<?xml version='1.0' encoding='UTF-8'?><rss xmlns:atom="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" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-683529185458205811</atom:id><lastBuildDate>Fri, 01 Nov 2024 09:05:07 +0000</lastBuildDate><title>Blog do Cefapro de Juína</title><description>&quot;Educar é crescer. E crescer é viver.&quot;</description><link>http://cefaprojuina.blogspot.com/</link><managingEditor>noreply@blogger.com (CEFAPRO DE JUINA)</managingEditor><generator>Blogger</generator><openSearch:totalResults>22</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-1889009518437002743</guid><pubDate>Mon, 15 Apr 2013 21:32:00 +0000</pubDate><atom:updated>2013-04-15T16:14:56.385-07:00</atom:updated><title> PROFUNCIONÁRIO - Polo Sede Juina.</title><description>&lt;div style=&quot;text-align: center;&quot;&gt;
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&lt;strong&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Próximos&amp;nbsp;encontros presenciais do PROFUNCIONÁRIO - Polo de Juina &lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
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&lt;strong&gt;&lt;span style=&quot;color: blue; font-size: large;&quot;&gt;ABRIL/2013 (Brasnorte, Castanheira e Juina).&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
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&lt;strong&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;u&gt;Dia 20 de abril/2013&lt;/u&gt; - Continuação do 1º encontro;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp; 8:00h às 12:00h.&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
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&lt;strong&gt;&lt;span style=&quot;font-size: large;&quot;&gt;(fascículo 2 - Educadores e Educandos - tempos históricos).&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
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&lt;strong&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;MAIO/2013 (Castanheira e Juina)&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
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&lt;strong&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;u&gt;Dia&amp;nbsp;04 de maio/2013&lt;/u&gt;&amp;nbsp;&amp;nbsp;- Início do&amp;nbsp;2º encontro; &lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;span style=&quot;font-size: large;&quot;&gt;8:00h às 11:30h -13:00h às 17:30h&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
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&lt;strong&gt;&lt;span style=&quot;font-size: large;&quot;&gt;(fascículo 4 - Relações interpessoais).&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
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&lt;strong&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;u&gt;Dia&amp;nbsp;18 de maio/2013&lt;/u&gt; -&amp;nbsp;Continuação do&amp;nbsp;2º encontro;&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;8:00h às 12:00h.&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
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&lt;strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/div&gt;
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</description><link>http://cefaprojuina.blogspot.com/2013/04/proximos-encontros-presenciais-do.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-3017454281683863526</guid><pubDate>Tue, 19 Mar 2013 18:59:00 +0000</pubDate><atom:updated>2013-03-19T13:15:26.056-07:00</atom:updated><title>Início das aulas do PROFUNCIONÁRIO. (Polo Sede Juína).</title><description>&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt;&quot;&gt;
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&lt;span style=&quot;background-color: white; color: lime; font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 20pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 20pt; line-height: 115%;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 20pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;background-color: white; color: lime;&quot;&gt;PROGRAMAÇÃO – PROFUNCIONÁRIO.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white; color: lime; font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 20pt; line-height: 115%;&quot;&gt;Dia 23.03.2013 .&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: lime; font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;;&quot;&gt;&lt;span style=&quot;color: black; font-family: Wingdings; font-size: 20pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;span style=&quot;font-size: 27px; font-style: normal; font-variant: normal; font-weight: normal; line-height: 31px;&quot;&gt;O&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 20pt; line-height: 115%;&quot;&gt;Início das aulas do Programa. (Com os cursistas da sede do Cefapro - Brasnorte, Castanheira e Juína):&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt; &lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;;&quot;&gt;&lt;span style=&quot;font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 20pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;horários:&lt;/span&gt; 8:00h&amp;nbsp;às 11:30h.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 20pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;13:00h às 17:30h&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 20pt; line-height: 115%;&quot;&gt;&amp;nbsp;– local CEFAPRO-JUINA&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Wingdings; font-size: 20pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 20pt; line-height: 115%;&quot;&gt;Entrega do material impresso aos cursistas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 20pt; line-height: 115%;&quot;&gt;Abertura, apresentação e estudo do caderno 2 e atividades. &lt;/span&gt;&lt;span style=&quot;font-size: 20pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: white; font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 20pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;Ações a serem desenvolvidas pelos Coordenadores e Tutores: orientação, acompanhamento das atividades presenciais e a distância.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</description><link>http://cefaprojuina.blogspot.com/2013/03/programacao-profuncionario.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-1100056099481531775</guid><pubDate>Fri, 15 Feb 2013 17:26:00 +0000</pubDate><atom:updated>2013-02-15T09:26:24.972-08:00</atom:updated><title></title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;PROFUNCIONÁRIO &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=683529185458205811&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&amp;nbsp;&lt;b&gt;RESUMO DO MEMORANDO 50-2012 - IFMT-PROEN - ASSUNTO:&amp;nbsp; CURSISTAS INSCRITOS SEM CONCLUSÃO DO ENSINO MÉDIO.&lt;/b&gt;&lt;/div&gt;
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&quot; 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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;O &lt;span style=&quot;font-size: large;&quot;&gt;n&lt;/span&gt;ovo calendário do PROFUNCIONÁRIO, informa o início das aulas para o&lt;span style=&quot;font-size: large;&quot;&gt;s&lt;/span&gt; dias &lt;span style=&quot;color: red;&quot;&gt;01 e 02 de março!&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;O prazo para o término do Ensino Médio para todos os cursistas com inscrição realizada, foi estipulado em 31 de dezembro de 201&lt;span style=&quot;font-size: large;&quot;&gt;2&lt;/span&gt;.&amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;Atenção: Quem ainda não entregou a documentação necessária para efetivação da inscrição, conforme edital, sobretudo o histórico e diploma d&lt;span style=&quot;font-size: large;&quot;&gt;e conclusão do&lt;/span&gt; Ensino Médio, deverá fazê-lo até o &lt;span style=&quot;font-size: large;&quot;&gt;dia 01 de fevereiro de 2013&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;;&lt;/span&gt; pois, vamos enviar novo levantamento a coordenação estadu&lt;span style=&quot;font-size: large;&quot;&gt;al, sob pena de &lt;span style=&quot;font-size: large;&quot;&gt;cancelamento da inscrição para quem não apresentar a documentação em tempo&lt;span style=&quot;font-size: large;&quot;&gt; h&lt;span style=&quot;font-size: large;&quot;&gt;ábil.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;</description><link>http://cefaprojuina.blogspot.com/2013/01/noticias-profuncionario.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-5337197181513030748</guid><pubDate>Thu, 13 Dec 2012 16:49:00 +0000</pubDate><atom:updated>2012-12-13T08:49:59.389-08:00</atom:updated><title>PROGRAMAÇÃO DA AULA INAUGURAL/PROFUNCIONÁRIO/POLO JUINA (Brasnorte, Castanheira e Juina/MT)</title><description>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;PROGRAMAÇÃO
DA AULA INAUGURAL/PROFUNCIONÁRIO/POLO JUINA (Brasnorte, Castanheira e Juina/MT)&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;8:30h – Abertura (Hino Nacional Brasileiro).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;8:45h - Apresentação do Vídeo Institucional da Aula Inaugural
do PROFUNCIONÁRIO para o Estado de Mato Grosso.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;9:00h - Composição de mesa (autoridades e convidados
presentes).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;9:15h: Fala das autoridades e convidados. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;(desfazer da mesa)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;9:45h: Apresentação da Estrutura e Funcionamento do Programa PROFUNCIONÁRIO
– Coordenadora do Polo Sede e Formadora do Eixo Profissional dos Serviços de
Apoio Escolar: Silvia Regina de Oliveira.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;10:00h: Esclarecimentos de dúvidas dos cursistas.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;10:30h: Apresentação dos Tutores presenciais e distribuição
das turmas nas salas que serão atendidos - assinatura das listas de presença e
atualização de dados e entrega de documentos.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;11:30h – Encerramento.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
</description><link>http://cefaprojuina.blogspot.com/2012/12/normal-0-21-false-false-false-pt-br-x_13.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-6192749828900627878</guid><pubDate>Thu, 13 Dec 2012 01:14:00 +0000</pubDate><atom:updated>2012-12-12T17:14:29.427-08:00</atom:updated><title></title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;291&quot; 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&quot; width=&quot;400&quot; /&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;URGENTE!!!&lt;span style=&quot;font-size: large;&quot;&gt; PROFUNCIONÁRIO - POLO DE JUINA&lt;/span&gt;&amp;nbsp;&amp;nbsp; (B&lt;span style=&quot;font-size: large;&quot;&gt;RASNORTE, CASTANHEIRA E JUINA&lt;/span&gt;)&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Recebemos agora a noite,&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt; a informação vinda da&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt; &lt;span style=&quot;font-size: large;&quot;&gt;C&lt;/span&gt;oordenadoria &lt;span style=&quot;font-size: large;&quot;&gt;E&lt;/span&gt;stadual do Profuncionário de que, deveríamos desmarcar as aul&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;as presencia&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;is programadas para o dia 14 e 15 (sex&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;ta e sábado) devido ao fato de não ser possível o recebimento em tempo, do mater&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;ial necessário para a&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt; realização das &lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;aulas (DVDs, contendo as aulas e vídeos e o material impresso) e por não estar disponível ainda no sistema AVA do IFPR, os módulos d&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;as aulas e atividades para acesso dos cursistas. &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;b&gt;Com base no e&lt;/b&gt;&lt;b&gt;xposto, &lt;/b&gt;&lt;b&gt;informamos que estão canceladas as aulas 1, 2, 3 e 4 do mód&lt;/b&gt;&lt;b&gt;ulo I, e manteremos, a programação para a AULA INAUGURAL.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Peço a&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;os cursistas &lt;span style=&quot;font-size: large;&quot;&gt;inscritos&lt;/span&gt; que se prog&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;ram&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;em para participarem no dia 14, sexta-feira, das 8:30h às 11:30h, da AULA INAUGURAL&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;, conforme &lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;informado anteri&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;ormente, nas dependên&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;cia do CEFAPRO&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;/JUINA.&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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</description><link>http://cefaprojuina.blogspot.com/2012/12/urgente-profuncionario-polo-de-juina-b.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-8132094436038516107</guid><pubDate>Sun, 09 Dec 2012 19:19:00 +0000</pubDate><atom:updated>2012-12-10T02:32:10.579-08:00</atom:updated><title>PROFUNCIONÁRIO: AULA INAUGURAL E INICIO DAS ATIVIDADES NO POLO DE JUINA.</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&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;Colorful List Accent 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
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   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;
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   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;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
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   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;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
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   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;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
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   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;
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   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;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
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   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;
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   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;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid 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;
  &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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   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;}
table.MsoTableGrid
 {mso-style-name:&quot;Tabela com grade&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-priority:59;
 mso-style-unhide:no;
 border:solid windowtext 1.0pt;
 mso-border-alt:solid windowtext .5pt;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-border-insideh:.5pt solid windowtext;
 mso-border-insidev:.5pt solid windowtext;
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 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;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;PROGRAMAÇÃO PARA 2012:
POLO DE JUINA&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&gt;

&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;(MUNICÍPIOS:
CASTANHEIRA/BRASNORTE/JUINA)&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&gt;
&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&gt;
&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&lt;b&gt;&lt;span style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;DIA 14/12/2012 – ÀS 8:30 h - AULA
INAUGURAL: &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&gt;
&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: lime;&quot;&gt;&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&amp;nbsp;&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 style=&quot;background-color: black;&quot;&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;FALA DAS
AUTORIDADES CONVIDADAS;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;

&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: PT-BR;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&amp;nbsp;&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;APRESENTAÇÃO (QUE É O PROFUNCIONARIO, ESTRUTURA E&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;FUNCIONAMENTO); &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;

&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Symbol; font-size: 14.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: PT-BR;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&amp;nbsp;&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;background-color: black;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;ENTREGA DE
DOCUMENTAÇÃO;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;

&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Symbol; font-size: 14.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: PT-BR;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&amp;nbsp;&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;ATUALIZAÇÃO
DE DADOS PARA CADASTRO NO AMBIENTE VIRTUAL E NO SETEC/MEC. (O CURSISTA DEVERÁ
APRESENTAR UM E-MAIL DE CONTATO ATIVO)&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&gt;

&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&gt;

