<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5415872497313104508</id><updated>2026-04-16T14:40:14.295-04:00</updated><title type='text'>CFSD PMMT</title><subtitle type='html'>ESTE BLOG ABRANGE INFORMAÇÕES SOBRE CONCURSOS EM ESPECÍFICO O DE SOLDADO DA POLÍCIA MILITAR DE MATO GROSSO ... TEMOS PROVAS,CONTEÚDOS PROGRAMÁTICOS, APOSTILAS, DICAS E MUITO MAIS SOBRE O TÃO SONHADO MUNDO DO CONCURSO PÚBLICO QUE NOS GARANTE ESTABILIDADE E INDEPENDÊNCIA FINANCEIRA ...</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>30</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-6700070278518180637</id><published>2013-11-19T08:23:00.001-03:00</published><updated>2013-11-19T08:23:42.074-03:00</updated><title type='text'>ESTADO DE MATO GROSSO EDITAL DA POLÍCIA MILITAR, POLÍCIA CIVIL E BOMBEIRO MILITAR</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0.0001pt 405.7pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 1.2pt 0cm 0.0001pt 7.1pt; text-indent: -2.75pt;&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 1.2pt 0cm 0.0001pt 7.1pt; text-indent: -2.75pt;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;ESTADO DO MATO GROSSO&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 7.1pt; text-indent: -2.75pt;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;SECRETARIA DE ESTADO DE SEGURANÇA PÚBLICA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt 7.1pt; text-indent: -2.75pt;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;POLÍCIA MILITAR&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 7.1pt; text-indent: -2.75pt;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;CORPO DE BOMBEIROS MILITAR&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0.0001pt 7.1pt; text-indent: -2.75pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.65pt 0cm 0.0001pt 7.1pt; text-indent: -2.75pt;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;CONCURSO PÚBLICO PARA PROVIMENTO DE VAGAS PARA OS CARGOS EFETIVOS DE SOLDADO DA POLÍCIA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 7.1pt; text-indent: -2.75pt;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;MILITAR E SOLDADO DO CORPO DE BOMBEIROS MILITAR&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0.0001pt 7.1pt; text-indent: -2.75pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0.0001pt 7.1pt; text-indent: -2.75pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.95pt 0cm 0.0001pt 7.1pt; text-indent: -2.75pt;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;EDITAL DE ABERTURA Nº 002/2013 - SAD/SESP/MT, DE 18 DE NOVEMBRO DE 2013.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0.0001pt 304.7pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0.0001pt 304.7pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.2pt 11pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;O SECRETÁRIO DE ESTADO DE SEGURANÇA PÚBLICA, no uso de suas atribuições legais e em cumprimento das&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;normas previstas no artigo 37, incisos I e II e no artigo 42 da Constituição Federal, de 05 de outubro de 1988, no Decreto&amp;nbsp;Estadual n. 5.356, de 25 de outubro de 2002 e alterações dadas pelo Decreto n. 2.030, de 06 de julho de 2009, bem como&amp;nbsp;na Lei Complementar n. 408, de 01 de Julho de 2010, torna público que realizará, através da Fundação Professor Carlos&amp;nbsp;Augusto Bittencourt - FUNCAB, Concurso Público para provimento de vagas e formação de cadastro de reserva para os&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;cargos de Soldado da Polícia Militar e Soldado do Corpo de Bombeiros Militar, mediante as condições especiais estabelecidas neste Edital e seus Anexos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt 90.8pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;1. DAS DISPOSIÇÕES PRELIMINARES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 11.05pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;1.1. O Concurso Público será regido por este Edital, seus Anexos e eventuais retificações, sendo executado pela Fundação Professor Carlos Augusto Bittencourt - FUNCAB.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;1.2. A realização da inscrição implica na concordância do candidato com as regras estabelecidas neste Edital, com renúncia expressa a quaisquer outras.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;1.3. O prazo de validade do presente Concurso Público é de 2 (dois) anos, a contar da data da publicação da homologação de seu resultado final, podendo ser prorrogado, uma vez, por igual período.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;1.4. As inscrições para este Concurso Público serão realizadas via Internet, conforme especificado no Item 5.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 6.1pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;1.5. Todo o processo de execução deste Concurso Público, com as informações pertinentes, estará disponível no site www.&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;funcab.org.br&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 6.1pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;1.5.1. Todos os atos oficiais relativos ao Concurso Público serão disponibilizados no site www.funcab.org, devendo o candi&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;dato acompanhar o mesmo, pois, caso ocorra alteração nas normas contidas neste Edital, elas serão nele divulgada. 1.5.2. O Edital e seus Anexos estão disponíveis no site www.funcab.org para consulta e impressão.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;1.6. Os conteúdos programáticos para todos os cargos estão disponíveis no ANEXO III.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;1.7. Estão impedidos de participar deste concurso público os integrantes da Comissão Central do Concurso Público Unifica-&lt;br /&gt;do instituída pela Portaria Conjunta SAD/SESP n. 003/2012, publicada no Diário Oficial do Estado em 20 de março de 2012, e suas alterações e os funcionários da FUNCAB, diretamente relacionados com a atividade de execução deste certame. 1.7.1. A vedação constante no subitem anterior estende aos seus cônjuges, conviventes, pais, irmãos e filhos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;1.7.2. Constatada, em qualquer fase do concurso, inscrição de pessoas que tratam os subitens anteriores esta será inde&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;ferida, e o candidato será eliminado do concurso público.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;2. DOS CARGOS E VAGAS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;2.1. CARGO: SOLDADO DA POLÍCIA MILITAR&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;2.1.1. REQUISITO BÁSICO: Certificado de conclusão do Nível Médio (antigo segundo grau), devidamente registrado,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;fornecido por instituição reconhecida pelo MEC ou pelas Secretarias Estaduais de Educação, acompanhado de histórico&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.1pt;&quot;&gt;escolar.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;2.1.2. ATRIBUIÇÕES:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;I&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;- Atuar em alinhamento à missão, visão, valores, doutrinas, diretrizes institucionais e legislação específica; II - Coletar&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;informações sobre ocorrências através de atendimento telefônico, e gerando comunicação à viatura mais próxima para ação&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;imediata; III - Atender ocorrências junto à equipe, deslocando-se até o fato gerador a fim tomar as seguintes providências:&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;coleta de informações; divulgação de informações via rádio, se necessário solicitação de auxilio na ação; quando possível&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;tentativa de conciliação/solução imediata; encaminhamento, quando necessário, de pessoas e/ou objetos à delegacia para&amp;nbsp;&lt;/span&gt;confecção de registro de ocorrência; IV - Prestar atendimentos preliminares em situações emergenciais, até a chegada de&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;profissionais especializados; V - Realizar policiamento ostensivo através das modalidades (policiamento: de transito, ostensivo geral, guarda, ambiental e etc) e processos a pé, montado, embarcado, etc) como medida preventiva e/ou repressiva a&amp;nbsp;fim de gerar sensação de segurança; VI - Participar de ações extraordinárias, quando solicitado, com o objetivo de promover&amp;nbsp;a ordem e segurança pública; VII - Oferecer orientações e esclarecimentos ao público em assuntos pertinentes à segurança&amp;nbsp;pública; VIII - Manter sob sua guarda e responsabilidade materiais da fazenda pública; IX - Conduzir veículo policial sob sua&amp;nbsp;&lt;/span&gt;responsabilidade, observando norma e procedimentos de utilização; X - Realizar busca pessoal em caso de fundada suspeita e/ou flagrante delito, se necessário conduzir à delegacia para realização dos trâmites legais; XI - Acompanhar Oficial&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;de Justiça em mandados judiciais a fim de garantir o seu devido cumprimento; XII - Realizar visitas à comunidade (pessoas,&amp;nbsp;&lt;/span&gt;estabelecimentos comerciais, entidades, etc), visando conhecer as necessidades de segurança pública local e fortalecer o&amp;nbsp;vínculo com a Polícia Militar; XIII - Realizar policiamento em eventos a fim de preservar a ordem e segurança pública; XIV&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;- Realizar a guarda da Organização Policial Militar; XV - Colaborar nos serviços de organização e manutenção da higiene do&amp;nbsp;ambiente de trabalho e equipamentos; XVI - Auxiliar na execução de trâmites administrativos de planejamento, organização&amp;nbsp;&lt;/span&gt;e controle nas áreas de Almoxarifado e Patrimônio (controle de materiais: bélico, expediente, informática, viaturas, etc),&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;Gestão de Pessoas (escala de trabalho, férias, licenças, cálculos de remuneração e etc), Orçamento e Finanças (PPA-Plano&amp;nbsp;&lt;/span&gt;Plurianual, PTA-Plano de Trabalho Anual, aquisições, etc); XVII - Conceder entrevistas sobre ocorrências para os canais&amp;nbsp;de comunicação, sob ordem e orientação do líder direto; XVIII - Manipular os armamentos através de procedimentos de&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;segurança a fim de evitar acidentes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;2.1.3. REGIME JURÍDICO E PREVIDENCIÁRIO O regime jurídico da carreira militar é o estatutário, regido pela Lei Complementar n. 231, de 15 de dezembro de 2005 e suas alterações posteriores. O regime de previdência é próprio. 2.1.4. REMUNERAÇÃO: R$ 2.366, 79 - Soldado Classe “A”.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;2.1.5. JORNADA: é de dedicação integral, incompatível com o exercício de quaisquer atividades pública ou privada, exceto&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;nos casos previstos em lei. A função militar sujeita-se à prestação de serviços em condições adversas de segurança, com&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;risco de vida, plantões noturnos e chamadas a qualquer hora, desde que justificada a necessidade, inclusive com a realização de diligências policiais em todo o Estado de Mato Grosso ou fora dele.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;2.1.6. DAS VAGAS: o Concurso Público para ingresso no cargo de Soldado da Polícia Militar do Estado de Mato Grosso oferecerá um total de 1.200 (Um mil e duzentas) vagas, distribuídas nos polos abaixo relacionados, respeitando o disposto&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;no artigo 33 da Lei Complementar n. 271, de 11 de junho de 2007:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 5.75pt; margin-bottom: 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 6.4pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;2.2. CARGO: SOLDADO DO CORPO DE BOMBEIROS MILITAR&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;2.2.1. REQUISITO BÁSICO: Certificado de conclusão do Nível Médio (antigo segundo grau), devidamente registrado,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;fornecido por instituição reconhecida pelo MEC ou pelas Secretarias Estaduais de Educação, acompanhado de histórico&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.1pt;&quot;&gt;escolar.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;2.2.2. ATRIBUIÇÕES:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 6.1pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;I - Atuar em alinhamento à missão, visão, valores, diretrizes institucionais e à legislação específica; II - Coletar informações&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;sobre ocorrências através de atendimento telefônico, analisar a respectiva natureza e gerar comunicação à companhia&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;mais próxima para ação imediata; III - Atender ocorrências em equipe através de deslocamento até o local do fato gerador;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;ações de segurança do local (isolamento, controle de trânsito, etc); ações operacionais técnicas de salvamento de vidas&lt;br /&gt;em iminente perigo; preservação de patrimônio e meio ambiente em situações de desastres, catástrofes ou ameaça de&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;destruição; IV - Prestar primeiros socorros e apoio emocional em ocorrências até a chegada de profissionais especializados;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;V - Participar de ações investigativas de ocorrências através de levantamento de informações e análise do local junto&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;à equipe; VI - Comunicar o Centro Integrado de Operações em Segurança Pública (CIOSP) sobre ações realizadas em&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;ocorrências; VII - Participar de campanhas públicas (escolas, edifícios, empresas, público em geral) através de palestras&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;visando oferecer orientações preventivas e ensinar procedimentos em caso de ocorrências; VIII - Auxiliar em procedimentos&amp;nbsp;&lt;/span&gt;administrativo-financeiros através de cotação e compra de materiais, controle de despesas, organização de escalas de&amp;nbsp;trabalho dos soldados e outros correlatos; IX - Conceder entrevistas à imprensa sobre ocorrências sob ordem e orientação do líder direto; X - Colaborar nos serviços de organização e manutenção da higiene do ambiente de trabalho; XI - Realizar&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;trâmites administrativos de organização e controle pertinentes à atuação.