em
pessoas com essa doença. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Tabela normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;
 mso-fareast-language:EN-US;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;aceleram ou inibem a atividade cerebral e esse efeito pode ser avaliado
com o 18F-FDG. Até mesmo as emoções geram atividades seletivas no cérebro que
podem ser localizadas com o uso do 18F-FDG. Veja na figura abaixo um exemplo da
imagem do cérebro normal e sob o efeito da droga cocaína.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Tabela normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;
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&lt;/style&gt;
&lt;![endif]--&gt;

&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;Legenda da imagem
acima&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;. Elas foram tomadas em duas diferentes condições.
Na primeira (imagem superior), o indivíduo estava ouvindo um texto, de modo a
aprender uma nova tarefa de linguagem. O mapa de cores mostra as regiões do
cérebro que foram ativadas pôr essa tarefa, em outras palavras, onde existiam
células trabalhando mais do que seu estado de repouso, com um metabolismo mais
alto (usando mais energia e mais fluxo sanguíneo). O tomógrafo PET mostra o
grau de atividade na forma de uma escala com diversos tons de cor, como um
arco-íris. Regiões amarelas e vermelhas são &quot;mais quentes&quot;, ou seja,
elas indicam uma atividade celular mais alta. Regiões azuis e pretas mostram
atividade diminuída ou não existente. Enquanto está obtendo esta imagem, o
paciente ainda não tinha praticado o suficiente, a tarefa de aprendizado de
linguagem. A atividade cerebral mais alta é mostrada numa área chamada lobo temporal,
responsável pela percepção auditiva , e também em outra área chamada Córtex Pré
Frontal, responsável pelo entendimento da linguagem &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;A segunda condição (imagem inferior), o mesmo indivíduo agora aprendeu a
tarefa de linguagem e a está renunciando. Você pode facilmente ver no mapa
colorido que duas regiões diferentes do cérebro foram ativadas em cada
condição. Agora a atividades está concentrada na área do Córtex que é
responsável pelo controle motor da voz, a chamada área de Broca, assim chamada
pôr ela foi descoberta pôr um médico francês chamado Pierre Paul Broca, no
final do século passado. Assim, o mapa funcional obtido com o PET corresponde
intimamente ao que nós sabemos a respeito da Neuroanatomia Funcional do
cérebro, quando descoberta pôr outros métodos. A diferença aqui é que nós
podemos na realidade obter uma imagem em tempo real da função cerebral. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;A imagem do PET pode ser usada para uma ampla gama de estudos
experimentais e clínicos do cérebro. Uma verdadeira explosão de uma nova pesquisa
sobre as funções do cérebro que foi causada pôr uma maior disponibilizada de
equipamentos PET ao redor do mundo (eles são muito caros, custam vários milhões
de dólares cada, e tem alto custo de operação). Atualmente, no começo de 1997
existe mais de 140 instalações PET ao redor do mundo. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-style: italic;&quot;&gt;PRINCIPAIS APLICAÇÕES SPECT/PET&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Neurologia – demências, epilepsias, parkinson...&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Farmacologia – testes de novos fármacos&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Cardiologia - obstruções&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Oncologia – desenvolvimento de tumores&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Nefrologia – distúrbios renais&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Angiologia – doenças vasculares&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Esta é uma metodologia da medicina nuclear que iniciou há aproximadamente
30 anos e que recentemente tem tido grande destaque por sua importância nas
áreas de &lt;i&gt;oncologia&lt;/i&gt;, &lt;i&gt;neurologia&lt;/i&gt; e &lt;i&gt;cardiologia&lt;/i&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-style: italic;&quot;&gt;VANTAGENS SPECT/PET&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Vantagens&lt;/span&gt;&lt;/div&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Tabela normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;
 mso-fareast-language:EN-US;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level2 lfo1; tab-stops: list 72.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Não necessita de intervenção cirúrgica; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level2 lfo1; tab-stops: list 72.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Resultado rápido;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level2 lfo1; tab-stops: list 72.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Confiabilidade;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Pode identificar problemas futuros (análise metabólica).&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Minimamente invasivo.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-style: italic;&quot;&gt;DESVANTAGENS SPECT/PET&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Desvantagens&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level2 lfo2; tab-stops: list 72.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Ingestão ou inalação de radiofármacos;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level2 lfo2; tab-stops: list 72.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Custo dos exames;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level2 lfo2; tab-stops: list 72.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Preço do equipamento;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level2 lfo2; tab-stops: list 72.0pt; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;ü&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-weight: bold;&quot;&gt;Infra estrutura necessária&lt;b&gt;.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
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 &lt;/o:OfficeDocumentSettings&gt;
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   &lt;w:BreakWrappedTables/&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://novaradiologia.blogspot.com/feeds/975622633161928202/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://novaradiologia.blogspot.com/2012/05/medicina-nulear-em-foco.html#comment-form' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1864912945686397062/posts/default/975622633161928202'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1864912945686397062/posts/default/975622633161928202'/><link rel='alternate' type='text/html' href='http://novaradiologia.blogspot.com/2012/05/medicina-nulear-em-foco.html' title='Medicina Nulear em Foco'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry></feed>