&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;AULAS PRESENCIAIS&lt;/b&gt;:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&gt;
&lt;/a&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: white;&quot;&gt;&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;
&lt;table align=&quot;left&quot; border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; margin-left: 5.25pt; margin-right: 5.25pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-anchor-horizontal: page; mso-table-anchor-vertical: page; mso-table-left: 191.4pt; mso-table-lspace: 7.05pt; mso-table-rspace: 7.05pt; mso-table-top: 406.85pt; mso-yfti-tbllook: 1184;&quot;&gt;
 &lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;
  &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;180&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;DATA&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;180&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;HORAS&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 65.75pt;&quot; valign=&quot;top&quot; width=&quot;110&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;AULA&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr&gt;
  &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; text-align: center; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;180&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;DIA
  14/12/2012&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;180&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;13:00 ÀS
  17:00h&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 65.75pt;&quot; valign=&quot;top&quot; width=&quot;110&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;AULA 1 &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr&gt;
  &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; text-align: center; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;180&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;DIA
  14/12/2012&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;180&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;19:00 ÀS
  22:00&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 65.75pt;&quot; valign=&quot;top&quot; width=&quot;110&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;AULA 2&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr&gt;
  &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; text-align: center; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;180&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;DIA 15/12/2012&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;180&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;07:00 ÀS
  11:00&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 65.75pt;&quot; valign=&quot;top&quot; width=&quot;110&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;AULA 3&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 4; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; text-align: center; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;180&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;DIA
  15/12/2012&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;180&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;13:00 ÀS
  17:00&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 65.75pt;&quot; valign=&quot;top&quot; width=&quot;110&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;AUL&lt;span style=&quot;font-size: small;&quot;&gt;A 4&lt;/span&gt; &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;color: white;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;LOCAL: CEFAPRO DE JUINA
– RUA REINOLDO POST, S/Nº - MÓDULO 4 JUINA/MT (PRÓXIMO AO HOSPITAL SÃO
LUCAS).&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: white;&quot;&gt;&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&gt;
&lt;/a&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;span style=&quot;color: white;&quot;&gt;&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&gt;
&lt;/a&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;span style=&quot;color: white;&quot;&gt;
&lt;/span&gt;
&lt;br /&gt;
&lt;span style=&quot;color: white;&quot;&gt;
&lt;/span&gt;
&lt;br /&gt;
&lt;span style=&quot;color: white;&quot;&gt;
&lt;/span&gt;
&lt;br /&gt;
&lt;span style=&quot;color: white;&quot;&gt;
&lt;/span&gt;
&lt;br /&gt;
&lt;span style=&quot;color: white;&quot;&gt;
&lt;/span&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: white;&quot;&gt;
&lt;/span&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: white;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: white;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;OS&lt;/span&gt; &lt;/span&gt;DEMAIS POLOS ESTÃO
SE ORGANIZANDO PARA INÍCIO DAS ATIVIDADES, DEVENDO INICIÁ-LAS ATÉ O DIA 19/12. DIVULGAREMOS&amp;nbsp; ASSIM QUE TIVERMOS A PROGRAMAÇÃO.&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: white;&quot;&gt;
&lt;/span&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: white;&quot;&gt;
&lt;/span&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: white;&quot;&gt;&lt;span style=&quot;color: yellow;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: white;&quot;&gt;
&lt;/span&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: white;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;E-MAIL PARA MAIORES
ESCLARECIMENTOS:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: white;&quot;&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;profuncionario.polosedejna@gmail.com&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span style=&quot;color: white;&quot;&gt;&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:RelyOnVML/&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/a&gt;&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&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;
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  &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;}
table.MsoTableGrid
 {mso-style-name:&quot;Tabela com grade&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-priority:59;
 mso-style-unhide:no;
 border:solid windowtext 1.0pt;
 mso-border-alt:solid windowtext .5pt;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-border-insideh:.5pt solid windowtext;
 mso-border-insidev:.5pt solid windowtext;
 mso-para-margin:0cm;
 mso-para-margin-bottom:.0001pt;
 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;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:RelyOnVML/&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&gt;