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;2.2.3. REGIME JURÍDICO E PREVIDENCIÁRIO: O regime jurídico da carreira militar é o estatutário, regido pela Lei Comple-&lt;br /&gt;mentar n. 231, de 15 de dezembro de 2005 e suas alterações posteriores. O regime de previdência é próprio. 2.2.4. REMUNERAÇÃO: R$ 2.366, 79 - Soldado Classe “A”.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;2.2.5. JORNADA: é de dedicação integral, incompatível com o exercício de quaisquer atividades pública ou privada, exceto&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;nos casos previstos em lei. A função militar sujeita-se à prestação de serviços em condições adversas de segurança, com&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;risco de vida, plantões noturnos e chamadas a qualquer hora, desde que justificada a necessidade, inclusive com a realiza-&lt;br /&gt;ção de diligências policiais em todo o Estado de Mato Grosso ou fora dele.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;2.2.6. DAS VAGAS: o Concurso Público para ingresso no cargo de Soldado do Corpo de Bombeiros Militar do Estado&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;de Mato Grosso oferecerá um total de 300 (trezentas) vagas, distribuídas nos Polos abaixo relacionados, respeitando o&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;disposto no artigo 32 da Lei Complementar n. 372, de 26 de novembro de 2009:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 6.25pt 11.05pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;2.3. As vagas reservadas para o sexo feminino que não forem preenchidas após o período de inscrição ou por eliminação das candidatas durante a realização do concurso público serão remanejadas para o sexo masculino do respectivo polo,&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;objetivando o preenchimento de todas as vagas ofertadas neste concurso público.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;2.3.1. Não haverá reserva de vagas para Pessoas com Deficiência (PcD), tendo em vista a natureza dos cargos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.4pt 0cm 0.0001pt 61.45pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;3. DOS REQUISITOS BÁSICOS PARA INCLUSÃO NOS CARGOS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 86.95pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;3.1. Os requisitos básicos para inclusão nos cargos são, cumulativamente, os seguintes: a) ter sido aprovado ou classificado no Concurso Público;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;b) ser brasileiro ou, em caso de nacionalidade portuguesa, estar amparado pelo estatuto de igualdade entre brasileiros&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;e portugueses, com reconhecimento de gozo de direitos políticos, nos termos do parágrafo 1°, artigo 12, da Constituição&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;Federal;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;c) possuir ilibada conduta pública e privada;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.4pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;d) estar quite com as obrigações eleitorais;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 11pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;e) ser possuidor do Certificado de Dispensa de Incorporação ou Certificado de Reservista das Forças Armadas, ou outro&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;documento oficial que comprove a quitação com o serviço militar obrigatório, para os candidatos do sexo masculino;&lt;br /&gt;f) não ter sofrido condenação criminal com pena privativa da liberdade ou qualquer condenação incompatível com a função&lt;br /&gt;militar;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;g) não ter sido isentado do serviço militar por incapacidade física definitiva;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;h) encontrar-se em pleno gozo de seus direitos políticos e civis;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 11.05pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;i) não ter sofrido, no exercício de função pública, penalidade incompatível com nova investidura em cargo público;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;j) apresentar diploma ou certificado, devidamente registrado, de conclusão de ensino médio, fornecido por instituição de&lt;br /&gt;ensino reconhecida pelo Ministério da Educação, comprovado através da apresentação de original e cópia do respectivo&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;documento;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;k) estar apto, física e mentalmente, não apresentando deficiência que o incapacite para o exercício das funções do cargo;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 11.05pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;l) ter idade mínima de 18 (anos) anos, na data da inclusão no cargo, e máxima de 25 (vinte e cinco) anos até a data do&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;encerramento das inscrições;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;m) ter, descalço e descoberto, à altura mínima de 1,67m (um metro e sessenta e sete centímetros), para os candidatos do&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;sexo masculino e peso proporcional a altura;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;n) ter, descalço e descoberto, à altura mínima de 1,57m (um metro e cinquenta e sete centímetros), para os candidatos do&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;sexo feminino e peso proporcional a altura;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;o) apresentar Carteira Nacional de Habilitação válida;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.4pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;p) apresentar declaração negativa de antecedentes criminais;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;q) ser considerado aprovado em sindicância sobre sua vida pregressa;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 53.6pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;r) não acumular cargos, empregos ou funções públicas, salvo nos casos constitucionalmente admitidos; s) cumprir, na íntegra, as determinações previstas no Edital de abertura do Concurso Público;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;t) apresentar outros documentos que se fizerem necessários por ocasião da inclusão no cargo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;3.2. Estará impedido de ser incluído no cargo o candidato que:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;a) deixar de comprovar os requisitos especificados no subitem 3.1;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.4pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;b) tiver sido demitido, a bem do serviço público, por infração à legislação pertinente;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 11.05pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;c) tenha praticado qualquer ato desabonador da sua conduta, detectado por meio dos documentos apresentados na in-&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;clusão.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;3.3. No ato da inclusão, todos os requisitos especificados no subitem 3.1 e aqueles que vierem a ser estabelecidos em&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;função da alínea “t” do mesmo subitem, deverão ser comprovados mediante a apresentação de documento original, junta-&lt;br /&gt;mente com fotocópia, sendo impedido de ser incluído no cargo aquele que não os apresentar, com consequente exclusão&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;do concurso público.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt 118.95pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;4. DAS FASES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 88.05pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;4.1. O presente Concurso Público será composto de 05 (cinco) fases distintas, são elas: a) 1ª Fase: Exame Intelectual, de caráter classificatório e eliminatório;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;b) 2ª Fase: Teste de Aptidão Física, de caráter unicamente eliminatório;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.4pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;c) 3ª Fase: Avaliação Psicológica, de caráter unicamente eliminatório;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;d) 4ª Fase: Exame Médico-Odontológico, de caráter unicamente eliminatório;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 91.6pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;e) 5ª Fase: Investigação Documental e Funcional, de caráter unicamente eliminatório. 4.2. Ao final de cada Fase, o resultado será divulgado no site www.funcab.org.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;4.3. A 1ª Fase - Exame Intelectual será realizada nas cidades de: Água Boa/MT, Alta Floresta/MT, Barra do Garças/MT,&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;Cáceres/MT, Cuiabá/MT, Diamantino/MT, Juína/MT, Nova Mutum/MT, Pontes e Lacerda/MT,&amp;nbsp;&amp;nbsp;Primavera do Leste/MT, Ron-&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.1pt;&quot;&gt;donópolis/MT, Sinop/MT, Tangará da Serra/MT e Vila Rica/MT.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;4.3.1. A critério da FUNCAB e da SAD, havendo necessidade, ou por falta de local adequado ou suficiente, candidatos&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;poderão ser alocados para cidades adjacentes ao da escolha.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;4.4. As demais Fases do Concurso Público serão realizadas na cidade de Cuiabá/MT e/ou Várzea Grande/MT.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.4pt 0cm 0.0001pt 111.75pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;5. DAS INSCRIÇÕES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 1pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.1. Antes de inscrever-se, o candidato deverá tomar conhecimento das normas e condições estabelecidas neste Edital,&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;incluindo seus Anexos, partes integrantes das normas que regem o presente Concurso Público, das quais não poderá alegar desconhecimento em nenhuma hipótese.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 6.6pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.2. A inscrição no Concurso Público exprime a ciência e tácita aceitação das normas e condições estabelecidas neste&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;Edital.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.3. As inscrições deverão ser realizadas somente pela Internet, no site www.funcab.org, no prazo estabelecido no Crono-&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;grama Previsto - ANEXO I.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.4. O candidato deverá, no ato da inscrição, marcar em campo específico da Ficha de Inscrição On-line uma única opção&amp;nbsp;de Cargo, Polo de Lotação e local de realização do Exame Intelectual. Depois de efetivada a inscrição, não será aceito&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;pedido de alteração destas opções.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.5. Em caso de duas ou mais inscrições de um mesmo candidato, será considerada a última inscrição gerada com data e&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;horário mais recente. As demais serão canceladas automaticamente, não havendo ressarcimento do valor pago. 5.6. O valor da inscrição será R$ 80,00 (oitenta reais).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;5.6.1. A importância recolhida relativa à inscrição não será devolvida em hipótese alguma, salvo em caso de cancelamento&lt;br /&gt;do Concurso Público, exclusão do cargo oferecido ou em razão de fato atribuível somente à Administração Pública.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.7. O candidato deverá ler e seguir atentamente as orientações para preenchimento da Ficha de Inscrição via Internet e&lt;br /&gt;demais procedimentos, tomando todo o cuidado com a confirmação dos dados preenchidos antes de enviar a inscrição,&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;evitando-se que o botão de rolagem do mouse seja acionado indevidamente e altere os respectivos dados.&amp;nbsp;&lt;/span&gt;5.8. Da inscrição pela Internet&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.65pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.8.1. Para se inscrever pela internet, o candidato deverá acessar o site www.funcab.org, onde consta o Edital, a Ficha de&lt;br /&gt;Inscrição via Internet e os procedimentos necessários à efetivação da inscrição. A inscrição pela Internet estará disponível&lt;br /&gt;durante as 24 horas do dia, ininterruptamente, desde as 10 horas do 1º dia de inscrição até às 23h59min do último dia de&lt;br /&gt;inscrição, conforme estabelecido no Cronograma Previsto - ANEXO I, considerando-se horário oficial do Estado do Mato&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;Grosso.