&lt;/a&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:RelyOnVML/&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/a&gt;&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&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;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
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   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;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&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 Grid Accent 6&quot;/&gt;
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&lt;style&gt;
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 table.MsoNormalTable
 {mso-style-name:&quot;Tabela normal&quot;;
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 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
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 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;}
table.MsoTableGrid
 {mso-style-name:&quot;Tabela com grade&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-priority:59;
 mso-style-unhide:no;
 border:solid windowtext 1.0pt;
 mso-border-alt:solid windowtext .5pt;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-border-insideh:.5pt solid windowtext;
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 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;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
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  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/a&gt;&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/b&gt;</description><link>http://cefaprojuina.blogspot.com/2012/12/profuncionario-aula-inaugural-e-inicio.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAbDnIctNymHi1DU8AY7EvgljZ4w21oK0iK8ElKSgqLCuAGxGLBuJpOCgZbi4OXXSq_G8mX1GSkdg9FueEGpX7ucnErveAMt2M81QR_Uvla5a-iytAtcBUYWROyh3A_H8MIcHJmOpKaRrj/s72-c/LOGO.+PROFUNCIONARIO.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-1926138605129775390</guid><pubDate>Sun, 09 Dec 2012 18:18:00 +0000</pubDate><atom:updated>2012-12-09T10:37:35.313-08:00</atom:updated><title>INFORMATIVO PROFUNCIONÁRIO - POLO DE JUINA</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6UWfJJ4VscOS1-wXbbSP7sdwZCUCvi-wIp6s5daubrxuWAcf4Asu8yDGd8aGocUMpfM0H0g0uT9CYiTgZL_PgRrE6G-0Bqc1hMSW2Ukye2Xm6ylmacwWn9z-D2c-enAZNaBXqEGYMGygk/s1600/LOGO.+PROFUNCIONARIO.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6UWfJJ4VscOS1-wXbbSP7sdwZCUCvi-wIp6s5daubrxuWAcf4Asu8yDGd8aGocUMpfM0H0g0uT9CYiTgZL_PgRrE6G-0Bqc1hMSW2Ukye2Xm6ylmacwWn9z-D2c-enAZNaBXqEGYMGygk/s200/LOGO.+PROFUNCIONARIO.jpg&quot; width=&quot;161&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
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 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:TrackFormatting/&gt;
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  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;
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&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;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
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&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%;&quot;&gt;COMO FORAM COMPOSTAS AS TURMAS/2012
DO PROFUNCIONÁRIO?&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-size: 13.0pt; line-height: 115%;&quot;&gt;O &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;POLO DE JUINA/MT,&lt;/b&gt;
ATENDERÁ OS CURSOS DE INFRAESTRUTURA ESCOLAR, SECRETARIA ESCOLAR E ALIMENTAÇÃO
ESCOLAR DOS MUNICÍPIOS DE BRASNORTE, CASTANHEIRA E JUINA.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 13.0pt; line-height: 115%;&quot;&gt;O &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;POLO DE COLNIZA/MT,&lt;/b&gt;
ATENDERÁ O CURSO DE INFRAESTRURA ESCOLAR DO MUNICÍPIO DE COLNIZA. OS CURSOS DE
ALIMENTAÇÃO ESCOLAR E SECRETARIA ESCOLAR NÃO FORMOU TURMA E SERÃO ATENDIDOS EM
JURUENA.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 13.0pt; line-height: 115%;&quot;&gt;O &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;POLO DE JURUENA/MT,&lt;/b&gt;
ATENDERÁ AS TURMAS DE INFRAESTRUTURA ESCOLAR, SECRETARIA ESCOLAR E ALIMENTAÇÃO
ESCOLAR DOS MUNICÍPIOS DE COTRIGUAÇU E DE JURUENA, E AS TURMAS DE ALIMENTAÇÃO
ESCOLAR E SECRETARIA ESCOLAR DO MUNICÍPIO DE COLNIZA.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 13.0pt; line-height: 115%;&quot;&gt;O &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;POLO DE ARIPUANÃ/MT,&lt;/b&gt;
ATENDERÁ AS TURMAS DE INFRESTRUTURA ESCOLAR, SECRETARIA ESCOLAR E ALIMENTAÇÃO
ESCOLAR DO MUNICÍPIO DE ARIPUANÃ.&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; 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;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;NÃO FORAM COMPOSTAS TURMAS DO CURSO
TÉCNICO EM MULTIMEIO DIDÁTICOS NOS POLOS, E, ESTES CURSISTAS FORAM
REDIMENSIONADOS PARA AS TURMAS DO CURSO TÉCNICO EM SECRETARIA ESCOLAR.&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;TODOS OS POLOS TERÃO COORDENAÇÃO E
TUTORES PRESENCIAIS, ALÉM TUTORES E COORDENADORES VIRTUAIS (ALGUNS AINDA SERÃO
SELECIONADOS PELO IFMT)&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
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&lt;/div&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;&lt;u&gt;NAS RELAÇÕES&lt;/u&gt; DE COMPOSIÇÃO DE TURMAS
VOCÊS ENCONTRARÃO&amp;nbsp; O E-MAIL DOS TUTORES PRESENCIAIS DOS CURSOS&lt;span style=&quot;color: blue;&quot;&gt; &lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;E O LOCAIS ONDE SERÃO ATENDIDOS.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: yellow;&quot;&gt; &lt;/span&gt;( ESTAS FORAM
ENCAMINHADAS PARA AS ASSESSORIAS E SECRETARIAS MUNICIPAIS DE EDUCAÇÃO DE CADA
MUNICÍPIO).&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
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&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;E-MAIL PARA MAIORES
ESCLARECIMENTOS:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;a href=&quot;mailto:profuncionario.polosedejna@gmail.com&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;profuncionario.polosedejna@gmail.com&lt;span style=&quot;background-color: red;&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;</description><link>http://cefaprojuina.blogspot.com/2012/12/normal-0-21-false-false-false-pt-br-x_7747.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6UWfJJ4VscOS1-wXbbSP7sdwZCUCvi-wIp6s5daubrxuWAcf4Asu8yDGd8aGocUMpfM0H0g0uT9CYiTgZL_PgRrE6G-0Bqc1hMSW2Ukye2Xm6ylmacwWn9z-D2c-enAZNaBXqEGYMGygk/s72-c/LOGO.+PROFUNCIONARIO.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-1647768348330413221</guid><pubDate>Tue, 05 Jun 2012 12:03:00 +0000</pubDate><atom:updated>2012-06-05T05:10:49.306-07:00</atom:updated><title>PROJETO &quot;RÁDIO NA ESCOLA&quot; - ARIPUANÃ/MT</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYQR0VVe1Pc9Oyijo5n-9xb-kNJrHKjj1KqpXOEDHZDgd5q9J1KcJyALSkicuGnPnRKKit6ixJcwseOj4Ibe2tkyNgG1w46QFObonTR4ZE9bSztZUWZMkFwwT8NGbSGbDLHnujAk2xv3Cx/s1600/083.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; fba=&quot;true&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYQR0VVe1Pc9Oyijo5n-9xb-kNJrHKjj1KqpXOEDHZDgd5q9J1KcJyALSkicuGnPnRKKit6ixJcwseOj4Ibe2tkyNgG1w46QFObonTR4ZE9bSztZUWZMkFwwT8NGbSGbDLHnujAk2xv3Cx/s320/083.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;Em visita ao município de Aripuanã tivemos a oportunidade de conhecer alguns projetos da Escola Estadual São Francisco de Assis, um desses projetos que nos chamou a atenção é o “Rádio na Escola”.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; 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: 12pt; line-height: 115%;&quot;&gt;Esse projeto tinha como objetivo fulcral a implantar uma Rádio na Escola e consequentemente divulgar os propósitos pedagógicos, além de divertir e informar.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;Agora em funcionamento, a rádio além dos objetivos supracitados, está alcançando vôos ainda maiores, um desses é a rádio online que pode ser ouvida pelo endereço eletrônico http://esfaaripuana.com; com essa conquista a rádio já é considerada um importante meio de comunicação entre a escola e comunidade geral, que acaba por atingir propósitos previamente imaginados que são eles:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;Promover a comunicação no âmbito escolar de forma aberta e transparente; &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;Divulgar atividades e eventos a todos os frequentadores da Escola;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;Divertir a todos com anedotas, piadas e músicas alegres, dançantes, com letras interessantes;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;Permitir o conhecimento das atividades da instituição sem a necessidade de envio de correspondência ou recado nas salas de aula;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;Formar sujeitos conscientes do papel da comunicação e da liberdade de expressão.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;Parabéns a todos os profissionais e a comunidade escolar que fazem parte da Escola Estadual São Francisco de Assis pela magnitude dessa iniciativa, que hoje já rende frutos digno de elogios, e esses frutos vem de encontro à finalidade principal que é a melhoria da qualidade da Educação.&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;Escrito por: Antonio Marcos Alves da Costa e Silvia Regina de Oliveira (Formadores- CEFAPRO/JUINA) &lt;/span&gt;&lt;/div&gt;</description><link>http://cefaprojuina.blogspot.com/2012/06/radio-na-escola-estadual-sao-francisco.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYQR0VVe1Pc9Oyijo5n-9xb-kNJrHKjj1KqpXOEDHZDgd5q9J1KcJyALSkicuGnPnRKKit6ixJcwseOj4Ibe2tkyNgG1w46QFObonTR4ZE9bSztZUWZMkFwwT8NGbSGbDLHnujAk2xv3Cx/s72-c/083.JPG" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-4040276328137577842</guid><pubDate>Fri, 13 Apr 2012 18:42:00 +0000</pubDate><atom:updated>2012-04-13T11:42:19.768-07:00</atom:updated><title>LEITURA E PRODUÇÃO DE TEXTO NA ALFABETIZAÇÃO</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJxc7kogaMmAHaO1WpRjOBd_2_waGBJzz_3NCiCbqsDSLjd1Umo9_6QXPxTdtiIRaJ2s7gwQaHc-42w9LsLMn_aoz_YIUcREsQcVx7nowl-qryS-qh4lZwFGrlPc-9NauFR-S9QBmQAaL9/s1600/images.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJxc7kogaMmAHaO1WpRjOBd_2_waGBJzz_3NCiCbqsDSLjd1Umo9_6QXPxTdtiIRaJ2s7gwQaHc-42w9LsLMn_aoz_YIUcREsQcVx7nowl-qryS-qh4lZwFGrlPc-9NauFR-S9QBmQAaL9/s1600/images.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify; text-indent: 32.4pt;&quot;&gt;
&lt;strong&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify; text-indent: 32.4pt;&quot;&gt;
&lt;span&gt;Leitura e escrita são atividades que, desde quando
o homem sentiu necessidade de ampliar suas formas de comunicação, andaram
juntas. Não se concebe na atualidade, atividades de leitura e escrita de forma
dissociada. Assim, para que o aluno seja um bom escritor é necessário que ele
seja também um bom leitor. Bom leitor no sentido de interpretar de forma
coerente e critica, algo lido. Desta forma, além das atividades de produção de
textos propriamente ditas, é importante que o professor tenha a preocupação de
estar atento a quatro aspectos que o leitor atende quando lê: percepção da
palavra, compreensão, reação e integração. Isto quer dizer que, ao ler, nossos
alunos além de RECONHECER a palavra escrita devem COMPREENDER o que leu, isto
é, ligar a palavra ao seu significado; REAGIR À LEITURA, o que significa gostar
ou não do que leu o que denota subjetividade; INTEGRAR, ou seja, relacionar o
que leu com outras partes do texto e com as suas experiências anteriores sobre
o assunto. Isto ocorrendo desta forma, favorece o desempenho do aluno enquanto
produtor de um texto, mas e a produção de texto dos alunos que ainda não sabem
ler, ou seja , não estão alfabetizados?&lt;/span&gt;&lt;span&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify;&quot;&gt;
&lt;span&gt;Nós professores alfabetizadores, na maioria
das vezes quando falamos de uma produção de texto na alfabetização, vêm logo
algumas interrogações:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify;&quot;&gt;
&lt;strong&gt;&lt;span&gt;- Será que é possível produzir textos sem
estar alfabetizado?&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify;&quot;&gt;
&lt;strong&gt;&lt;span&gt;- Como uma criança que ainda não sabe ler
poderá produzir um texto?&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify;&quot;&gt;
&lt;strong&gt;&lt;span&gt;&lt;span&gt;&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;Todas
essas interrogações vão depender do que entendemos por produção de texto.&lt;/span&gt;&lt;/strong&gt;&lt;span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify;&quot;&gt;
&lt;span&gt;&lt;span&gt;&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;Por
estar alfabetizada, não significa que a criança produz textos melhores. O que
acontece é que a criança alfabetizada produz e escreve seu próprio texto, já a
não alfabetizada apenas produz oralmente. Desta forma, apesar de não dominarem
completamente a escrita, é possível trabalhar com produção de textos na
alfabetização.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;As crianças possuem um rico repertório de
ideias e vocabulários, mesmo não tendo uma postura convencional de escritores,
podem e devem fazer parte da criação de textos em sala de aula.&lt;span&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot;&gt;
&lt;strong&gt;&lt;span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;span&gt;&lt;span&gt; &lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;&quot;&gt;
&lt;strong&gt;&lt;span&gt;A FINAL, O QUE SE ENTENDE POR TEXTO? &lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span&gt;Um texto não
se restringe ao ato da palavra escrita, pois texto é tudo aquilo que é possível
ser compreendido pelo interlocutor (ouvinte/leitor) podendo ser oral ou escrito.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span&gt;O trabalho com
produção de textos tem como finalidade formar escritores competentes capazes de
produzir textos coerentes, coesos e eficazes. Pensar em um trabalho assim com a
alfabetização, parece ser uma pretensão muito grande, porém não é pretensão,
mas sim uma meta. É nas séries iniciais que precisamos despertar nas crianças o
gosto pela leitura e as habilidades para produção de textos.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span&gt;Para aprender
a escrever, é necessário ter acesso à diversidade de textos escritos,
testemunha a utilização que se faz da escrita em diferentes circunstâncias,
defrontar-se com as reais questões que a escrita coloca a quem se propõe
produzi-la, arriscar-se a fazer como consegue e receber ajuda de quem já sabe
escrever. Sendo assim, o tratamento que se dá à escrita na escola não pode
inibir os alunos ou afastá-los do que se pretende; ao contrário, é preciso
aproximá-los, principalmente quando são iniciados &quot;oficialmente&quot; no
mundo da escrita através da alfabetização. Afinal, esse é o início de um
caminho que deverão trilhar para se transformarem em cidadãos da cultura
escrita.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span&gt;Se o nosso
objetivo é formar escritores competentes, supõe, portanto, uma prática
continuada de produção de textos na sala de aula, situações de produção de uma
grande variedade de textos de fato e uma aproximação das condições de produção
às circunstâncias nas quais se produz esses textos. Portanto precisamos tomar
alguns cuidados em relação às atividades de produção de texto, pois muitas
vezes inibimos a criatividade dos nossos alunos.&lt;span style=&quot;color: red;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm .0001pt 36.0pt; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;span&gt;&lt;span&gt;a)&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span&gt;Datas Comemorativas – Ainda deparamos
com textos relacionados as datas importantes ou comemorativas&lt;span&gt;&amp;nbsp; &lt;/span&gt;como por exemplo “as férias”, “Dia das Mãe”
ou “Dia dos pais”. Como no primeiro dia de aula o aluno vai escrever sobre suas
férias? Se não foram férias? E, ainda como falar de algo tão particular e em
alguns casos até constrangedor para um professor desconhecido? Pois se este
será o único a ler o seu texto. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm .0001pt 18.0pt; text-align: justify; text-indent: 17.4pt;&quot;&gt;
&lt;span&gt;Outra situação que percebemos é a
seguinte: “Escreva um poema ara sua mãe” ou “descreve o seu pai”. Muitos dos alunos
chegam até a chorar neste dia ou mesmo a faltar na escola porque não têm boas
lembranças dos pais. Alguns são órfãos de mãe, outros foram abandonados. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm .0001pt 18.0pt; text-align: justify; text-indent: 17.4pt;&quot;&gt;
&lt;span&gt;É fundamental que o professor tenha
cuidado ao sugerir temas para produção textual, que conheça um pouco da
história de vida de cada aluno, e que saiba respeitar as particularidades da
vida do aluno. Pois, forçando o aluno a produzir um texto fora da sua realidade
pode ser desastroso, chegando a ser uma poda de seus “sonhos criativos”. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm .0001pt 18.0pt; text-align: justify; text-indent: 17.4pt;&quot;&gt;
&lt;span&gt;Sabemos que a mediação do professor e
a variedade de atividades nas produções de texto são fundamentais para o
desenvolvimento produtivo das crianças.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm .0001pt 18.0pt; text-align: justify; text-indent: 17.4pt;&quot;&gt;
&lt;span&gt;Deixo aqui algumas sugestões de atividades
possíveis, de produção de texto na alfabetização: &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm .0001pt 18.0pt; text-align: justify; text-indent: 17.4pt;&quot;&gt;
&lt;span&gt;- Produção de texto coletivo: situação
em que o professor é o escriba do texto ditado pelos estudantes. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm .0001pt 18.0pt; text-align: justify; text-indent: 17.4pt;&quot;&gt;
&lt;span&gt;- Criar agendas telefônicas. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm .0001pt 18.0pt; text-align: justify; text-indent: 17.4pt;&quot;&gt;
&lt;span&gt;- Legendas. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm .0001pt 18.0pt; text-align: justify; text-indent: 17.4pt;&quot;&gt;
&lt;span&gt;- Reescrita de histórias conhecidas. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm .0001pt 18.0pt; text-align: justify; text-indent: 17.4pt;&quot;&gt;
&lt;span&gt;- Listas temáticas. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm .0001pt 18.0pt; text-align: justify; text-indent: 17.4pt;&quot;&gt;
&lt;span&gt;- Reconto de histórias ouvidas. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm .0001pt 18.0pt; text-align: justify; text-indent: 17.4pt;&quot;&gt;
&lt;span&gt;- Etiquetar objetos da sala e
materiais pessoais, etc.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm .0001pt 18.0pt; text-align: justify; text-indent: 17.4pt;&quot;&gt;
&lt;span&gt;Estas atividades e outras mais que
você pode criar em sua sala, faz com que os alunos se percebam capazes de
produzir textos mesmo sem saber escrever convencionalmente.&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span&gt;Autora: Lourdes Alves de Souz&lt;/span&gt;</description><link>http://cefaprojuina.blogspot.com/2012/04/leitura-e-producao-de-texto-na.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJxc7kogaMmAHaO1WpRjOBd_2_waGBJzz_3NCiCbqsDSLjd1Umo9_6QXPxTdtiIRaJ2s7gwQaHc-42w9LsLMn_aoz_YIUcREsQcVx7nowl-qryS-qh4lZwFGrlPc-9NauFR-S9QBmQAaL9/s72-c/images.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-4854428105041263772</guid><pubDate>Fri, 13 Apr 2012 18:35:00 +0000</pubDate><atom:updated>2012-04-13T11:36:08.644-07:00</atom:updated><title>ALFABETIZAR: É Construir Caminhos</title><description>&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-left: 70.8pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP7ou6dGVdlXVsFQFALCHjpNshw2-u6iaeErsBaRqmaPivhijIcBFMNZT1t65dZJf6-Ivgw07CA8Jh32aKPwMMGfWF079f1Ssx5wEKXIbJ7EPObvxuESBlk_ajZWa-ZaPv964UtC58rexr/s1600/Estilos-de-Aprendizagem.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP7ou6dGVdlXVsFQFALCHjpNshw2-u6iaeErsBaRqmaPivhijIcBFMNZT1t65dZJf6-Ivgw07CA8Jh32aKPwMMGfWF079f1Ssx5wEKXIbJ7EPObvxuESBlk_ajZWa-ZaPv964UtC58rexr/s1600/Estilos-de-Aprendizagem.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;A
alfabetização além de ser a base da construção do conhecimento das crianças é
uma das fases mais bonitas do aprendizado. Alfabetizar é como ensinar a criança
dar os primeiros passos.&amp;nbsp; É na
alfabetização&amp;nbsp; que a criança dá os
primeiros passos&amp;nbsp; para o conhecimento e
para se tornar alguém reconhecido na sociedade. A alfabetização, quando
realizada com sucesso, permite que o aluno aprenda a ler, escrever, fazer
contas e muito mais atividades que são essenciais nos dias de hoje e mais do
que isso, são ferramentas para compreensão e realização da comunicação do homem
na sociedade e chave para a certificação dos saberes já conquistado.
Entretanto, alguns métodos ainda utilizados já estão ultrapassados e não mais
despertam nos alunos a magia e o encantamento pelo que ainda não foi
descoberto.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;Na
alfabetização é fundamental que utilizamos os mais variados métodos possíveis e
de materiais de apoio pedagógico como: &amp;nbsp;textos ilustrativos, contos, jogos, músicas e
vídeos. Isso tem sido um método bastante eficaz, uma vez que o aluno aprende se
divertindo. Já passamos do tempo em que a alfabetização era exclusivamente
juntar as sílabas e formar palavras, atualmente o aprendizado é feito a partir
da visão do mundo, quando começamos a fazer interpretações do espaço e das pessoas
ao nosso redor. É fácil de entender porque os novos métodos geram tantos
resultados positivos, aquilo que nos interessa e que nos marca de alguma forma,
fica guardado e lembramos com mito mais facilidade.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;Através
da ação de brincar, a criança constrói um espaço de experimentação. Nas
atividades lúdicas, esta, aprende a lidar com o mundo real, desenvolvendo suas
potencialidades, incorporando valores, conceitos e conteúdos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;O
material pedagógico não deve ser visto como um objeto estático sempre igual
para todos os sujeitos, pois, trata-se de um instrumento dinâmico que se altera
em função da cadeia simbólica e imaginária do aluno. Apresenta um potencial
relacional, que pode ou não desencadear relações entre as pessoas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;Quando
é levamos para a sala de aula um novo jogo, colorido e divertido, que contenha
todas as letras do alfabeto, ou contamos uma história, o aluno certamente
lembrará com muito mais facilidade do que quando damos a ele um papel branco,
com as letras do alfabeto escritas. Hoje, os educadores precisam ser mais do
que bons professores, precisam ser facilitadores do aprendizado, criando novas
técnicas de chamar a atenção do aluno de varias maneiras.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;Sugestões para sala de aula&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;- Desenvolva atividades lúdicas com seus
alunos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;- Procure introduzir cada novo conteúdo de
forma diferente.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;- Mude a disposição das cadeiras e mesas na
sala de aula.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;- Faça os alunos participarem das aulas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;- Troque de ambiente e dê aula no pátio da
escola, por exemplo.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;- Explore cartazes, vídeos, filmes.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;- Traga jornais e revistas para a sala de
aula.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;- Aproveite todo o ambiente escolar.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;- Crie aulas diferentes e divertidas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;- Elabore situações problemas para os seus
alunos resolverem.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;- Busque auxílio nos meios de comunicação.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;- Troque experiências com os colegas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;-&amp;nbsp;Valorize as opiniões de seus alunos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;- Peça sugestões aos seus alunos quando for
preparar suas aulas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;- Faça trabalhos em pequenos grupos ou grupos
sucessivos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;- Incentive e estimule a aprendizagem dos
seus alunos.&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=683529185458205811&quot; id=&quot;_GoBack&quot; name=&quot;_GoBack&quot;&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&gt;
Fontes de Pesquisa:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&gt;
&lt;span style=&quot;color: #002060;&quot;&gt;diariodaprofaglauce.blogspot.com/&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&gt;
&lt;a href=&quot;http://www.nead.unama.br/&quot;&gt;&lt;span style=&quot;color: #002060;&quot;&gt;http://www.nead.unama.br/&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;color: #002060;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&gt;
&lt;a href=&quot;http://www.smec.salvador.ba.gov.br/&quot;&gt;&lt;span style=&quot;color: #002060;&quot;&gt;http://www.smec.salvador.ba.gov.br/&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;color: #002060;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg5KHz_ScXmRph1yojNi0klkNBLsWMGhanSRf_AVrL0CZfyDhd8UsWLvesubPHlta-3nXFyZVw9MJtEyNdsyfo_X7am4IMrj98wcqlXCyujfqA6MMa0jDxNZeVbirkRTC06LocOCqxYwY4/s1600/Estilos-de-Aprendizagem.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg5KHz_ScXmRph1yojNi0klkNBLsWMGhanSRf_AVrL0CZfyDhd8UsWLvesubPHlta-3nXFyZVw9MJtEyNdsyfo_X7am4IMrj98wcqlXCyujfqA6MMa0jDxNZeVbirkRTC06LocOCqxYwY4/s1600/Estilos-de-Aprendizagem.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Autora:&amp;nbsp; Lourdes Alves de Souza</description><link>http://cefaprojuina.blogspot.com/2012/04/alfabetizar-e-construir-caminhos.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP7ou6dGVdlXVsFQFALCHjpNshw2-u6iaeErsBaRqmaPivhijIcBFMNZT1t65dZJf6-Ivgw07CA8Jh32aKPwMMGfWF079f1Ssx5wEKXIbJ7EPObvxuESBlk_ajZWa-ZaPv964UtC58rexr/s72-c/Estilos-de-Aprendizagem.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-7382162655923276188</guid><pubDate>Fri, 13 Apr 2012 18:31:00 +0000</pubDate><atom:updated>2012-04-13T11:31:38.667-07:00</atom:updated><title>DIFICULDADES DE APRENDIZAGEM</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSXmXAg4xiolL7V2Y7uwx8hdv9DYyQG6yJaPLAt9DhD1CQEEo2BJZr8HRhZ7xkSge9ewPWIVlFcvwvSCB_OMFFUS9wU6YXnoUY3pyaBwhRzb1BaP4DW5NfFsC2ArJbK9pDWiYT3ZHdbQbL/s1600/como_ajudar_01.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSXmXAg4xiolL7V2Y7uwx8hdv9DYyQG6yJaPLAt9DhD1CQEEo2BJZr8HRhZ7xkSge9ewPWIVlFcvwvSCB_OMFFUS9wU6YXnoUY3pyaBwhRzb1BaP4DW5NfFsC2ArJbK9pDWiYT3ZHdbQbL/s1600/como_ajudar_01.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot;&gt;
&lt;strong&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify; text-indent: 35.4pt;&quot;&gt;
A aprendizagem e a construção do conhecimento são processos
naturais e espontâneos do ser humano que desde muito cedo aprende a mamar,
falar, andar, pensar, garantindo assim, a sua sobrevivência. Com
aproximadamente três anos, as crianças são capazes de construir as primeiras
hipóteses e já começam a questionar sobre a existência.&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify; text-indent: 35.4pt;&quot;&gt;
A aprendizagem escolar também é considerada um processo
natural, que resulta de uma complexa atividade mental, na qual o pensamento, a
percepção, as emoções, a memória, a motricidade e os conhecimentos prévios
estão envolvidos e onde a criança deva sentir o prazer em aprender.&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify; text-indent: 35.4pt;&quot;&gt;
O estudo do processo de aprendizagem humana e suas
dificuldades são desenvolvidos pela Psicopedagogia, levando-se em consideração
as realidades interna e externa, utilizando-se de vários campos do
conhecimento, integrando-os e sintetizando-os. Procurando compreender de forma
global e integrada os processos cognitivos, emocionais, orgânicos, familiares,
sociais e pedagógicos que determinam à condição do sujeito e interferem no
processo de aprendizagem, possibilitando situações que resgatem a aprendizagem
em sua totalidade de maneira prazerosa.&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify; text-indent: 35.4pt;&quot;&gt;
Se por um lado temos alunos e suas possíveis dificuldades,
por outro lado estamos nós professores com dificuldades de entender as
dificuldades dos nossos alunos.&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify; text-indent: 35.4pt;&quot;&gt;
Encontramos muitas vezes dificuldades em oferecer uma
proposta mais estimulante para que a aprendizagem aconteça, favorecendo o
avanço desses alunos.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;strong&gt;&lt;span&gt;A DIFICULDADE DE APRENDIZAGEM
PODE ESTAR RELACIONADA AO EMOCIONAL DA CRIANÇA?&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify; text-indent: 35.4pt;&quot;&gt;
Nem sempre uma&lt;span&gt;&amp;nbsp; &lt;/span&gt;criança
que manifesta dificuldades na aprendizagem, tem falhas&lt;span&gt;&amp;nbsp; &lt;/span&gt;cognitivas. Essa manifestação da dificuldade
pode estar relacionada com privação de bem-estar emocional.&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify; text-indent: 35.4pt;&quot;&gt;
Sabemos que é crescente o número de crianças que não tem um
ritmo de aprendizagem proporcional ás suas capacidades.&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify; text-indent: 35.4pt;&quot;&gt;
Cada criança tem um perfil heterogêneo com pontos fortes e
fracos; por exemplo: há crianças que têm mais facilidade no raciocínio abstrato
verbal, outras na área de organização espaço-temporal, etc. É por essa razão
que as crianças têm potenciais diferentes: umas são melhores em línguagem,
outras em matemática e outras em ciências e tecnologia.&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify; text-indent: 18pt;&quot;&gt;
&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Sabe-se, contudo,
que os fatores que determinam a possibilidade de desenvolver esse potencial
inato são:&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-left: 36pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings;&quot;&gt;&lt;span&gt;-&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span&gt; &lt;/span&gt;peso da
estimulação afetiva (familiar, social, cultural); &lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-left: 36pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings;&quot;&gt;&lt;span&gt;-&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;o tipo de experiências que a criança vive com
quem lhe está mais próximo; &lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify; text-indent: 18pt;&quot;&gt;
Crianças que desenvolvem esses fatores, &lt;span&gt;&amp;nbsp;&lt;/span&gt;não só têm dificuldades de aprendizagem como
também podem apresentar dificuldades de adaptação à escola como são suscetíveis
de perturbar o ambiente escolar e prejudicar o aproveitamento e bem-estar dos
demais colegas. Isso ocorre em função de &lt;span&gt;&amp;nbsp;&lt;/span&gt;um desequilíbrio emocional ou de terem uma
baixa auto estima.&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;strong&gt;A
IMPORTÂNCIA DA AUTO-ESTIMA&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify; text-indent: 18pt;&quot;&gt;
Em idade escolar a capacidade de aprendizagem é uma das
primeiras a ficar afetada sempre que haja uma perturbação emocional da criança.
Dois tipos de perturbação emocional podem ocorrer:&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-left: 36pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings;&quot;&gt;&lt;span&gt;-&lt;span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;transitória – como alterações reativas a
circunstâncias sentidas como adversas, como o nascimento de um irmão ou a
separação dos pais &lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-left: 36pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings;&quot;&gt;&lt;span&gt;-&lt;span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;permanente – quando as dificuldades são mais
estruturais&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify; text-indent: 18pt;&quot;&gt;
A maioria destas crianças têm estruturas depressivas do seu
funcionamento psíquico, ou seja:&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-left: 36pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span&gt;a)&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;strong&gt;são desvalorizadas na sua auto imagem &lt;/strong&gt;(são
vulgares expressões do tipo: “sou burro”, “não sou nada bom”, “não faço nada
bem”) &lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-left: 36pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span&gt;b)&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;strong&gt;inseguras&lt;/strong&gt;
(são vulgares expressões do tipo: “não sei se consigo, faço isto ou faço
aquilo?”) &lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-left: 36pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span&gt;c)&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;strong&gt;pouca
tolerância à frustração&lt;/strong&gt;, desistindo rapidamente à primeira contrariedade ou
respondendo agressivamente contra os outros,&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-left: 36pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span&gt;d)&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;strong&gt;antecipam
negativamente&lt;/strong&gt; as situações escolares, a atividades propostas (Não acreditam
em seu potencial e dizem logo: “não sei fazer..., Nem venho na aula porque não
vou conseguir...”),&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-left: 36pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span&gt;e)&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;strong&gt;têm
dificuldades em interpor pensamento entre o sentir e o agir&lt;/strong&gt;, pelo que a
alteração dos comportamentos (instabilidade, hiperatividade ou agressividade
ou, mais raramente, pela inibição e retirada).&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-left: 18pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-left: 18pt; text-align: justify;&quot;&gt;
&lt;strong&gt;O QUE CABE A NÓS PROFESSORES?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify; text-indent: 18pt;&quot;&gt;
&lt;span&gt;Não precisamos fazer
mágica para elevar a auto-estima dos seus alunos. Basta fazer o que sabe:
ENSINAR&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-left: 72pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;&lt;span&gt;·&lt;span&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&gt;Sabemos
que não existe uma receita pronta, pois cada criança é um ser único e especial;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-left: 72pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;&lt;span&gt;·&lt;span&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&gt;Precisamos
rever nossas práticas;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-left: 72pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;&lt;span&gt;·&lt;span&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&gt;Repensar
em nossa forma de avaliar o aluno;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-left: 72pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;&lt;span&gt;·&lt;span&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&gt;Rever os
nossos conceitos dificuldades de aprendizagem;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin-left: 72pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;&lt;span&gt;·&lt;span&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&gt;Analisar
o nosso comportamento diante dos nossos colegas, pois somos o espelho dos
nossos alunos;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;&lt;span&gt;·&lt;span&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&gt;Encarar
desafios e ser comprometido com o nosso trabalho&lt;span style=&quot;font-weight: bold;&quot;&gt;. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;C&lt;/span&gt;&lt;/span&gt;&lt;strong&gt;OMO
TRABALHAR COM ESSES ALUNOS?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify; text-indent: 35.4pt;&quot;&gt;
Trabalhar a afetividade, socialização, relações emocionais e
os aspectos psicomotores de uma maneira lúdica, visando resgatar a auto-estima
e despertar o interesse do educando em aprender e proporcionar condições para
que todos os alunos sejam capazes de possuir autonomia frente ao conhecimento
construído socialmente.&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; text-align: justify; text-indent: 35.4pt;&quot;&gt;
É preciso que o professor atente para as diferentes formas de
ensinar, pois, há muitas maneiras de aprender. O professor deve ter consciência
da importância de criar vínculos com os seus alunos através das atividades
cotidianas, construindo e reconstruindo sempre novos vínculos, mais fortes e
positivos.&lt;/div&gt;
&lt;span&gt; &lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;span&gt;&lt;/span&gt;
 &lt;br /&gt;