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.8.2. Ao efetuar a inscrição via Internet, o candidato deverá imprimir o boleto bancário e efetuar o pagamento do valor da&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.1pt;&quot;&gt;inscrição até a data do seu vencimento. Caso o pagamento não seja efetuado, deverá acessar o site www.funcab.org e emitir&amp;nbsp;&lt;/span&gt;a 2ª via do boleto bancário, que terá nova data de vencimento.&amp;nbsp;&amp;nbsp;A 2ª via do boleto bancário estará disponível no site para&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.1pt;&quot;&gt;impressão até às 15 horas do último dia de pagamento. A data limite de vencimento do boleto bancário será o primeiro dia útil&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;após o encerramento das inscrições. Após essa data, qualquer pagamento efetuado será desconsiderado.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.8.3. As inscrições somente serão confirmadas após o banco ratificar o efetivo pagamento do valor da inscrição, que&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;deverá ser feito dentro do prazo estabelecido, em qualquer agência bancária, obrigatoriamente por meio do boleto bancário específico, impresso pelo próprio candidato no momento da inscrição. Não será aceito pagamento feito através de depósito bancário, DOC´s ou similares.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;5.8.4. O boleto bancário pago, autenticado pelo banco ou comprovante de pagamento, deverá estar de posse do candidato durante todo o Certame, para eventual certificação e consulta pelos organizadores.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;5.8.5. Os candidatos deverão verificar a confirmação de sua inscrição no site www.funcab.org a partir do quinto dia útil após a efetivação do pagamento do boleto bancário.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.1pt;&quot;&gt;5.8.6. A confirmação da inscrição deverá ser impressa pelo candidato e guardada consigo, juntamente com o boleto bancário&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;e respectivo comprovante de pagamento.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;5.8.7. O descumprimento de quaisquer das instruções para inscrição via Internet implicará no cancelamento da mesma.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.8.8. A inscrição via Internet é de inteira responsabilidade do candidato e deve ser feita com antecedência, evitando-se o&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;possível congestionamento de comunicação do site www.funcab.org nos últimos dias de inscrição.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;5.8.9. A FUNCAB não será responsável por problemas na inscrição ou emissão de boletos via Internet, motivados por falhas&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;de comunicação ou congestionamento das linhas de comunicação nos últimos dias do período de inscrição e pagamento,&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;que venham a impossibilitar a transferência e o recebimento de dados.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.9. Da inscrição com isenção de pagamento&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.9.1. Somente haverá isenção do valor da inscrição nos casos previstos na Lei Estadual n. 6.156, de 28 de dezembro de&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.1pt;&quot;&gt;1992, alterada pela Lei Estadual n. 8.795, de 07 de janeiro de 2008, ou na Lei Estadual n. 7.713, de 11 de setembro de 2002,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;conforme procedimentos descritos a seguir:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.9.2. Roteiro para solicitação da isenção de pagamento do valor da inscrição.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;5.9.2.1. Acessar o site www.funcab.org, impreterivelmente, nos dias previstos no cronograma destinados as inscrições com&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;isenção de pagamento, ANEXO I, das 8h do primeiro dia até às 17h do último dia, observando o horário oficial do Estado&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;de Mato Grosso.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;no Horário oficial do Estado de Mato Grosso.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.9.2.2. Preencher, imprimir e assinar a ficha de solicitação de isenção do valor da inscrição e juntar a seguinte documen-&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;tação, conforme abaixo:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.9.2.2.1. Trabalhadores que percebam até um salário mínimo e meio, ou se encontrem desempregados:&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;a) empregados de empresas privadas: cópia do documento oficial de identidade; cópia do Cadastro de Pessoa Física - CPF; cópia da Carteira de Trabalho e Previdência Social (CTPS) - páginas que contenham fotografia; identificação e&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;anotações do último contrato de trabalho (com as alterações salariais), e da primeira página subsequente em branco.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;b) servidores públicos: cópia do documento oficial de identidade; cópia do Cadastro de Pessoa Física - CPF, e cópia do&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;contracheque referente ao mês de outubro/2013.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;c) autônomos: cópia do documento oficial de identidade; cópia do Cadastro de Pessoa Física - CPF; declaração de próprio punho dos rendimentos correspondentes a contratos de prestação de serviço e/ou original ou cópia de contrato de prestação de serviços e de recibo de pagamento autônomo (RPA); e cópia da Carteira de Trabalho e Previdência Social (CTPS) - pá-&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;ginas que contenham fotografia, identificação, anotação do último contrato e da primeira página subsequente em branco e&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;com correspondente data de saída da anotação do último contrato de trabalho.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;d) desempregados: cópia do documento oficial de identidade; cópia do Cadastro de Pessoa Física - CPF; declaração de&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;próprio punho de que está desempregado, não exerce atividade como autônomo, não participa de sociedade profissional e&amp;nbsp;&lt;/span&gt;que a sua situação econômica não lhe permite arcar com o valor da inscrição, sem prejuízo do sustento próprio ou de sua&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;família, respondendo civil e criminalmente pelo inteiro teor das afirmativas; cópia da Carteira de Trabalho e Previdência So-&lt;br /&gt;cial (CTPS) - páginas que contenham fotografia, identificação e anotação do último contrato de trabalho, da primeira página subsequente em branco e com correspondente data de saída da anotação do último contrato de trabalho.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;e) servidores públicos exonerados ou demitidos: cópia do documento oficial de identidade; cópia do Cadastro de Pessoa Física - CPF; cópia do ato correspondente e sua publicação no órgão oficial, além dos documentos constantes da alínea&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;“d” deste subitem.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;f) pensionistas: cópia do documento oficial de identidade; cópia do Cadastro de Pessoa Física - CPF; cópia do Compro-&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;vante de Crédito atual do benefício fornecido pela Instituição pagadora; cópia da Carteira de Trabalho e Previdência Social&amp;nbsp;&lt;/span&gt;(CTPS) - páginas que contenham fotografia, identificação, anotação do último contrato de trabalho e da primeira página&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;subsequente em branco e com correspondente data de saída da anotação do último contrato de trabalho.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;g) estagiários: cópia do documento oficial de identidade; cópia do Cadastro de Pessoa Física - CPF; cópia do Contrato&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;de Estágio; cópia da Carteira de Trabalho e Previdência Social (CTPS) - páginas que contenham fotografia, identificação,&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;anotação do último contrato de trabalho e da primeira página subsequente em branco e com correspondente data de saída da anotação do último contrato de trabalho.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.9.2.2.2. Os Doadores Regulares de Sangue: cópia do documento oficial de identidade; cópia do Cadastro de Pessoa Física - CPF; documento padronizado de sua condição de doador regular expedido pelo Banco de Sangue, público ou&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;privado, autorizado pelo Poder Público, no qual o doador faz a sua doação.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 37.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;5.9.2.2.3. Não é necessário autenticar as cópias dos documentos citados nos subitens 5.9.2.2.1 e 5.9.2.2.2. 5.9.2.3. A documentação especificada acima poderá:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.65pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;a) ser entregue no Posto de Entrega - ANEXO II, pessoalmente ou por terceiro, impreterivelmente até o último dia do&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;período do pedido de isenção previsto no cronograma, observando-se o horário de funcionamento do posto; ou&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;b) ser enviada, impreterivelmente até o último dia do período do pedido de isenção previsto no cronograma, via SEDEX,&lt;br /&gt;para a FUNCAB- Concurso Público PM/BM SAD/MT, Caixa Postal nº. 100.665 - Cep: 24.020-971 - Niterói/RJ, devendo&lt;br /&gt;ser notificado à FUNCAB seu envio, através de mensagem encaminhada para o correio eletrônico notificacao@funcab.&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;org, especificando nome completo do candidato, número da Ficha de Inscrição, data de postagem e o número identificador&lt;br /&gt;do objeto.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;5.9.2.4 Não haverá prorrogação do período para a entrega ou envio da documentação.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.9.3. A relação das isenções deferidas e indeferidas será disponibilizada no site www.funcab.org, na data prevista no&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;cronograma.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.65pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;5.9.4. O candidato disporá, unicamente, de 02 (dois) dias para contestar o indeferimento, exclusivamente mediante preenchi-&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;mento de formulário digital, que estará disponível no site www.funcab.org, a partir das 8h do primeiro dia até às 23h59min do último dia do prazo previsto no Cronograma, considerando-se o horário oficial do Estado de Mato Grosso. Após esse&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;período, não serão aceitos pedidos de revisão.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.9.5. O candidato que tiver seu pedido de isenção indeferido terá que efetuar todos os procedimentos para inscrição&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;descritos no subitem 5.8.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;5.9.6. O candidato com isenção deferida terá sua inscrição automaticamente efetivada.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 6.6pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;5.9.7. As informações prestadas no formulário, bem como a documentação apresentada, serão de inteira responsabilidade&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;do candidato, respondendo este, por qualquer erro ou falsidade.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 84.75pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;5.9.8. Não será concedida isenção do pagamento do valor da inscrição ao candidato que: a) omitir informações e/ou torná-las inverídicas;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;b) fraudar e/ou falsificar documentação;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;c) pleitear a isenção sem apresentar cópia dos documentos previstos neste item;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;d) não observar o prazo e os horários estabelecidos neste Edital.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;5.9.9. Após a entrega do requerimento de isenção e dos documentos comprobatórios, não será permitida a complementação da documentação, nem mesmo através de pedido de revisão e/ou recurso.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.9.10. Os documentos descritos neste item terão validade somente para este Concurso Público e não serão devolvidos,&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;assim como não serão fornecidas cópias dos mesmos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;5.9.11. Não será aceita solicitação de isenção de pagamento do valor da inscrição via postal, não mencionado neste edital, fax, correio eletrônico ou similar.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.9.12. Fica reservado à FUNCAB, o direito de exigir, a seu critério, a apresentação dos documentos originais para con-&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;ferência.