&lt;div align=&quot;center&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;&quot; src=&quot;http://www.paulinas.org.br/diafeliz/images/comemoracao/TrabalhadorRural.gif%20&quot; title=&quot;&quot; width=&quot;&quot; /&gt;&lt;/div&gt;
Autora: Lourdes Alves de Souza</description><link>http://cefaprojuina.blogspot.com/2012/04/dificuldades-de-aprendizagem.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSXmXAg4xiolL7V2Y7uwx8hdv9DYyQG6yJaPLAt9DhD1CQEEo2BJZr8HRhZ7xkSge9ewPWIVlFcvwvSCB_OMFFUS9wU6YXnoUY3pyaBwhRzb1BaP4DW5NfFsC2ArJbK9pDWiYT3ZHdbQbL/s72-c/como_ajudar_01.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-2249802870426630047</guid><pubDate>Fri, 13 Apr 2012 18:25:00 +0000</pubDate><atom:updated>2012-04-13T11:25:46.882-07:00</atom:updated><title>INCLUSÃO ESCOLAR: Um desafio ou uma prática possível?</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxfe6g1pfTmOvHJhkqTEKBxuVixsIfTU_DF_e2XyIIwt3sn_-YxJf34nXZYki1gZapCxIAShux3DPT6gykj4inaDkVBPYJovbJWGtZJGUXa6n5dPfe5-14OUKuJIM7Ny86NAlp_apzi_qQ/s1600/Diversidade.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;228&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxfe6g1pfTmOvHJhkqTEKBxuVixsIfTU_DF_e2XyIIwt3sn_-YxJf34nXZYki1gZapCxIAShux3DPT6gykj4inaDkVBPYJovbJWGtZJGUXa6n5dPfe5-14OUKuJIM7Ny86NAlp_apzi_qQ/s320/Diversidade.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;