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5.9.13. Sendo constatada, a qualquer tempo, a falsidade de qualquer documentação entregue, será cancelada a inscrição&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;efetivada e anulados todos os atos dela decorrentes, respondendo este, pela falsidade praticada, na forma da lei. 5.9.14. O interessado que tiver seu pedido de isenção indeferido e não efetuar o pagamento do valor da inscrição na forma e no prazo estabelecidos no subitem 5.9.5 estará automaticamente excluído do Concurso Público.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 85.1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;6. DAS PROVAS E CONDIÇÕES ESPECIAIS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;6.1. Caso haja necessidade de condições especiais para se submeter ao Exame Intelectual, o candidato deverá solicitá-la no ato da inscrição, no campo específico da Ficha de Inscrição, indicando claramente quais os recursos especiais necessários, arcando o candidato com as consequências de sua omissão.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;6.2. A realização da prova em condições especiais ficará sujeita, ainda, à apreciação e deliberação da FUNCAB, observados os critérios de viabilidade e razoabilidade.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;6.3. As candidatas lactantes que tiverem necessidade de amamentar durante a realização das provas, além de solicitar&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;atendimento especial para tal fim, deverão levar um acompanhante que ficará em sala reservada para essa finalidade e que será responsável pela guarda da criança, não fazendo jus a prorrogação do tempo, conforme subitem 7.13.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;6.3.1. A candidata lactante que comparecer ao local de provas com o lactente e sem acompanhante não realizará a prova.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;6.4. O candidato que, por causas transitórias ocorridas após o período de inscrição, necessitar de condições especiais&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;para realizar o Exame Intelectual deverá, até às 12h do dia 30 de Janeiro de 2014, requerê-lo à FUNCAB através do e-mail concursos@funcab.org.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;6.4.1. A FUNCAB reserva o direito de apreciar o pedido nos termos do subitem 6.2.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;6.5. No atendimento a condições especiais não se inclui atendimento domiciliar, hospitalar e transporte.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 73.3pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;7. DAS CONDIÇÕES PARA REALIZAÇÃO DAS FASES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.1pt;&quot;&gt;7.1. As informações sobre os locais e os horários de aplicação do Exame Intelectual, do Teste de Aptidão Física, da Avaliação&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;Psicológica, da entrega da documentação para a Investigação Social, e do Exame Médico-Odontológico serão disponibiliza-&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;das no Posto de Atendimento - ANEXO II e no site www.funcab.org com antecedência mínima de 5 (cinco) dias da data de&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;sua realização, conforme consta no Cronograma Previsto - ANEXO I.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;7.2. Não será enviada à residência do candidato comunicação individualizada. O candidato inscrito deverá obter as informa-&lt;br /&gt;ções necessárias sobre sua alocação, através das formas descritas no subitem 7.1.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;7.3. O candidato é o único responsável pela identificação correta de seu local de realização das fases e pelo compareci-&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;mento no horário determinado.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;7.3.1. Não haverá, sob pretexto algum, segunda chamada, nem justificação de falta, sendo considerado eliminado do Con-&lt;br /&gt;curso Público o candidato que faltar qualquer fase.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;7.4. Os horários das fases referir-se-ão ao Horário oficial do Estado de Mato Grosso.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;7.5. O candidato deverá comparecer ao local de realização das fases portando documento oficial e original de identificação, com antecedência mínima de 1 (uma) hora do horário estabelecido para o fechamento dos portões.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;7.6. Não será permitido o ingresso de candidato no local de realização das fases, após o horário fixado para o fechamento&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;dos portões. Após o fechamento dos portões, não será permitido o acesso de candidatos, em hipótese alguma, mesmo que as provas ainda não tenham sido iniciadas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;7.7. Serão considerados documentos oficiais de identidade:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;- Carteiras expedidas pelas Forças Armadas, pelos Corpos de Bombeiros e pelas Polícias Militares;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;- Carteiras expedidas pelos órgãos fiscalizadores de exercício profissional (Ordens e Conselhos de Classe) que, por Lei&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;Federal, valem como identidade;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;- Certificado de Reservista;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;- Passaporte;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;- Carteiras Funcionais do Ministério Público e Magistratura;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;- Carteiras expedidas por órgão público que, por Lei Federal, valem como identidade;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;- Carteira Nacional de Habilitação (somente modelo com foto).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;7.7.1. Não serão aceitos como documentos de identidade:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;- Certidão de Nascimento ou Casamento;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;- CPF;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;- Títulos eleitorais;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;- Carteiras de Motorista (modelo sem foto);&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;- Carteiras de Estudante;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;- Carteiras Funcionais sem valor de identidade;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;- Documentos ilegíveis, não identificáveis e/ou danificados.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;7.7.2. O documento deverá estar em perfeitas condições, de forma a permitir, com clareza, a identificação do candidato&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;(foto e assinatura).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;7.7.3. Caso o candidato esteja impossibilitado de apresentar, no dia de realização da fase, documento de identidade original, por motivo de perda, roubo ou furto, deverá apresentar documento que ateste o registro da ocorrência em órgão policial, ex-&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.1pt;&quot;&gt;pedido há, no máximo, 30 (trinta) dias da data da prova. Na ocasião será submetido à identificação especial, compreendendo&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;coletas de assinaturas em formulário próprio para fins de Exame Grafotécnico e coleta de impressão digital.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;7.8. A identificação especial será exigida, também, ao candidato cujo documento de identificação apresente dúvidas relativas à fisionomia ou à assinatura do portador.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;7.9. O documento de identidade deverá ser apresentado ao Fiscal de Sala ou de Local, antes do acesso à sala ou ao local&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;de prova/avaliação/teste.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;7.9.1. Não será permitido, em hipótese alguma, o ingresso nas salas de candidatos sem documento oficial e original de&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;identidade nem mesmo sob a alegação de estar aguardando que alguém o traga.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;7.9.2. Após identificação e entrada em sala, o candidato deverá dirigir-se à carteira e não poderá consultar ou manusear&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;qualquer material de estudo ou de leitura enquanto aguardar o horário de início da prova.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;7.10. Não será permitida a permanência de candidatos que já tenham terminado a prova/avaliação/teste no local de realiza-&lt;br /&gt;ção das mesmas.&amp;nbsp;&amp;nbsp;Ao terminarem, os candidatos deverão se retirar imediatamente do local, não sendo possível nem mesmo a utilização dos banheiros e bebedouros.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;7.10.1. É vedada a permanência de acompanhantes no local das provas, ressalvado o contido no subitem 6.3. 7.11. Poderá ser realizada coleta de impressão digital de todos os candidatos, em qualquer fase, objetivando a realização de exame datiloscópico, com a confrontação dos candidatos que venham a ser convocados para nomeação. 7.12. Poderá ser utilizado detector de metais nos locais de realização das provas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;7.13. Não haverá, por qualquer motivo, prorrogação do tempo previsto para aplicação das provas em virtude de afastamento do candidato.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 41.85pt 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;7.14. Será automaticamente eliminado do Concurso Público o candidato que, durante a realização das fases: a) for descortês com qualquer membro da equipe encarregada pela realização da prova/avaliação/teste; b) for responsável por falsa identificação pessoal;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;c) utilizar ou tentar utilizar meios fraudulentos para obter aprovação;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;d) ausentar-se do recinto da prova ou da avaliação sem permissão;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;e) deixar de assinar lista de presença;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;f) fizer, em qualquer documento, declaração falsa ou inexata;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;g) perturbar, de qualquer modo, a ordem dos trabalhos;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;h) não permitir a coleta da impressão digital ou o uso do detector de metais;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt 1pt; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;i) não atender às determinações deste Edital.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 6.1pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;7.15. Após entrar em sala, não será admitida qualquer espécie de consulta ou comunicação entre os candidatos, nem a&lt;br /&gt;utilização de livros, códigos, dicionários, papéis, manuais, impressos ou anotações, agendas eletrônicas ou similares, tele&lt;span style=&quot;letter-spacing: -0.1pt;&quot;&gt;&amp;nbsp;fone celular, BIP, walkman, gravador ou similares, máquina de calcular, MP3, MP4 ou similares, notebook, palmtop, receptor,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 3.65pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;máquina fotográfica ou similares, controle de alarme de carro ou qualquer outro receptor de mensagens, nem o uso de&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;relógio digital, óculos escuros ou quaisquer acessórios de chapelaria, tais como: chapéu, boné, gorro, etc. Também não será admitida a utilização de qualquer objeto/material, de qualquer natureza, que cubra a orelha ou obstrua o ouvido.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;7.16. Constatando-se que o candidato utilizou processos ilícitos através de meio eletrônico, estatístico, visual ou grafotéc-&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;nico, sua prova será anulada e será automaticamente eliminado do Concurso Público.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;7.17. É proibido o porte de armas nos locais das provas/avaliação/teste, não podendo o candidato armado realizar as&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;mesmas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;7.18. É expressamente proibido fumar no local de realização das provas/avaliação/teste.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;7.19. Toda e qualquer ocorrência, reclamação ou necessidade de registro, deverá ser imediatamente manifestada ao fiscal ou representante da FUNCAB, no local e no dia da realização da fase,&amp;nbsp;&amp;nbsp;para o registro na folha ou ata de ocorrências e, caso necessário, para que sejam tomadas as providências cabíveis.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;7.19.1. Não serão consideradas e nem analisadas as reclamações que não tenham sido registradas na ocasião.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8. DO EXAME INTELECTUAL&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;8.1. A Primeira Fase: Exame Intelectual, de caráter classificatório e eliminatório, será aplicada nas cidades citadas no subi-&lt;br /&gt;tem 4.3 deste Edital.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.1.1. A prova será aplicada na data provável de 19 de Janeiro de 2014, turno matutino.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;8.2. O tempo total de realização do Exame Intelectual será de 4 horas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;8.2.1. O tempo de duração da prova inclui o preenchimento do Cartão de Respostas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.3. Os candidatos deverão acessar e imprimir o Comunicado Oficial de Convocação para Prova (COCP), constando,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;data, horário e local de realização do Exame Intelectual, disponível no site www.funcab.org.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.4. É importante que o candidato tenha em mãos, no dia de realização Exame Intelectual, o seu Comunicado Oficial de&amp;nbsp;Convocação para Prova (COCP), para facilitar a localização de sua sala, sendo imprescindível que esteja de posse do&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;documento oficial de identidade, conforme especificado no subitem 7.7.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;8.5. Quando da realização do Exame Intelectual, o candidato deverá, ainda, obrigatoriamente, levar caneta esferográfica de&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;tinta azul ou preta, fabricada em material transparente, não podendo utilizar outro tipo de caneta ou material.&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;8.6. O candidato não poderá ausentar-se da sala de realização do Exame Intelectual após assinatura da Lista de Presença&lt;br /&gt;e recebimento de seu Cartão de Respostas até o início efetivo da prova e, após este momento, somente acompanhado por&lt;br /&gt;Fiscal. Portanto, é importante que o candidato utilize banheiros e bebedouros, se necessitar, antes de sua entrada na sala.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.65pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.7. Cada candidato receberá um Caderno de Questões e um único Cartão de Respostas que não poderá ser rasurado,&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;amassado ou manchado.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.65pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.8. O candidato deverá seguir atentamente as recomendações contidas na capa de seu Caderno de Questões e em seu&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;Cartão de Respostas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.9. O Exame Intelectual terá caráter eliminatório e classificatório e será constituída de questões de múltipla escolha, con-&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;forme o Quadro de Provas, subitem 8.11.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;8.9.1. Cada questão do Exame Intelectual será composta de cinco opções (A, B, C, D e E) de múltipla escolha. O candidato deverá assinalar uma única alternativa como resposta, de acordo com o comando da questão.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.10. Antes de iniciar o Exame Intelectual, o candidato deverá transcrever a frase que se encontra na capa do Caderno de&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;Questões para o quadro “Exame Grafotécnico” do Cartão de Respostas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.11. A organização da prova, seu detalhamento, número de questões por disciplina e valor das questões encontram-se&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;representados nas tabelas abaixo:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-align: justify; text-indent: 0px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 6.25pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.12. O candidato deverá transcrever as respostas do Exame Intelectual para o Cartão de Respostas, que será o único&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;documento válido para correção eletrônica.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;8.13. A transcrição das alternativas para o Cartão de Respostas e sua assinatura são obrigatórias e serão de inteira respon-&lt;br /&gt;sabilidade do candidato, que deverá proceder em conformidade com as instruções específicas nele contidas, pois a correção da prova será feita somente nesse documento e por processamento eletrônico. Assim sendo, fica o candidato obrigado, ao receber o Cartão de Respostas, verificar se o número do mesmo corresponde ao seu número de inscrição contido no COCP e na Lista de Presença. Não haverá substituição de Cartão de Respostas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.65pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.13.1. Por motivo de segurança, poderão ser aplicadas provas de mesmo teor, porém com gabaritos diferenciados, de forma que, caberá ao candidato, conferir se o TIPO DE PROVA constante em seu Cartão de Respostas corresponde a do&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;Caderno de Questões recebido. Caso haja qualquer divergência, o candidato deverá, imediatamente, informar ao Fiscal de Sala e solicitar a correção.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;8.14. No dia da realização do Exame Intelectual, na hipótese do nome do candidato não constar nas listagens oficiais relati-&lt;br /&gt;vas aos locais de prova estabelecidos no Edital de Convocação, será permitido a realização do Exame Intelectual de forma condicional, posteriormente analisada pela FUNCAB, com o intuito de se verificar a pertinência da referida inscrição.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.14.1. Constatada a improcedência da inscrição, a mesma será automaticamente cancelada sem direito à reclamação,&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;independentemente de qualquer formalidade, considerados nulos todos os atos dela decorrentes.&amp;nbsp;&lt;/span&gt;8.15. O candidato deverá marcar, para cada questão, somente uma das opções de resposta. Será considerada errada e&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;atribuída nota 0 (zero) à questão com mais de uma opção marcada, sem opção marcada, com emenda ou rasura.&amp;nbsp;&lt;/span&gt;8.16. O candidato só poderá retirar-se definitivamente do recinto de realização da prova após 1 (uma) hora, contada do&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;seu efetivo início.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.17. O caderno de questões do Exame Intelectual somente poderá ser levado pelo candidato faltando 01 (uma) hora para&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;o término da realização da prova.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.18. Os três últimos candidatos deverão permanecer na sala de realização das provas e somente poderão sair juntos do&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;recinto após assinatura da Ata de Fiscalização de provas da respectiva sala.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.18.1. No caso de haver candidatos que concluam a prova ao mesmo tempo, sendo um ou dois desses necessários para&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;cumprir o subitem 8.18, a seleção dos candidatos será feita mediante sorteio.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.19. No dia de realização da prova não serão fornecidas, por qualquer membro da equipe de aplicação e/ou pelas autori-&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;dades presentes, informações referentes ao conteúdo da mesma e/ou aos critérios de avaliação.&lt;br /&gt;8.20. Por motivo de segurança, somente é permitido ao candidato fazer qualquer anotação durante a prova no seu Caderno&amp;nbsp;&lt;/span&gt;de Questões. O descumprimento acarretará eliminação do candidato no certame, não sendo permitido, nem mesmo, a&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;anotação de gabarito.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.21. Ao terminar a prova, o candidato deverá entregar ao Fiscal: o Cartão de Respostas, o Caderno de Questões, caso&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;ainda não possa levá-lo, bem como todo e qualquer material cedido para a execução da prova.&lt;br /&gt;8.22. O gabarito oficial será disponibilizado no site www.funcab.org no 2º dia útil após a data de realização da prova, a partir&amp;nbsp;&lt;/span&gt;das 12 horas (Horário oficial do Estado de Mato Grosso), conforme Cronograma Previsto - ANEXO I.&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;8.23. As imagens dos cartões de respostas estarão disponíveis no site www.funcab.org até 15 (quinze) dias após a divulga-&lt;br /&gt;ção do resultado do Exame Intelectual.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 9.6pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;8.24. Será automaticamente eliminado do Concurso Público o candidato que, durante a realização do Exame Intelectual: a) for surpreendido em comunicação com outro candidato;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 67.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;b) não devolver o Cartão de Respostas ao término do Exame Intelectual antes de sair da sala; c) ausentar-se do local da prova antes de decorrida 1 (uma) hora do início da mesma;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;d) for surpreendido portando celular durante a realização da prova. Celulares deverão ser desligados, retiradas as baterias, e guardados dentro do envelope fornecido pela FUNCAB ao entrar em sala, mantidos lacrados e dentro da sala até a saída definitiva do local da realização da prova;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 6.1pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;e) for surpreendido em comunicação verbal ou escrita ou de qualquer outra forma;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;f) utilizar-se de livros, dicionários, códigos impressos, máquinas calculadoras e similares ou qualquer tipo de consulta;&lt;br /&gt;g) não devolver o Caderno de Questões, se sair antes do horário determinado no subitem 8.18.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.25. De igual forma será eliminado do presente Concurso Público os candidatos que se enquadrarem nas situações a&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;seguir:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;a) obtiverem pontuação zero em qualquer um dos grupos do Exame Intelectual (Conhecimentos Básicos - I, Conhecimentos Gerais - II e Conhecimentos Específicos III);&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;b) não obtiverem classificação dentro do quantitativo fixado no quadro abaixo, considerando o critério de desempate do&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;subitem 8.26 do Edital:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;&lt;img height=&quot;280&quot; src=&quot;file:///C:/Users/JUSSAN/AppData/Local/Temp/msohtmlclip1/01/clip_image008.jpg&quot; v:shapes=&quot;Imagem_x0020_5&quot; width=&quot;567&quot; /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 4.1pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 4.1pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 4.1pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;8.26. No caso de igualdade de pontuação final do Exame Intelectual para classificação para a próxima fase, dar-se-á preferência sucessivamente ao candidato que obtiver:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 78.5pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;a) maior número de pontos no Exame Intelectual, no Grupo I - Conhecimentos Básicos;&lt;br /&gt;b) maior número de pontos no Exame Intelectual, no Grupo III - Conhecimentos Específicos;&lt;br /&gt;c) maior número de pontos no Exame Intelectual, no Grupo II - Conhecimentos Gerais;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;d) persistindo o empate, terá preferência o candidato com mais idade, considerando dia, mês, ano e, se necessário, hora&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;e minuto do nascimento.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;8.27. O resultado preliminar do Exame Intelectual, bem como o link para consulta individual do desempenho, será disponível&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;no site www.funcab.org, nas datas estabelecidas no Cronograma Previsto - ANEXO I.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;8.28. Caberá recurso contra o resultado preliminar no Exame Intelectual, de acordo com o item 13 deste Edital.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8.29. O resultado da análise dos recursos contra o resultado da Prova Objetiva será divulgado no portal www.funcab.org,&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;bem como o resultado final da fase.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;9. TESTE DE APTIDÃO FÍSICA (TAF)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;9.1. A Segunda Fase: Teste de Aptidão Física (TAF), de caráter unicamente eliminatório, será realizada somente com os&lt;br /&gt;candidatos aprovados na Primeira Fase: Exame Intelectual, e posicionados dentro do quantitativo definido na alínea “b” do&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;subitem 8.25.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;9.1.1. A convocação com a data, local e o horário de realização do Teste de Aptidão Física será divulgada no portal www.&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;funcab.org.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;9.1.2. A convocação será dividida por cargo e sexo e observará a ordem alfabética dentro de cada grupo.&lt;br /&gt;9.1.2.1. Dependendo do número de candidatos a serem avaliados, a ordem alfabética poderá fazer com que os candidatos, cujo nome inicie com as letras finais do alfabeto, esperem por mais tempo para realizar o teste.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.1pt;&quot;&gt;9.2. O Teste de Aptidão Física (TAF) possui a finalidade de avaliar a condição física do candidato para suportar os exercícios&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;a que será submetido durante o Curso de Formação de Soldados e para desempenhar as atividades inerentes ao cargo.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.1pt;&quot;&gt;9.3. O candidato deverá trajar para a realização do Teste de Aptidão Física: calção “shorts”, bermuda, legging ¾, tênis, meias&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;e camiseta e para a natação: maiô ou sunga.