&lt;div align=&quot;justify&quot;&gt;
Os estudos e discussões sobre a inclusão de alunos 
com necessidades educacionais especiais em escolas ditas ‘regulares’ vem
 ganhando maior dimensão nos últimos tempos. O conceito de inclusão vem 
sendo discutido sob diferentes perspectivas e enfoques teóricos.&lt;br /&gt;
Atualmente contamos com uma mobilização muito grande&amp;nbsp; por parte da 
sociedade em relação a inclusão escolar. Podemos dizer que socialmente 
já temos um novo olhar frente às diferenças humanas, elegendo-as como um
 valor a ser assumido por todos, partindo do princípio de que a 
principal característica do ser humano é a pluralidade, e não a 
igualdade ou a uniformidade. Assim, crianças que apresentam diferentes 
déficits, sejam eles temporários ou crônicos, graves ou leves, devem ser
 inseridos no ensino regula.&lt;/div&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;

&lt;div align=&quot;justify&quot;&gt;

Inclusão na Escola não é simplesmente “Incluir o aluno” e muito 
mais é receber, acolher, cuidar, amar, proteger e ensinar tanto por 
parte dos profissionais quanto por parte dos alunos e da sociedade.&lt;br /&gt;
A simples aceitação das diferenças e a oportunidade de acesso á classe 
comum não determinam nem contribuem de forma consistente para a 
elaboração do Projeto Político Pedagógico e não asseguram a inclusão 
escolar dos alunos com acentuadas necessidades educativa especiais.&lt;br /&gt;
Nós educadores precisamos entender que a inclusão na Escola não é uma 
mera teoria da moda, mas uma atitude de vida; uma expressão de sociedade
 e cidadania; uma compreensão de que todos os seres humanos são humanos e
 como tais devem ser tratados e respeitados; enfim, é um caminho para o 
sempre, para o infinito, para o eterno transformar, porém sabemos que é 
um caminho árduo e longo.&lt;br /&gt;
Um dos maiores erros que nós educadores podemos&amp;nbsp; cometer é de acreditar 
que trabalhar a inclusão seja tarefa fácil ou se resuma na adoção de uma
 ou de outra situação de aprendizagem. O trabalho com a inclusão é uma 
questão extremamente ampla e que envolve valores e preconceitos 
arraigados em nossa cultura e internalizados em nossa mente. Precisamos 
ver a inclusão como um trabalho verdadeiramente sério, que implique em 
projeto de estruturação progressiva, transformações e mudança 
significativa.&lt;br /&gt;
Devemos lembrar que a inclusão não se limita a colocar a criança dentro 
da escola, é preciso que ela consiga interagir, de acordo com suas 
potencialidades, com outras crianças. Uma criança surda que fica isolada
 na escola, por exemplo, não está inserida: a exclusão fica reeditada no
 próprio ambiente escolar. Quando falamos que a inclusão implica em 
transformação e aceitação de si mesmo para, depois, atingir a outros. 
Como podemos dizer que vamos acolher o aluno com necessidades especiais 
se não&amp;nbsp; conseguimos lidar saudavelmente com as diferenças inerentes à 
própria existência humana?&lt;br /&gt;
Por mais que a inclusão na escola, seja uma proposta já existente e 
muito discutida socialmente, ainda percebemos que muitos professores&amp;nbsp; 
julgam-se incapazes de dar conta dessa demanda, despreparados e 
impotentes frente a essa realidade que é agravada pela falta de material
 adequado, de apoio administrativo e recursos financeiros.&lt;br /&gt;
Deparamos constantemente com professores aflitos e por falta de formação
 ou até mesmo por preconceitos e estigmas, frustrações e medo acreditam 
que não são capazes, ficam sem ação frente ao aluno, fica perdido 
querendo receitas prontas de metodologias e avaliações, porém a inclusão
 não é motivo para frustrações, mas sim motivo para aceitar, amar, 
entender, conhecer, valorizar e aprender junto.&lt;br /&gt;
Toda criança tem potencialidade de aprender dentro das suas limitações e
 tem muito que nos ensinar também. Na educação inclusiva não há mais a 
divisão entre ensino especial e ensino regular; o ensino é um e o mesmo 
para todos, respeitando as particularidades, as diferenças. Trata-se de 
um ensino participativo, solidário e acolhedor.&lt;/div&gt;
&lt;/div&gt;
&lt;br /&gt;
Fontes de Pesquisa:&lt;br /&gt;
INCLUSÃO - Revista da Educação Especial - Jul/2006.&lt;br /&gt;
ALTAS HABILIDADES / Superdotação Encorajando Potenciais&lt;br /&gt;
Angela M. R. Virgolim Brasília, DF 2007&lt;br /&gt;
http://www.comciencia.br/reportagens/2005/12/06impr.shtml&amp;nbsp;&lt;span&gt;&lt;/span&gt;&lt;br /&gt;

&lt;span&gt;Autora: Lourdes Alves de Souza &lt;/span&gt;</description><link>http://cefaprojuina.blogspot.com/2012/04/inclusao-escolar-um-desafio-ou-uma.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxfe6g1pfTmOvHJhkqTEKBxuVixsIfTU_DF_e2XyIIwt3sn_-YxJf34nXZYki1gZapCxIAShux3DPT6gykj4inaDkVBPYJovbJWGtZJGUXa6n5dPfe5-14OUKuJIM7Ny86NAlp_apzi_qQ/s72-c/Diversidade.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-1684921562667955519</guid><pubDate>Fri, 13 Apr 2012 14:58:00 +0000</pubDate><atom:updated>2012-04-13T07:58:43.147-07:00</atom:updated><title>OS ALUNOS ESTÃO DESINTERESSADOS OU AS AULAS ESTÃO DESMOTIVADAS?</title><description>&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-size: 16pt; line-height: 115%;&quot;&gt;&lt;br /&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
Atualmente deparamos com várias inquietações
relacionadas à educação. Uma das inquietações preocupantes é a desmotivação e o
desinteresse dos alunos.&lt;span&gt;&amp;nbsp; &lt;/span&gt;Ultimamente
percebemos que os alunos estão sem interesse.&lt;span&gt;&amp;nbsp;&lt;/span&gt;Isso nos leva a refletir sobre a motivação. A motivação, o interesse e a
participação dos alunos nos diversos níveis de escolaridade tem sido uma das
grandes preocupações.&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span&gt;&lt;img alt=&quot;&quot; height=&quot;382&quot; src=&quot;http://www.cefaprojuina.com/portal/images/stories/ano2011/desmotivados.jpg&quot; title=&quot;&quot; width=&quot;510&quot; /&gt;&lt;/span&gt; &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
Constantemente&lt;span&gt;&amp;nbsp; &lt;/span&gt;deparamos &lt;span&gt;&amp;nbsp;&lt;/span&gt;com &lt;span&gt;&amp;nbsp;&lt;/span&gt;as
seguintes queixas: &lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span&gt;&lt;span&gt;a)&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;“ É preocupante a falta de participação e
interesse pelas aulas.”&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span&gt;&lt;span&gt;b)&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;“Os
alunos estão sempre ausentes &lt;span&gt;&amp;nbsp;&lt;/span&gt;no
cumprimento das tarefa;”&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span&gt;&lt;span&gt;c)&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;“
Os alunos estão indisciplinados”.&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span&gt;&lt;span&gt;d)&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;“ Esses alunos não querem nada.”&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: 18pt;&quot;&gt;
Já paramos para pensar que tipo de motivação estamos dando aos nossos alunos? Paramos&lt;span&gt;&amp;nbsp;&lt;/span&gt;para observar como nossos alunos saem de casa e chegam&lt;span&gt;&amp;nbsp; &lt;/span&gt;na sala de aula? Como estão as cabecinhas dos
nossos alunos quando chegam à escola?&lt;span&gt;&amp;nbsp; &lt;/span&gt;Refletimos
qual o maior e principal objetivo que o aluno tem para frequentar a escola? &lt;span&gt;&amp;nbsp;&lt;/span&gt;Será que em algum momento paramos para pensar
que cada aluno é especial, que cada um deve ser tratado separadamente, que cada
caso é um caso? &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: 18pt;&quot;&gt;
Precisamos fazer uma reflexão e começar a ver
melhor com mais profundidade os nossos alunos.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: 18pt;&quot;&gt;
Motivar para a aprendizagem escolar é uma tarefa
nada fácil, pois se percebe que os alunos não encontram razões para aprender.
Se o aluno não encontra significado no trabalho que tem a realizar, se não vê
perspectiva futura nesta aprendizagem, provavelmente não terá interesse em
aprender. Para que estes problemas não se tornem um caos, o professor precisa
analisar cada caso e aprender a olhar de forma diferente, procurando entender
quais as causas que levam os alunos a agirem dessa forma e o que é possível
fazer para que esta realidade reverta em benefícios positivos.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: 18pt;&quot;&gt;
Segundo ANTUNES (2002, p. 23) “Devemos sim,
encontrar um equilíbrio entre silenciar ou fazer um bicho-de-sete-cabeças
daquilo que às vezes, pode ser um ato grave, mas também um grão de areia ou um
fato circunstancial”.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: 18pt;&quot;&gt;
Cada professor tem um olhar diferenciado sobre um
determinado problema, pois as interpretações divergem dependendo da ótica de
cada um. Eu posso encontrar um problema num certo acontecimento, enquanto outro
nem consegue perceber como problema e sim como um fato acontecido sem consequência
alguma. Por estar fazendo parte da equipe pedagógica e dialogando com todos os
professores, percebemos seguidamente estes diferentes olhares, quando um
professor traz até nós um determinado fato e, ao interrogar outro professor que
trabalha com a mesma turma, afirma que nunca teve este tipo de dificuldade em
seu trabalho.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: 18pt;&quot;&gt;
Nesta situação, o que se percebe é que a paciência
e a tolerância andam muito longe de alguns professores, e estas qualidades são
essenciais para que consigam desempenhar bem suas funções.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
Ao definir objetivos de aprendizagem, apresentar a informação, propor
tarefas, responder a demanda aos alunos, avaliar a aprendizagem e exercer o
controle e a autoridade, os professores criam ambientes que afetam a motivação
e a aprendizagem. Em consequência, se queremos motivar nossos alunos,
precisamos saber de que modo nossos padrões de atuação podem contribuir para
criar ambientes capazes de conseguir que os alunos se interessem e se esforcem
por aprender e, em particular, que formas de atuação podem ajudar concretamente
a um aluno (TAPIA, 2003, p. 14).&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
Sabemos que a motivação está também incluída o ambiente que estimula o
organismo e que oferece o objeto de satisfação. Uma das grandes virtudes da
motivação é melhorar a atenção e a concentração, nessa perspectiva pode-se
dizer que a motivação é a força que move o sujeito a realizar atividades. Ao
sentir-se motivado o individuo tem vontade de fazer alguma coisa e se torna
capaz de manter o esforço necessário durante o tempo necessário para atingir o
objetivo proposto, que a preocupação do ensino tem sido a de criar condições
tais, que o aluno &quot;fique a fim&quot; de aprender.&lt;span&gt;&amp;nbsp; &lt;/span&gt;Diante desse contexto percebe-se que a motivação
deve ser considerada pelos professores de forma cuidadosa, procurando mobilizar
as capacidades e potencialidades dos alunos. Motivar passa a ser, também, um
trabalho de atrair, encantar, prender a atenção, seduzir o aluno, utilizando o
que a criança gosta de fazer como forma de engajá-la no ensino.&lt;span&gt;&amp;nbsp; &lt;/span&gt;Propiciar a descoberta. O aluno deve ser
desafiado, para que deseje saber, e uma forma de criar este interesse é dar a
ele a possibilidade de descobrir e desenvolver nos alunos uma atitude de
investigação, uma atitude que garanta o desejo mais duradouro de saber, de
querer saber sempre. Desejar saber deve passar a ser um estilo de vida. Essa
atitude pode ser desenvolvida com atividades muito simples, que começam pelo
incentivo á observação da realidade próxima ao aluno.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
Diante disto precisamos repensar a nossa prática pedagógica e
permitir, dentro de nós mesmos, a mudança, o reconhecimento de que algo está
errado; de que algo está acontecendo e que devemos fazer alguma coisa
imediatamente para reparar o que está errado. É preciso que haja reflexão para entender
porque os alunos estão se afastando da escola e aceitar a possibilidade de que
os mesmos podem não estar encontrando lá o que mais precisam. Faz-se necessário
que se abram as portas e as janelas da escola e do íntimo de cada profissional
da educação, e deixar que os alunos se manifestem e mergulhem profundamente
naquilo que eles realmente necessitam. Vamos resgatá-lo enquanto há tempo! &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
Devemos estudar, rever as metas,&lt;span&gt;&amp;nbsp;&lt;/span&gt;objetivos, planejar , avaliar e buscar formas de motivação, pois só uma
boa e grandiosa motivação pode mudar a situação da desmotivação e desinteresse
dos nossos alunos.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
Pensando nisso deixo aqui algumas dicas para motivar nossos alunos.&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin: 0cm 0cm 0.0001pt 54pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;&lt;span&gt;·&lt;span&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;Aplique o conteúdo com entusiasmo, evitando
aulas “mecânicas”;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin: 0cm 0cm 0.0001pt 54pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;&lt;span&gt;·&lt;span&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&gt;&amp;nbsp;&lt;/span&gt;Faça com
que o aluno compreenda o que está sendo ensinado, ao invés de apenas memorizar;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin: 0cm 0cm 0.0001pt 54pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;&lt;span&gt;·&lt;span&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&gt;&amp;nbsp;&lt;/span&gt;Busque
sempre relacionar os conteúdos com fatos da atualidade;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin: 0cm 0cm 0.0001pt 54pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;&lt;span&gt;·&lt;span&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&gt;&amp;nbsp;&lt;/span&gt;Elabore
atividades que possa detectar a evolução do aluno;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin: 0cm 0cm 0.0001pt 54pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;&lt;span&gt;·&lt;span&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&gt;&amp;nbsp;&lt;/span&gt;Estabeleça um ritmo de aula de forma que todos
possam acompanhar o raciocínio que exige o conteúdo;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin: 0cm 0cm 0.0001pt 54pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;&lt;span&gt;·&lt;span&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&gt;&amp;nbsp;&lt;/span&gt;Quando o
aluno apresentar dificuldades, apresente a ele pistas proporcionando
oportunidades para superar as dificuldades, fazendo com que o aluno exerça seu
próprio raciocínio;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin: 0cm 0cm 0.0001pt 54pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;&lt;span&gt;·&lt;span&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&gt;&amp;nbsp;&lt;/span&gt;Ao
iniciar a aula estabeleça metas e objetivos dessa, porém, baseados no ritmo da
turma, combinando regras para que não seja desviado o objetivo da aula;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin: 0cm 0cm 0.0001pt 54pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;&lt;span&gt;·&lt;span&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&gt;&amp;nbsp;&lt;/span&gt;No
momento da avaliação, o ideal é que o professor evite comparações, ameaças, ou
seja, condutas negativas que possam vir a refletir maleficamente na auto estima
dos alunos;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin: 0cm 0cm 0.0001pt 54pt; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;&lt;span&gt;·&lt;span&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;Identificar e aproveitar aquilo que atrai a
criança, aquilo do que ela gosta como modo de privilegiar seus interesses. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&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;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
FONTES: &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;ANTUNES, Celso,
Professor bonzinho = aluno difícil: a questão da indisciplina em sala de aula-
Petrópolis, RJ: Vozes, 2002.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;TAPIA, Jesús A;
FITA, Enrique C. A motivação em sala de aula: o que é como se faz. São&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
Paulo, Brasil: Edições Loyola, 2003.&lt;a href=&quot;&quot; id=&quot;_GoBack&quot; name=&quot;_GoBack&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;