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;9.3.1. O candidato que comparecer ao local de avaliação com os trajes inadequados não poderá realizar os testes.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.1pt;&quot;&gt;9.4. No dia do Teste de Aptidão Física, o candidato deverá apresentar o Atestado Médico, o documento de identidade original&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;e assinará a lista de presença, com coleta de impressão digital na ficha de avaliação.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;9.4.1. O Atestado Médico deverá ter o nome completo do candidato e ter sido emitido com, no máximo, 30 (trinta) dias&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;úteis de antecedência da data do Teste de Aptidão Física, devidamente assinado e carimbado pelo médico, constando de&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;forma legível o número do registro do Conselho Regional de Medicina do mesmo, em que certifique especificamente que o candidato está apto a realizar esforço físico, conforme modelo disposto ANEXO IV.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;9.4.2. O candidato que não estiver de posse do atestado médico, ou que apresentar atestado médico que não conste, ex-&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;pressamente, que o candidato está apto a realizar o Teste de Aptidão Física ou a realizar qualquer um dos exercícios físicos para este concurso, será impedido de realizar os testes, sendo consequentemente eliminado do concurso.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;9.4.3. O Atestado Médico ficará retido e fará parte da documentação do candidato.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 11pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.1pt;&quot;&gt;9.4.4. No momento da identificação, o candidato receberá um número, que deverá ser afixado em sua camiseta e não poderá ser retirado até o final do Teste de Aptidão Física.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;9.5. A contagem oficial de tempo e/ou do número de repetições dos candidatos em cada teste será,&amp;nbsp;&amp;nbsp;&amp;nbsp;exclusivamente,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;realizada pela banca.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;9.5.1. Todos os exercícios do Teste de Aptidão Física deverão ser executados de acordo com o previsto no presente Edital.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;9.6. A preparação e o aquecimento para a avaliação são de responsabilidade do próprio candidato, não podendo interferir&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;no andamento da fase do concurso.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;9.7. O Teste de Aptidão Física será constituído dos seguintes exercícios: 1º dia - Avaliação Biométrica, Corrida, Flexão na&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;Barra Fixa (masculino), Flexão Isométrica na Barra Fixa (feminino), 2º dia - Abdominal Remador, Meio Sugado e Natação.&amp;nbsp;&lt;/span&gt;9.7.1. A avaliação biométrica, de caráter eliminatório, aferirá a proporcionalidade da altura e do peso do candidato, nos&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;termos do inciso VIII do Art. 22 da Lei Complementar n. 408/2010.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;9.7.2. Os exercícios deverão ser executados na forma do ANEXO V.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;9.8. A contagem oficial de tempo, de distância percorrida e do número de repetições dos candidatos em cada exercício será&lt;br /&gt;aferida pela FUNCAB, a qual poderá utilizar meios eletrônicos na fiscalização dos exercícios.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;9.9. Os casos de alteração psicológica e/ou fisiológica temporárias (estados menstruais, indisposições, gravidez, cãibras,&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;contusões, luxações, fraturas, demais lesões) e outras situações que impossibilitem a realização das provas do Teste de Aptidão Física ou que diminua a capacidade física dos candidatos, não serão levados em consideração, não sendo dispensado nenhum tratamento privilegiado, nem realizados testes em dias, locais, horários ou condições diferenciadas ou especiais.&amp;nbsp;&lt;/span&gt;9.10. Será considerado inapto e, consequentemente, eliminado do concurso público, não tendo classificação alguma no&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;certame, o candidato que:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.1pt;&quot;&gt;a) Não comparecer para a realização do Teste de Aptidão Física;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;b) Não realizar qualquer dos exercícios;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;c) Infringir qualquer proibição prevista nesta instrução, independentemente do resultado alcançado nos testes físicos.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;9.10. Demais informações a respeito do Teste de Aptidão Física constarão no Edital específico de convocação para essa&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;fase.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;9.11. As baterias do Teste de Aptidão Física, a critério da FUNCAB, poderão ser filmadas e/ou gravadas.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;9.12. O Teste de Aptidão Física será realizado independentemente das condições meteorológicas e em qualquer dia da&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;semana, seja dia útil ou não.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;9.13. Todos os exercícios serão realizados em uma única tentativa.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.1pt;&quot;&gt;9.14. Os candidatos reprovados no Teste de Aptidão Física não poderão repetir os exercícios, salvo por caso fortuito ou força&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;maior (assim considerados: pane em cronômetros e defeitos em aparelhos ocorridos durante realização do exercício e/ou&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;situações imprevistas e inviabilizadoras da execução dos testes, a critério da banca examinadora).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;9.15. Será eliminado do Concurso Público o candidato que não executar os exercícios na forma e quantidade dispostos no&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;presente Edital.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;9.16. O candidato que não obtiver êxito em qualquer exercício do Teste de Aptidão Física, não efetuará os demais subse-&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;quentes, estando a partir deste, eliminado do concurso.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.1pt;&quot;&gt;9.16.1. O resultado de cada Teste será registrado pelo avaliador na Ficha de Avaliação do candidato com registro dos índices&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;alcançados pelo candidato.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;9.16.2 O candidato inapto tomará ciência de sua eliminação do Concurso Público assinando a Ficha de Avaliação em campo específico. Em caso de recusa, o documento será assinado pelo avaliador, coordenador e duas testemunhas.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;9.17. O candidato que não comparecer, por qualquer motivo, no dia e horário aprazados, será considerado desistente e&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;automaticamente excluído do certame.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;9.18. O resultado do Teste de Aptidão Física estará disponível no site www.funcab.org, nas datas estabelecidas no edital&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;de convocação para esta fase.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;9.20 Caberá recurso contra o desempenho preliminar do Teste de Aptidão Física, de acordo com o item 17 deste Edital.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.1pt;&quot;&gt;9.21. O resultado da análise dos recursos contra o resultado do Teste de Aptidão Física será divulgado no portal www.funcab.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;org, bem como o resultado final da fase.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;10. DA AVALIAÇÃO PSICOLÓGICA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;10.1. A Terceira Fase: Avaliação Psicológica, de caráter unicamente eliminatório, será realizada somente com os candidatos&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.1pt;&quot;&gt;não eliminados na Segunda Fase: Teste de Aptidão Física.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;10.1.1. O candidato deverá no dia, local e horário estipulado para a Avaliação Psicológica entregar a documentação solic-&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;itada no subitem 12.3 para a Quinta Fase: Investigação Documental e Funcional.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;10.2. A Avaliação Psicológica consistirá na aplicação de um conjunto de procedimentos objetivos e científicos, que permite aferir a compatibilidade das características psicológicas do candidato com as atribuições dos cargos de Soldado da Polícia Militar e Soldado do Corpo de Bombeiros Militar.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;10.3. A avaliação consistirá na análise objetiva e padronizada de características cognitivas, emocionais, de personalidade e&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;motivacionais dos candidatos, podendo ser aplicada coletivamente. Para tanto poderão ser utilizados testes, questionários&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;ou inventários aprovados pelo Conselho Federal de Psicologia e realizados por psicólogos registrados no Conselho Regional&lt;br /&gt;de Psicologia.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;10.4. No dia da realização dos testes o candidato deverá atentar somente às instruções que forem transmitidas pelos&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;técnicos responsáveis pela aplicação.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;10.5. O candidato deverá comparecer ao local indicado no respectivo Edital de Convocação com antecedência mínima de 01 (uma) hora do horário fixado para seu início, munido de documento de identidade oficial original, caneta esferográfica&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;azul ou preta e 2 (dois) lápis pretos nº 2.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 26.1pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;10.6. Nas horas que antecedem a Avaliação Psicológica, os candidatos deverão observar os seguintes cuidados: • Dormir bem na noite anterior, sendo desejável pelo menos oito horas de sono;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 64.75pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;• Alimentar-se adequadamente no café da manhã e almoço, com uma refeição leve e saudável; • Evitar a ingestão de bebidas alcoólicas e energéticos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;10.7. Não serão consideradas alterações sócio-econômico-físico-psíquico e biológicas temporárias no dia da aplicação da&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;Avaliação Psicológica.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;10.8. Os instrumentos utilizados para avaliar o perfil psicológico do candidato, a fim de verificar sua capacidade de adap-&lt;br /&gt;tação e seu potencial de desempenho positivo, serão definidos segundo os critérios objetivos e os parâmetros estabeleci-&lt;br /&gt;dos pelo Perfil comportamental do cargo, conforme Portaria Conjunta n. 20/2012/ GAB-SESP/PM/CBM/PJC/POLITEC, DE&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;06/08/2012, publicada no Diário Oficial do Estado de 24/08/2012, dentre os quais serão considerados, para fins de indicação no Concurso aqueles descritos no edital de convocação para a fase.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;10.9. Dessa análise resultará o parecer com os seguintes resultados:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;a) APTO - candidato apresentou, no momento atual de sua vida, perfil psicológico compatível com o perfil do cargo pre-&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;tendido;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;b) INAPTO - candidato não apresentou, no momento atual de sua vida, perfil psicológico compatível com o perfil do cargo&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;pretendido;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.1pt;&quot;&gt;c) FALTOSO - candidato não compareceu à Avaliação Psicológica.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;10.9.1. O candidato INAPTO ou FALTOSO será eliminado do Concurso Público.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;10.10. A inaptidão na Avaliação Psicológica não pressupõe a existência de transtornos mentais; indica, tão somente, que o avaliado não atendeu, à época dos exames, aos parâmetros exigidos para o exercício das funções.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;10.11. O resultado da Avaliação Psicológica será disponível no site www.funcab.org, nas datas estabelecidas no edital&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;de convocação para esta fase, por meio de relação nominal, constando os candidatos APTOS, observando normativa do&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;Conselho Federal de Psicologia.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;10.12. Será facultado ao candidato considerado INAPTO, e somente a este, tomar conhecimento das razões de sua não recomendação, por meio de entrevista devolutiva, edital de convocação para esta fase, no horário compreendido entre 8h&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;do primeiro dia até às 23h59min do último dia (Horário oficial do Estado de Mato Grosso)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;10.13. No comparecimento à entrevista devolutiva, o candidato pode ou não estar acompanhado de um psicólogo, caso&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;esteja, este deverá, obrigatoriamente, estar inscrito no Conselho Regional de Psicologia - CRP. A entrevista devolutiva será&amp;nbsp;&lt;/span&gt;exclusivamente de caráter informativo para esclarecimento do motivo da inaptidão do candidato ao propósito seletivo, não&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;sendo, em hipótese alguma, considerada como recurso ou nova oportunidade de realização do teste.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;10.14. As informações técnicas relativas ao perfil só poderão ser discutidas com o psicólogo contratado pelo candidato,&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;conforme a legislação vigente da classe. Caso o candidato compareça sozinho à sessão de conhecimento das razões, tais aspectos técnicos não serão discutidos, bem como não será permitido o acesso aos testes realizados.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;10.15. Após a realização da entrevista devolutiva, será facultado ao candidato solicitar a revisão de sua avaliação, inter-&lt;br /&gt;posição de recurso na data prevista no edital de convocação para esta fase, devendo ser obedecido o estabelecido no&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;item 13.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.1pt;&quot;&gt;10.16. O resultado da análise dos recursos contra o resultado da Avaliação Psicológica será divulgado no portal www.funcab.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;org em link individual para consulta, bem como o resultado final da fase.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.55pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;11. DO EXAME MÉDICO-ODONTOLÓGICO&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;11.1. A Quarta Fase: Exame Médico-Odontológico, de caráter unicamente eliminatório, de acordo com o disposto na alínea&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;“d” do subitem 4.1 deste edital, será realizada somente com os candidatos não eliminados na Terceira Fase: Avaliação&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;Psicológica.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;11.2. A convocação com a data, local e o horário de realização do Exame Médico-Odontológico será divulgada no portal&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.1pt;&quot;&gt;www.funcab.org.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.65pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;11.3. O Exame Médico-Odontológico objetiva aferir se o candidato goza de boa saúde física e psíquica para suportar os&lt;br /&gt;exercícios a que será submetido durante o Curso de Formação de Soldados e para desempenhar as atribuições típicas&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;do cargo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;11.4. Após a realização do Exame Médico-Odontológico e conferência dos exames laboratoriais e complementares, o candidato será considerado “apto” ou “inapto”.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;11.5. Os exames laboratoriais serão realizados pelo candidato, às suas expensas, cuja relação consta do ANEXO VI deste&amp;nbsp;edital.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;11.5.1. Os exames laboratoriais e respectivos laudos entregues deverão ser emitidos a, no máximo, 3 (três) meses da data de realização da Fase: Exame de Saúde.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;11.6. Em todos os exames laboratoriais e complementares, além do nome do candidato e número do seu RG ou CPF,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 6.6pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;deverão constar, obrigatoriamente, a assinatura, a especialidade e o registro no órgão de classe específico do profissional&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;responsável, sendo motivo de inautenticidade destes a inobservância ou a omissão do referido registro.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;11.7. Durante o Exame Médico-Odontológico poderá ser solicitado a realização de outros exames laboratoriais e comple-&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;mentares, às expensas do candidato, além dos previstos no ANEXO VI deste edital, para fins de elucidação diagnóstica. 11.7.1. Após a análise do exame médico e dos exames laboratoriais e complementares dos candidatos, será emitido parecer conclusivo da aptidão ou da inaptidão do candidato.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;11.8. As condições clínicas, sinais ou sintomas que incapacitam o candidato para o exercício do cargo, nos termos do&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;ANEXO VI deste edital, serão consideradas para efeito de eliminação no Concurso Público.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;11.8.1. No momento do Exame Médico-Odontológico o candidato deverá declarar a existência ou inexistência de qualquer&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;condição incapacitante para o exercício do cargo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;11.9. Demais informações a respeito do Exame Médico-Odontológico constarão de edital específico de convocação para&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;essa etapa.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;11.10. Será eliminado do Concurso Público o candidato que:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;a)&amp;nbsp;&amp;nbsp;&amp;nbsp;ausente na Quarta Fase: Exame Médico-Odontológico;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;b)&amp;nbsp;&amp;nbsp;&amp;nbsp;não entregar no momento da identificação para realização do Exame Médico-Odontológico, toda a documentação&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;relacionada no ANEXO VI, não sendo permitido nem a realização do referido exame;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;c) for considerado inapto, conforme condições incapacitantes relacionadas no ANEXO VI.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;11.11. O resultado preliminar do Exame Médico-Odontológico com lista nominal dos candidatos APTOS, bem como o link para consulta individual do motivo da inaptidão, estarão disponíveis no site www.funcab.org, nas datas estabelecidas no&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;edital de convocação para esta fase.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;11.12. Caberá recurso contra o desempenho preliminar no Exame Médico-Odontológico, de acordo com o item 13 deste&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;Edital.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;11.13. O resultado da análise dos recursos contra o resultado do Exame Médico-Odontológico será divulgado no portal www. funcab.org.br, bem como o resultado final da fase.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;12. DA INVESTIGAÇÃO DOCUMENTAL E FUNCIONAL&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;12.1. A Quinta Fase: Investigação Documental e Funcional, de caráter unicamente eliminatório, será realizada somente com os candidatos não eliminados na Quarta Fase: Exame Médico-Ondontológico.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;12.1.1. O candidato deverá entregar a documentação desta fase no mesmo local, data e horário da realização da Terceira Fase: Avaliação Psicológica, porém, apenas será avaliada a documentação do candidato considerado APTO na Quarta&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;Fase: Exame Médico-Ondontológico.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;12.2. A Investigação Documental e Funcional verificará a conduta irrepreensível e a idoneidade moral necessária ao exercí-&lt;br /&gt;cio do cargo, tendo como resultado RECOMENDADO ou NÃO RECOMENDADO.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;12.3. Para fins de análise de sua conduta social e dos seus antecedentes, o candidato deverá apresentar os seguintes&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;documentos:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;a) fotocópia autenticada do documento de identidade;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;b) fotocópia autenticada do Cadastro de Pessoa Física - CPF;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;c) fotocópia autenticada do certificado de reservista ou de dispensa de incorporação, em caso de candidato do sexo mas&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;culino;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;d) fotocópia autenticada do título de eleitor e comprovantes de votação da última eleição ou certidão do cartório eleitoral&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;quanto ao cumprimento das obrigações eleitorais;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;e) fotocópia autenticada da Carteira de Trabalho e Previdência Social - CTPS ou declaração do órgão que comprove o&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;último e/ou atual emprego, ou declaração firmada pelo candidato de que nunca exerceu atividade laboral;&lt;br /&gt;f) fotocópia autenticada do diploma de conclusão do ensino médio;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;g) fotocópia autenticada do comprovante da residência atual (água, luz, telefone, etc.);&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;h) declaração firmada de não haver sofrido ou estar cumprindo, no exercício profissional ou de qualquer função pública,&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;penalidade disciplinar de suspensão ou demissão, aplicada por qualquer órgão público e/ou entidade da esfera federal,&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;estadual e/ou municipal;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;i) certidão negativa de antecedentes criminais dos lugares onde tenha residido nos últimos 05 (cinco) anos, expedidos pelo&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;órgão de Segurança Pública responsável;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;j) certidões negativas criminais da Justiça Federal e da Justiça Estadual dos lugares onde tenha residido nos últimos 05&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;(cinco) anos;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;k) apresentar fotocópia autenticada da última declaração de bens apresentada na Receita Federal; e&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;l) entregar a Ficha de Informações Confidenciais (FIC), preenchida e assinada, conforme modelo disponível no site www.&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;funcab.org, após a convocação para a fase.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;12.3.1. Na hipótese do candidato não possuir o documento que se refere a alínea “f” do subitem anterior, será aceita a&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;declaração de conclusão de curso acompanhada de histórico escolar. Para quem ainda estiver cursando o ensino médio,&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;será aceita fotocópia autenticada da declaração escolar acompanhada de histórico escolar parcial.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;12.3.2. Na hipótese do candidato não possuir o documento que se refere a alínea “k” do subitem anterior, será aceita a&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;declaração nos moldes previstos no Decreto Estadual n. 4.487, de 18 de junho de 2002 e na Instrução Normativa n. 1, de&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;15 de agosto de 2002.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;12.3.3. Somente serão aceitas as certidões expedidas, dentro do prazo de validade específico constante das mesmas, e na&amp;nbsp;ausência deste, no prazo máximo de 90 (noventa) dias anteriores à data de entrega fixada em edital.&lt;br /&gt;12.3.4. Os documentos a que se refere o subitem 12.3 deverão ser entregues, em original ou autenticados em cartório, em&amp;nbsp;envelope pardo, lacrado e com a identificação do candidato, conforme capa disponível no site www.funcab.org no momento&amp;nbsp;da convocação.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;12.4. Caso seja constatada e demonstrada, a existência de qualquer fato desabonador da conduta do candidato, sob aspectos morais, civis ou criminais, que o incompatibilize com a condição de militar estadual, será declarada a NÃO RECOM&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;ENDAÇÃO do candidato para o exercício do cargo, promovendo sua eliminação do concurso.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;12.5. O candidato NÃO RECOMENDADO na Investigação Social será eliminado do concurso público.&lt;br /&gt;12.6. O resultado preliminar da Investigação Documental e Funcional com lista nominal dos candidatos RECOMENDADOS,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;bem como o link para consulta individual do motivo da eliminação, estarão disponíveis no site www.funcab.org, nas datas&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;estabelecidas no edital de convocação para esta fase.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;12.7. Caberá interposição de recurso, devidamente fundamentado, nos termos do item 13 deste Edital contra o resultado&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;da Investigação Social.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;12.8. O resultado da análise dos recursos contra o resultado da Investigação Documental e Funcional será divulgado no&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;portal www.funcab.org, bem como o resultado final da fase.