Autora: Lourdes Alves de Souza</description><link>http://cefaprojuina.blogspot.com/2012/04/os-alunos-estao-desinteressados-ou-as.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-5125173037114121938</guid><pubDate>Fri, 13 Apr 2012 14:57:00 +0000</pubDate><atom:updated>2012-04-13T07:57:07.308-07:00</atom:updated><title>A Afetividade no contexto educativo</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioj-ymGiO-rI4e_08y9fzLLMmdE_dYUsdIHfHPkR_fqyeyFYMMqEm6MWwG7O2twTt4-kUxlYsPSGWtUwrYGCzQIQf-JCRPdkDjgkjXCuNfkqd8zdXh2L7tE4O1SVGn3kK4CUskfu2k-MjW/s1600/images.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioj-ymGiO-rI4e_08y9fzLLMmdE_dYUsdIHfHPkR_fqyeyFYMMqEm6MWwG7O2twTt4-kUxlYsPSGWtUwrYGCzQIQf-JCRPdkDjgkjXCuNfkqd8zdXh2L7tE4O1SVGn3kK4CUskfu2k-MjW/s1600/images.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;A afetividade vem sendo
debatida e defendida há alguns anos por psicólogos, pedagogos, psicopedagogos,
profissionais da educação e saúde em geral. Porém, percebemos ainda uma grande
defasagem em prestar um serviço profissional que alie suas técnicas próprias à
uma interação eficaz de desenvolvimento de um relacionamento baseado no
emocional. Sabemos, portanto que quando o professor inclui a afetividade nas
suas ações, os resultados evidentemente são positivos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;Embora, sabemos que existe
uma grande divergência quanto à conceituação dos fenômenos afetivos. Na
literatura encontra-se, eventualmente, a utilização dos termos afeto, emoção e
sentimento, aparentemente como sinônimos. Entretanto, na maioria das vezes, o
termo emoção encontra-se relacionado ao componente biológico do comportamento
humano, referindo-se a uma agitação, uma reação de ordem física. Já a
afetividade é utilizada com uma significação mais ampla, referindo-se às
vivências dos indivíduos e às formas de expressão mais complexas e
essencialmente humanas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;Antes mesmo de pensarmos na
escola como ambiente para desenvolvimento da personalidade da criança, devemos
alertar para o fato de que esta criança, ao entrar na escola, já tem uma vida
cheia de experiências, estímulos e respostas que aprendeu a dar diante de
determinadas situações de sua vida diária.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;Falar de afetividade na
educação requer algumas reflexões para entender a importância da afetividade no
desenvolvimento cognitivo e social do sujeito:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;a) O fortalecimento das relações afetivas
entre professor e aluno contribui para o melhor rendimento escolar?&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;b) A afetividade é pressuposto básico para a
construção dos conhecimentos cognitivo-afetivo?&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;c) Há relação entre a afetividade,
desenvolvimento cognitivo e avaliação do rendimento escolar?&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;d) A afetividade quando mal resolvida inibe
as estruturas cognitivas?&lt;/span&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;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;A partir destas reflexões
podemos dizer que a afetividade no ambiente escolar contribui para o processo
ensino-aprendizagem considerando uma vez, que o professor não apenas transmite
conhecimentos, mas também ouve os alunos e ainda estabelece uma relação de
troca. Deve dar-lhes atenção e cuidar para que aprendam a expressar-se, expondo
opiniões, dando respostas e fazendo opções pessoais.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;É importante destacar que a
afetividade não se dá somente por contato físico; discutir a capacidade do
aluno, elogiar seu trabalho, reconhecer seu esforço e motivá-lo sempre,
constituem formas cognitivas de ligação afetiva, mesmo mantendo-se o contato
corporal como manifestação de carinho.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;Seguindo este enfoque, a
aluno também não é só aquele que aprende e é capaz de repetir o que lhe é ensinado.
Como declara Dantas (1992):&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 106.2pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;“Um aluno não é apenas uma criança de
tal família, não é apenas o membro de um grupo sociocultural. Ele é também
sujeito, com uma história pessoal e escolar. É um aluno que encontrou na escola
tais professores, tais amigos, tais aulas, e que teve surpresas boas e más. É
uma criança cujos pais disseram que o que se aprende na escola é muito
importante para a vida ou, ao contrário, que não serve para nada. É uma criança
que tem irmãos e irmãs ou não, que são bem-sucedidos na escola ou não, e que
podem ajudar a criança ou não, etc...&quot; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 106.2pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Sendo assim, o ensinar é um
processo basicamente relacional, onde tanto o professor, como a escola e o meio
social. O aluno apenas o responsáveis pelo seu desenvolvimento, sucesso ou
fracasso e sim todo o conjunto sociocultural. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Sendo assim, cabe ao
professor saber relacionar-se bem com este aluno, mas será que é possível se
relacionar bem sem afeto? Como se relacionar sem considerar sentimentos,
desejos e necessidades, de ambos os lados: daquele que educa e daquele que é
educado?&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;A verdade é que, embora o
professor tenha alto nível intelectual e grande conhecimento de sua matéria, a
maneira como ele se relaciona com seus alunos será a chave do sucesso da
transmissão&lt;span&gt;&amp;nbsp; &lt;/span&gt;do que ensina.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Respeito pelas diferenças,
abandono de pré-conceitos, vontade de aprender e não de exercer poder, saber
ouvir, equilíbrio emocional, coerência, clareza de objetivos, saber elogiar em
lugar de priorizar os erros, todos são itens fundamentais na construção de uma
relação afetuosa do professor com seus alunos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;A criança precisa sentir
segura, acolhida e protegida por todos envolvidos no seu processo de
aprendizagem, e para tanto é necessário que a família, comunidade e escola
estejam sempre presentes. Partindo dessa teoria, verificamos a real necessidade
da participação de que todos estejam comprometidos, e com o mesmo objetivo,
demonstrando afetividade para que a criança possa ter condições de desenvolver
plenamente seu cognitivo.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;FONTES
PARA REFERÊNCIAS&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;ARANTES,
V. Cognição, afetividade e moralidade. São Paulo, Educação&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;e Pesquisa, 26(2):137-153, 2001;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;COLL,
César. Contribuições da Psicologia para a Educação: Teoria Genética e
aprendizagem escolar. in LEITE, Luci Banks (org.). Piaget e a Escola de
Genebra. São Paulo: Cortez, 1987. 205p.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;DANTAS,
Heloysa. A afetividade e a construção do sujeito. São Paulo: Summus, 1992.&lt;/span&gt;&lt;/div&gt;
&lt;span&gt;Autora: &lt;/span&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Lourdes Alves de Souza&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;</description><link>http://cefaprojuina.blogspot.com/2012/04/afetividade-no-contexto-educativo.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioj-ymGiO-rI4e_08y9fzLLMmdE_dYUsdIHfHPkR_fqyeyFYMMqEm6MWwG7O2twTt4-kUxlYsPSGWtUwrYGCzQIQf-JCRPdkDjgkjXCuNfkqd8zdXh2L7tE4O1SVGn3kK4CUskfu2k-MjW/s72-c/images.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-4256203883801810450</guid><pubDate>Fri, 13 Apr 2012 14:53:00 +0000</pubDate><atom:updated>2012-04-13T07:53:19.050-07:00</atom:updated><title>Existe Método ou Metodologia de Ensino Ideal?</title><description>&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_TTVUD2nv6f_TystHRFi2y-3gbJrEEln2c489oTgoySWSL2AzPC-UeOW7DOzIDbOQqT5Mzzk6jkwK8TXFDz_44VmHZqHbHr_5VBSpVDa0HDuSUaBH-cJHNEolLk5BpfVNcPODdtVqzZLW/s1600/metodo1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_TTVUD2nv6f_TystHRFi2y-3gbJrEEln2c489oTgoySWSL2AzPC-UeOW7DOzIDbOQqT5Mzzk6jkwK8TXFDz_44VmHZqHbHr_5VBSpVDa0HDuSUaBH-cJHNEolLk5BpfVNcPODdtVqzZLW/s1600/metodo1.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
A
educação tem passado por várias mudanças e reformas que às vezes gera até mesmo
certa preocupação por parte dos professores e pais. Os pais questionam a aprendizagem
dos filhos e professores questionam as dificuldades e a falta de interesse dos
alunos e assim precedem as indagações: Devemos ter uma escola tradicional ou
construtivista? Isso até parece que gostamos de dividir o mundo em dois, quando
na verdade há incontáveis possibilidades.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
Uma
das perguntas que podemos fazer ao refletirmos sobre a educação neste final de
século é: a educação hoje serve para o adestramento ou para dar ao jovem uma
correta visão do homem e do mundo?&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
Educadores
preocupados questionam qual o método ideal para desenvolverem suas atividades
de que forma os alunos despertam interesse e aprendam?&amp;nbsp; Qual a metodologia mais adequada?&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
Sabemos
que não existe um método ideal, nem uma receita de ensino. O que precisamos
saber é que o método significa caminho ou processo racional para atingir um
dado fim. Agir com um dado método supõe uma prévia análise dos objetivos que se
pretendem atingir, as situações a enfrentar, assim como dos recursos e o tempo
disponíveis, e por último das várias alternativas possíveis. Trata-se, pois, de
uma ação planejada, baseada num quadro de procedimentos sistematizados e
previamente conhecidos. E que a Metodologia é o conjunto de métodos e técnicas
aplicadas. No plano de aula, a metodologia deve estar embasada numa intenção
ampla do professor, quanto às questões filosóficas, psicológicas e culturais e
restritas quanto à aprendizagem dos conteúdos em si.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
Por
esta razão, é preciso que o professor ou a professora se pergunte quanto às
suas intenções e tendências da escola. E quem são os alunos? O que se pretende
desenvolver ou quais são as habilidades e competências a serem desenvolvidas a
partir daquela ação ou daquela metodologia que será trabalhada?&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
Falar
qual o método e metodologia que um professor deverá utilizar é muito complexo,
pois quem conhece a realidade dos seus alunos é o professor, por isso que a
minha intenção aqui é de colaborar de forma que cada professor conhecedor dos
conceitos de métodos e metodologias, e que os professores ao planejar suas
propostas pedagógicas, devem estar convictos da necessidade imperiosa de se
buscar um estado de equilíbrio em que a conservação dos saberes adquirido não
impeça a aquisição de novos saberes, onde seus alunos possam fazer a integração
dos saberes. E obviamente elaborar um plano com metodologias variadas de forma
que estimule os alunos, mas para isso os alunos precisam perceber interesse,
verdade, confiança, segurança, e participação também por parte do professor. &amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/div&gt;
Autora: &lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Lourdes Alves de Souza&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;</description><link>http://cefaprojuina.blogspot.com/2012/04/existe-metodo-ou-metodologia-de-ensino.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_TTVUD2nv6f_TystHRFi2y-3gbJrEEln2c489oTgoySWSL2AzPC-UeOW7DOzIDbOQqT5Mzzk6jkwK8TXFDz_44VmHZqHbHr_5VBSpVDa0HDuSUaBH-cJHNEolLk5BpfVNcPODdtVqzZLW/s72-c/metodo1.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-267860251632869266</guid><pubDate>Fri, 13 Apr 2012 14:41:00 +0000</pubDate><atom:updated>2012-04-13T07:41:04.285-07:00</atom:updated><title>TAREFA DE CASA, QUE PRÁTICA É ESSA NAS ESCOLAS?</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivlCD4IunvPt0P98WuW4yx2uitZLLgGhAzVusokWOgKv8OvMcnv-IdhShPYseynOzKxeTq-w5ZMed1ZLLJVU-3BmGvBkr1Y297PFBFGa-UvOg84JLV2enKH4SyOIwwac_vApnGS6fpo2F6/s1600/crian%C3%A7a_tarefa.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivlCD4IunvPt0P98WuW4yx2uitZLLgGhAzVusokWOgKv8OvMcnv-IdhShPYseynOzKxeTq-w5ZMed1ZLLJVU-3BmGvBkr1Y297PFBFGa-UvOg84JLV2enKH4SyOIwwac_vApnGS6fpo2F6/s320/crian%C3%A7a_tarefa.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot;&gt;
&lt;strong&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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A tarefa de casa é um momento
especial para que o aluno reforce os conteúdos trabalhados em sala de aula.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify; text-indent: 35.45pt;&quot;&gt;
Quando falamos sobre “Tarefa de
Casa”, estamos falando diretamente das&lt;span&gt;&amp;nbsp;&lt;/span&gt;concepções de Educação. Educar não é apenas informar e/ou transmitir
conhecimentos. Educar é formar, propiciando situações em que o aluno se sinta
corresponsável pelo processo de aprendizagem.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify; text-indent: 35.45pt;&quot;&gt;
Quando Educamos, estamos
possibilitando nossos alunos perceberem suas potencialidades, dificuldades e
responsabilidades, para que se tornem autores&lt;span&gt;&amp;nbsp;&lt;/span&gt;de suas ações e não&lt;span&gt;&amp;nbsp; &lt;/span&gt;cumpridores
de tarefas. Entretanto para que o dever de casa atinja esse objetivo, cabe ao
professor orientar a criança em cada lição e esclarecer os objetivos dessa.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify; text-indent: 35.45pt;&quot;&gt;
O que me entristece quando se
trata de “Tarefa de Casa” é que estamos no século XXl, na era das tecnologias. Numa
sociedade que se evolui a cada instante que se inova, no entanto ainda podemos
dizer que encontramos professores que nem se quer sabem qual a importância da
“Tarefa” para a aprendizagem dos alunos. &lt;/div&gt;
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Encontramos ainda em nosso meio
professor que, em início de carreira e outros já prestes a se aposentarem que
insistem em passar tarefas para os alunos como forma punitiva ou até mesmo
aqueles que passam tarefas exageradamente das quais os alunos não conseguem
realizar.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify; text-indent: 35.45pt;&quot;&gt;
Não podemos esquecer que uma
Tarefa de Casa mal elaborada pode ocasionar conflitos, pois, assim os pais podem
achar que os filhos trazem lições demais para casa. Atualmente as famílias,
devido à busca pela sobrevivência, nem sempre disponibilizam de tempo para
ajudar os filhos. E por outro lado há criança que às vezes não se lembra de fazer
o &quot;dever&quot; ou não consegue desempenhá-lo sem a supervisão de um adulto o que torna
a “Tarefa” uma atividade puramente mecânica e sem significado para a criança.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify; text-indent: 35.45pt;&quot;&gt;
A “Tarefa de Casa” deve ser uma
atividade pequena. Que seja algo prazeroso, um momento que a criança tem para
refletir sobre seu aprendizado, colocando em cheque o seu conhecimento sobre
determinado assunto estudado ou mesmo um momento de troca entre a criança e sua
família, mas que seja uma atividade que essa criança consiga fazer. Afinal quem
é o aluno é a criança e não os pais.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify; text-indent: 35.45pt;&quot;&gt;
Embora estejamos&lt;span&gt;&amp;nbsp; &lt;/span&gt;vivenciando a era das tecnologias e da
informatização, precisamos ter muito cuidado ao elaborar uma “Tarefa” de
Pesquisa na Internet, pois por mais que a sociedade esteja evoluída, ainda
encontramos crianças&lt;span&gt;&amp;nbsp; &lt;/span&gt;em nosso meio que
ainda não tem acesso a internet. Isso pode prejudicar o desenvolvimento da
criança. Seja pela falta de acesso ou por motivos emocionais. Isso não
significa&lt;span&gt;&amp;nbsp; &lt;/span&gt;que vamos de deixar de
trabalhar atividades de Pesquisas com nossos alunos, mas para isso temos os
Laboratórios Tecnológicos nas Escola para desenvolver essas atividades.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify; text-indent: 35.45pt;&quot;&gt;
O que precisamos ter em mente
sobre as “Tarefas de Casa” é que elas não devem ultrapassar de uma hora de
estudo, ou seja, são pequenas atividades complementares, pois a principal
função da Tarefa de casa é justamente complementar o trabalho do professor em
sala de aula. Por meio desta Tarefa, o professor pode verificar quais são as
principais dificuldades individuais e coletivas dos alunos. Quando um conteúdo
não é bem aprendido, os conteúdos seguintes podem ficar prejudicados. Portanto,
analisar a tarefa de casa dos alunos é uma forma de fazer uma &lt;span&gt;&amp;nbsp;&lt;/span&gt;reflexão avaliativa&lt;span&gt;&amp;nbsp; &lt;/span&gt;dos progressos e das dificuldades dos alunos,
bem como da prática do professor.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; text-align: justify; text-indent: 35.45pt;&quot;&gt;
Não devemos esquecer de que as
Tarefas de Casa devem ser analisadas&lt;span&gt;&amp;nbsp;&lt;/span&gt;pelo professor, pois caso contrário essas atividades não terão significado.&lt;/div&gt;
&lt;span&gt;Autora: &lt;/span&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Lourdes Alves de Souza&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;</description><link>http://cefaprojuina.blogspot.com/2012/04/tarefa-de-casa-que-pratica-e-essa-nas.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivlCD4IunvPt0P98WuW4yx2uitZLLgGhAzVusokWOgKv8OvMcnv-IdhShPYseynOzKxeTq-w5ZMed1ZLLJVU-3BmGvBkr1Y297PFBFGa-UvOg84JLV2enKH4SyOIwwac_vApnGS6fpo2F6/s72-c/crian%C3%A7a_tarefa.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-8555947530993341986</guid><pubDate>Wed, 22 Feb 2012 16:46:00 +0000</pubDate><atom:updated>2012-02-22T12:08:56.713-08:00</atom:updated><title>A União Faz A Vida</title><description>Professores participaram de formação continuada pelo Programa A União Faz a Vida no município de Juina &lt;br /&gt;
&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikXCLiBVdHyl8_5z-FtC_fcJ4pYLe7U5vK7zV5pcqbg3SQ2NcqkKQUO53MUUOGBefUOnZh3kRERX3poBA7156TnB-fI_gngtIXJ5IK0K7u7OLrcyVZVLo5GQCTX0rgOLr3gndP2z7XRRzd/s1600/215921_125914404153182_125674970843792_182392_6324081_n.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;218&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikXCLiBVdHyl8_5z-FtC_fcJ4pYLe7U5vK7zV5pcqbg3SQ2NcqkKQUO53MUUOGBefUOnZh3kRERX3poBA7156TnB-fI_gngtIXJ5IK0K7u7OLrcyVZVLo5GQCTX0rgOLr3gndP2z7XRRzd/s320/215921_125914404153182_125674970843792_182392_6324081_n.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
A formação aconteceu nos dias 16 e 17 de fevereiro, reunindo professores de diversas escolas do município. O objetivo principal do processo foi gerir, na prática, a metodologia do Programa A União Faz A Vida, atrelando significado à pedagogia de projetos, à práxis e à formação de professores críticos-reflexivos.&lt;br /&gt;
&lt;div style=&quot;font-family: inherit;&quot;&gt;
&lt;h2 class=&quot;uiHeaderTitle&quot; tabindex=&quot;0&quot;&gt;


Programa A União Faz a Vida: uma rede de cooperação&lt;/h2&gt;
&lt;/div&gt;
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&lt;div class=&quot;mbs uiHeaderSubTitle lfloat fsm fwn fcg&quot;&gt;
&lt;br /&gt;
&lt;span class=&quot;timelineUnitContainer&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
O
 desenvolvimento do Programa A União Faz a Vida baseia-se em uma 
verdadeira rede de cooperação. A flor, símbolo da rede, é o conjunto dos
 agentes necessários para que o Programa atinja o seu objetivo. Em cada 
pétala, a presença de públicos fundamentais, que se unem harmonicamente 
em torno de um objetivo comum: a educação cooperativa.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
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&lt;h1 class=&quot;TituloDoctexto&quot;&gt;


Projetos&lt;/h1&gt;
Os projetos 
desenvolvidos pelas crianças e adolescentes, em conjunto com os demais 
agentes do Programa, têm na sua essência a construção e vivências de 
atitudes e valores de cooperação e cidadania.     &lt;br /&gt;
As escolas e outras 
organizações educacionais utilizam a metodologia de projetos para 
elaborar o plano que será realizado durante o ano. A avaliação constante
 orienta a tomada de decisão para a melhoria e continuidade dos 
projetos.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh43sfhOHSSn0KI7clMEcehyphenhyphen3KgwwCpFARjKEy582uhWfE28kTI3IIrjoMAlp0xoWj1VWxM9krYpW3DxGehT8xirv3kqR9zygw3XGadh7gCCXVgXxqLV-7lhdDW9KM6BIybt9jWJPsdux4P/s1600/DSC01947.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh43sfhOHSSn0KI7clMEcehyphenhyphen3KgwwCpFARjKEy582uhWfE28kTI3IIrjoMAlp0xoWj1VWxM9krYpW3DxGehT8xirv3kqR9zygw3XGadh7gCCXVgXxqLV-7lhdDW9KM6BIybt9jWJPsdux4P/s320/DSC01947.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</description><link>http://cefaprojuina.blogspot.com/2012/02/professores-participaram-de-formacao.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikXCLiBVdHyl8_5z-FtC_fcJ4pYLe7U5vK7zV5pcqbg3SQ2NcqkKQUO53MUUOGBefUOnZh3kRERX3poBA7156TnB-fI_gngtIXJ5IK0K7u7OLrcyVZVLo5GQCTX0rgOLr3gndP2z7XRRzd/s72-c/215921_125914404153182_125674970843792_182392_6324081_n.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-6097455001799087724</guid><pubDate>Thu, 09 Feb 2012 16:02:00 +0000</pubDate><atom:updated>2012-02-09T08:02:18.214-08:00</atom:updated><title>Olimpíada de Língua Portuguesa</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.crede06.seduc.ce.gov.br/images/stories/oblpef.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;157&quot; src=&quot;http://www.crede06.seduc.ce.gov.br/images/stories/oblpef.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
Outra chance que não pode ser desperdiçada é este concurso de produção 
de textos que premia poemas, memórias literárias, crônicas e artigos de 
opinião, e é voltado para professores e alunos do 5º ano do Ensino 
Fundamental ao 3º ano do Ensino Médio, das escolas públicas do Brasil.&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
No período de 15 a 17 de março de 2012, os professores do Polo de Juina, 
participam no Cefapro de Juina de uma preparação para as Olimpíadas de  Língua 
Portuguesa que acontecerão ainda este ano.&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;O que é &lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;Olimpíada de Língua Portuguesa&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;?&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12pt;&quot;&gt;A &lt;b style=&quot;font-size: 12pt;&quot;&gt;Olimpíada de Língua&lt;/b&gt; &lt;b style=&quot;font-size: 12pt;&quot;&gt;Portuguesa- Escrevendo o Futuro&lt;/b&gt;
  &amp;nbsp;é&amp;nbsp; uma iniciativa do Ministério da Educação e da Fundação Itaú 
Social,  com coordenação técnica do Centro de Estudos e Pesquisas em 
Educação, e  tem o objetivo de contribuir para a formação de 
professores, visando à  melhoria do ensino da leitura e escrita nas 
escolas públicas  brasileiras.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;br /&gt;
&amp;nbsp;A &lt;b&gt;Olimpíada&lt;/b&gt;  foi fundamentada na metodologia, nas estratégias de
 atuação e na  experiência das três edições do Programa Escrevendo o 
Futuro que, desde  2002 a 2007, desenvolveu ações de formação continuada
 para professores  do quinto e sexto anos (quarta e quinta séries) do 
Ensino Fundamental da  rede pública, a fim de orientar a produção de 
textos dos alunos.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12pt;&quot;&gt;A &lt;b&gt;Olimpíada de Língua Portuguesa Escrevendo o Futuro&lt;/b&gt;
  é um programa de caráter bienal e contínuo que tem o objetivo de  
contribuir para a ampliação do conhecimento e para o aprimoramento do  
ensino da leitura e da escrita.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12pt;&quot;&gt;Com
  o tema “O lugar onde vivo”, a Olimpíada valoriza a interação das  
crianças e jovens com o meio em que vivem. Ao desenvolver os textos,  
dividido em quatro gêneros de produção: crônica, poema, artigo de  
opinião e memórias literárias, o aluno resgata histórias, aprofunda o  
conhecimento sobre sua realidade e estreita vínculos com a comunidade.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: 12pt;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12pt;&quot;&gt;Nos
  anos pares, a Olimpíada realiza um concurso de produção de textos para
  alunos de escolas públicas (do 5º ano do Ensino Fundamental ao 3º ano 
do  Ensino Médio) de todo o país, oferecendo aos professores recursos  
pedagógicos que disseminam a metodologia adotada pelo programa.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12pt;&quot;&gt;“Nos
  anos ímpares, são desenvolvidas ações de formação para diversos 
agentes  educacionais, entre eles, técnicos das secretarias de educação 
 estaduais e municipais, diretores e professores”, explica Vilma Lages, 
 coordenadora estadual do projeto.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12pt;&quot;&gt;Em 2008, o Escrevendo o Futuro se tornou a &lt;b&gt;Olimpíada de Língua Portuguesa- Escrevendo o Futuro&lt;/b&gt;,
  a qual em 2012 terá a sua terceira edição. &amp;nbsp;Muito mais que um concurso
  de textos, a Olimpíada é uma oportunidade para o aperfeiçoamento de  
professores e uma ocasião especial para os alunos desenvolverem práticas
  de leitura e escrita.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;b&gt;Para o aluno&lt;/b&gt;: contribui&amp;nbsp;com o exercício de sua cidadania;&lt;br /&gt;
&lt;b&gt;Para o professor&lt;/b&gt;: contribui com o desenvolvimento de práticas pedagógicas de melhor qualidade;&lt;br /&gt;
&lt;b&gt;Para a comunidade&lt;/b&gt;: aproxima as escolas da população local e possibilita o reconhecimento de seus saberes.&lt;br /&gt;
&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif; font-size: 12pt;&quot;&gt;A
  Olimpíada possui uma coleção que traz sequências didáticas para o  
ensino de leitura e produção de textos em quatro gêneros textuais:&lt;/span&gt;</description><link>http://cefaprojuina.blogspot.com/2012/02/olimpiada-de-lingua-portuguesa.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-4360620459387548300</guid><pubDate>Thu, 09 Feb 2012 15:45:00 +0000</pubDate><atom:updated>2012-02-09T07:45:54.585-08:00</atom:updated><title>Mais Educação</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfZsPxFUz8dZaqgfxa3kELEgcxOcJ6JkHXM2Hj_3ZJ6pX6ZmN1j9cehEcyMqzorfZH_22_1-5k7s21manbCTeqHBaynjuIT3IiBpHfhxEy-zeAYyHQC1M1IIXp6E_-gG1-IEBDa_vp1YEJ/s640/MAIS_EDUCACAO%255B2%255D.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;226&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfZsPxFUz8dZaqgfxa3kELEgcxOcJ6JkHXM2Hj_3ZJ6pX6ZmN1j9cehEcyMqzorfZH_22_1-5k7s21manbCTeqHBaynjuIT3IiBpHfhxEy-zeAYyHQC1M1IIXp6E_-gG1-IEBDa_vp1YEJ/s320/MAIS_EDUCACAO%255B2%255D.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; O Programa Mais Educação foi instituído pela Portaria Interministerial nº 17/2007 e integra as ações do Plano de Desenvolvimento da Educação (PDE), como uma estratégia do Governo Federal para induzir a ampliação da jornada escolar e a organização curricular, na perspectiva da Educação Integral.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Neste sentido, alguns&amp;nbsp; municípios do Polo&amp;nbsp; de Juina – MT,&amp;nbsp; realizará a adesão do Programa Mais Educação, onde as&amp;nbsp; escolas contarão&amp;nbsp; a ampliação de tempos, espaços, oportunidades educativas e o compartilhamento da tarefa de educar, pressupondo a aprendizagem conectada a vida e ao universo de interesse e de possibilidades das crianças, adolescentes e jovens.&lt;br /&gt;
Para maiores informações sobre o Programa Mais Educação, acessar: http://portal.mec.gov.br</description><link>http://cefaprojuina.blogspot.com/2012/02/o-programa-mais-educacao-foi-instituido.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfZsPxFUz8dZaqgfxa3kELEgcxOcJ6JkHXM2Hj_3ZJ6pX6ZmN1j9cehEcyMqzorfZH_22_1-5k7s21manbCTeqHBaynjuIT3IiBpHfhxEy-zeAYyHQC1M1IIXp6E_-gG1-IEBDa_vp1YEJ/s72-c/MAIS_EDUCACAO%255B2%255D.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-5381093309075150483</guid><pubDate>Thu, 09 Feb 2012 13:23:00 +0000</pubDate><atom:updated>2012-02-09T05:23:04.481-08:00</atom:updated><title>Orientação para Elaboração do Relatório do Projeto Sala de Educador</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQkbm7fdGBz3P2MgiQf32Xi9Jq_DfSKWc7mHTzKLwD-yF3X22F9&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQkbm7fdGBz3P2MgiQf32Xi9Jq_DfSKWc7mHTzKLwD-yF3X22F9&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;O relatório, como o próprio nome diz, é o relato detalhado de um trabalho sistematizado. Uma atividade prática de um trabalho de&amp;nbsp; intervenção em uma realidade culmina com a elaboração do relatório, conferindo a este, portanto, o papel de ser parte das ações práticas.&lt;br /&gt;Ao se redigir um relatório, deve-se sempre ter em mente as seguinte questão: “Quem ler este relatório conseguiria entender o que&amp;nbsp; e como foi desenvolvido o trabalho?”&lt;br /&gt;Para facilitar a construção do RELATÓRIO SEMESTRAL, deve ser realizado o exercício de produção de um memorial como parte do “diário de bordo” do Sala de Educador. É de responsabilidade do coordenador de grupo indicar uma professor por&amp;nbsp; encontro para os registros, de modo que todos&amp;nbsp; participem da construção desse “diário de bordo” , assim como é essencial que cada participante tenha o seu próprio caderno de registros. &lt;br /&gt;A elaboração do Relatório Semestral, pelo Coordenador de Formação Continuada e sua equipe formadora, deve ser uma síntese do trabalho realizado nos grupos de estudos, partindo de uma análise da atuação dos Coordenadores desses Grupos, em cada turma, indicando precisamente avanços e dificuldades. Desta forma, o Coordenador de Grupo deve basear-se também nas observações feitas pelos professores, até sobre sua atuação e nas discussões e intercâmbios que realizará com outros Coordenadores de Grupo de outros ciclos, áreas ou unidades escolares, criando assim uma rede para o Projeto Sala de Educador.</description><link>http://cefaprojuina.blogspot.com/2012/02/orientacao-para-elaboracao-do-relatorio.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-683529185458205811.post-3651563582870920195</guid><pubDate>Tue, 07 Feb 2012 16:37:00 +0000</pubDate><atom:updated>2012-02-07T09:02:47.400-08:00</atom:updated><title>SEMANA PEDAGÓGICA DE 2012</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6qBiawLbRazMLLiekgKpWdGHmpVlK24ykGcQJqpZaIrvhWyaPhfNd_w6uBW4l9If9TfoqbAZ-L-0rGYDCstY9dlysSjGhhMK-hebOry9x9tMn4DSRSWx69TuXfNKBV9pl0P1wdR9lwuu8/s1600/semana.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6qBiawLbRazMLLiekgKpWdGHmpVlK24ykGcQJqpZaIrvhWyaPhfNd_w6uBW4l9If9TfoqbAZ-L-0rGYDCstY9dlysSjGhhMK-hebOry9x9tMn4DSRSWx69TuXfNKBV9pl0P1wdR9lwuu8/s320/semana.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; O ano letivo de 2012 se inicia com o desafio de envolvermos todos os professores e profissionais que atuam na educação pública paranaense em torno de novos objetivos. &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Pretendemos neste ano, fortalecer ainda mais nossas ações como Professores Formadores na expectativa acompanhar e auxiliar os profissionais da Educação do Polo de Juina em suas ações pedagógicas, visando a melhoria da aprendizagem&amp;nbsp; dos alunos. &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Iniciamos nossas atividades nas escolas de Juina, com a Semana Pedagógica. Esse é um momento importante onde nos proporciona uma&amp;nbsp; reavaliação&amp;nbsp; e reflexão sobre conquistas ou sobre algumas mudanças em nossas práticas pedagógicas. É um momento de&amp;nbsp; análise do processo metodológico, o pensar pedagógico que envolve a compreensão da realidade, a investigação e formulação de opiniões&amp;nbsp; e o que pode ser feito para melhorar cada vez o padrão do ensino ofertado em 2012.&lt;br /&gt;
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Profª Alfabetizadora: Lourdes Alves de Souza</description><link>http://cefaprojuina.blogspot.com/2012/02/semana-pedagogica-de-2012.html</link><author>noreply@blogger.com (CEFAPRO DE JUINA)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6qBiawLbRazMLLiekgKpWdGHmpVlK24ykGcQJqpZaIrvhWyaPhfNd_w6uBW4l9If9TfoqbAZ-L-0rGYDCstY9dlysSjGhhMK-hebOry9x9tMn4DSRSWx69TuXfNKBV9pl0P1wdR9lwuu8/s72-c/semana.jpg" height="72" width="72"/><thr:total>0</thr:total></item></channel></rss>