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;12.9. Demais informações acerca da Investigação Documental e Funcional constarão de edital específico de convocação&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;para a sua realização.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;13. DOS RECURSOS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 85.9pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;13.1. Caberá interposição de recursos, devidamente fundamentados, à FUNCAB, contra: a) indeferimento de pedido de isenção do pagamento da taxa de inscrição;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;b) indeferimento da solicitação de condição especial;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;c) indeferimento ou não da confirmação de inscrição;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;d) gabarito preliminar, formulação ou conteúdo de questão do Exame Intelectual;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;e) resultado do Exame Intelectual;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;f) resultado do Teste de Aptidão Física;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;g) resultado da Avaliação Psicológica;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;h) resultado do Exame Médico-Odontológico;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;i) resultado da Investigação Documental e Funcional;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;j) resultado final e classificação do concurso público.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;13.2. O candidato que desejar interpor recursos, contra a divulgação do disposto nas alíneas do subitem 13.1, disporá de&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;02(dois) dias úteis para fazê-lo, a contar do dia subsequente ao da divulgação.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;13.3. É de exclusiva responsabilidade do candidato o acompanhamento da publicação das decisões objetos dos recursos no endereço eletrônico&amp;nbsp;&amp;nbsp;www.funcab.org, sob pena de perda do prazo recursal.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;13.4. O prazo para interposição de recurso é preclusivo e comum a todos os candidatos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 11.05pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;13.5. Os recursos deverão ser protocolados em requerimento próprio disponível no endereço eletrônico&amp;nbsp;&amp;nbsp;www.funcab.org. O formulário estará disponível a partir das 8h do primeiro dia até às 23h59 min do último dia do prazo previsto no Cronograma, considerando-se o Horário oficial do Estado de Mato Grosso.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 11.05pt 0.0001pt 0cm; text-indent: 0.75pt;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;13.6. Os recursos deverão ser individuais e devidamente fundamentados. Especificamente para o caso da alínea “d” do&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;subitem 13.1 deste edital, este deverá estar acompanhado de citação da bibliografia.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;13.7. O candidato deverá ser claro, consistente e objetivo em seu pleito.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;13.8. Recurso inconsistente, não condizente com a fase, ou interposto fora do prazo será preliminarmente indeferido.&lt;br /&gt;13.9. Admitir-se-á um único recurso por candidato, para cada evento referido nas alíneas do subitem 13.1 deste Edital.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 6.1pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;13.10. Na hipótese de alteração do gabarito preliminar por força de provimento de algum recurso, as provas objetivas serão&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;recorrigidas de acordo com o novo gabarito.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;13.11. Se da análise do recurso resultar anulação de questão(ões) ou alteração de gabarito a do Exame Intelectual, o&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;resultado da mesma será recalculado de acordo com o novo gabarito.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;13.12. No caso de anulação de questão(ões) do Exame Intelectual, a pontuação correspondente será atribuída a todos os&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;candidatos, independentemente de terem recorrido.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;13.13. Em hipótese alguma o quantitativo de questões das provas sofrerá alteração.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;13.14. Caso haja procedência de recurso interposto dentro das especificações, poderá, eventualmente, alterar-se a clas&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;sificação inicial obtida pelo candidato para uma classificação superior ou inferior.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;13.15. Os recursos serão recebidos sem efeito suspensivo, exceto no caso de ocasionar prejuízos irreparáveis ao candi&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;dato.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;13.16. Não serão aceitos recursos via fax ou via correio eletrônico.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;13.17. O resultado das análises dos recursos serão disponibilizados aos candidatos, exclusivamente no endereço eletrônico&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.1pt;&quot;&gt;www.funcab.org.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;13.17.1. Serão dados a conhecer, coletivamente, através da Internet, no site www.funcab.org as respostas dos recursos&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;deferidos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;13.18. A Banca Examinadora da FUNCAB, empresa responsável pela organização do certame, constitui última instância&lt;br /&gt;administrativa para recursos, sendo soberana em suas decisões, razão pela qual não caberão recursos ou revisões adi&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;cionais.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;14. DA CLASSIFICAÇÃO FINAL DO CONCURSO PÚBLICO&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;14.1. A nota final no Concurso Público para todos os cargos será a nota final do Exame Intelectual, observado o desempate disposto no subitem 8.26, condicionada a aptidão no Teste de Aptidão Física, a aptidão Avaliação Psicológica, a aptidão no Exame Médico-Odontológico e a recomendação na Investigação Documental e Funcional.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.25pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;15. DO RESULTADO FINAL E HOMOLOGAÇÃO&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;15.1. O resultado final do Concurso Público de que trata no subitem 14.1, bem como a sua homologação, serão publicados&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;no Diário Oficial do Estado de Mato Grosso, em ordem decrescente da nota final obtida no Exame Intelectual, contendo&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;número de inscrição, nome do candidato e número de identidade,e divulgado no site www.funcab.org.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;15.2. É de responsabilidade exclusiva do candidato acompanhar as publicações dos Editais, comunicações, retificações e&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;convocações referentes a este Concurso Público, durante todo o período de validade do mesmo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;16. DO CURSO DE FORMAÇÃO DE SOLDADOS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;16.1. O Curso de Formação de Soldados não consiste em etapa deste Concurso Público.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.15pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;16.2. O Curso de Formação de Soldados será destinado apenas ao candidato incluído temporariamente na condição de&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;aluno soldado.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;16.3. O Curso de Formação de Soldados será realizado conforme planejamento das instituições, na capital ou em polos&amp;nbsp;de formação no interior do estado, podendo ocorrer mais de uma convocação para o curso, obedecendo a ordem de clas&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;sificação.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;16.4. Demais informações a respeito do Curso de Formação de Soldados constarão de edital específico de convocação.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;17. DISPOSIÇÕES FINAIS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.1pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;17.1. Os candidatos poderão obter informações gerais referentes ao Concurso Público através do site www.funcab.org ou por meio dos telefones (21) 2621-0966 - Rio de Janeiro, (65) 3052-5814, (65) 9906-8559 e (65) 9326-3866, ou pelo e-mail&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;concursos@funcab.org ou no Posto de Atendimento - ANEXO II.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;17.1.1. Não serão dadas por telefone informações a respeito de datas, locais e horários de realização das provas e nem&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;de resultados, gabaritos, notas, classificação, convocações ou outras quaisquer relacionadas aos resultados provisórios ou finais das provas e do Concurso Público. O candidato deverá observar rigorosamente os editais e os comunicados a serem divulgados na forma definida neste Edital.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.65pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;17.1.2. Quaisquer alterações nas regras fixadas neste Edital somente poderão ser feitas por meio de Edital de Retificação.&lt;br /&gt;17.2. A FUNCAB não se responsabiliza por informações de qualquer natureza, divulgadas em sites de terceiros.&lt;br /&gt;17.3. A FUNCAB não se responsabiliza por quaisquer textos, apostilas, cursos, referentes a este Concurso Público.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;17.4. Não será fornecido ao candidato documento comprobatório de classificação em qualquer fase do presente Concurso&lt;br /&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;Público, valendo, para esse fim, o resultado final divulgado nas formas previstas no subitem 15.1.&amp;nbsp;&lt;/span&gt;17.5. O candidato que necessitar atualizar seus dados pessoais e/ou endereço residencial, poderá requerer através de&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;solicitação assinada pelo próprio candidato, junto a FUNCAB pelo e-mail concursos@funcab.org, anexando os documentos&amp;nbsp;que comprovem tal alteração, com expressa referência ao concurso, cargo, número de inscrição, número do documento de&amp;nbsp;identidade, número do CPF, endereço completo e telefone, até o resultado final do concurso.&amp;nbsp;&lt;/span&gt;17.5.1. Após a homologação do resultado final e durante o prazo de validade do concurso, a comunicação de que trata o&amp;nbsp;subitem anterior deverá ser feita por escrito e protocolada na Secretaria de Estado de Administração/Superintendência de&amp;nbsp;Gestão de Pessoas/Coordenadoria de Provimento/Gerência de Recrutamento e Seleção - Centro Político Administrativo&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.1pt;&quot;&gt;- CPA, Palácio Paiaguás, Bloco III, Cuiabá/MT, CEP: 78050-970.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;17.6. As legislações com entrada em vigor após a data de publicação deste Edital, bem como alterações em dispositivos&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;legais e normativos a ela posteriores, não serão objetos de avaliação nas provas do presente Concurso Público.&amp;nbsp;&lt;/span&gt;17.7. Os casos omissos serão resolvidos em conjunto pela Secretaria de Estado de Segurança Pública - SESP/MT e pela&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;FUNCAB, no que se refere à realização deste Concurso Público.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;17.8. Os documentos produzidos e utilizados pelos candidatos em todas as fases do Concurso Público são de uso e propriedade exclusivos da Banca Examinadora, sendo terminantemente vedada a sua disponibilização a terceiros ou a devolução&amp;nbsp;ao candidato.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.05pt 3.7pt 0.0001pt 0cm; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;17.9. As despesas relativas à participação em todas as fases do Concurso Público, tais como gastos com documentação, material, exames, viagens, alimentação, alojamentos, transportes ou ressarcimento de outros gastos, correrão por conta&amp;nbsp;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;exclusiva do candidato.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.05pt;&quot;&gt;17.10. Integram este Edital, os seguintes Anexos:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;ANEXO I - Cronograma Previsto;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;ANEXO II - Posto de Atendimento e Posto de Entrega;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;ANEXO III - Conteúdo Programático;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.35pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;ANEXO IV - Modelo de Atestado Médico;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;ANEXO V - Protocolo de Aplicação do Teste de Aptidão Física; e&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.3pt 0cm 0.0001pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;ANEXO VI - Informações complementares sobre o Exame Médico-Odontológico;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 6.9pt; margin: 0cm 0cm 0.0001pt 214.2pt; text-indent: 0px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.65pt 0cm 0.0001pt 214.2pt; text-indent: 0px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0.65pt 0cm 0.0001pt 214.2pt; text-indent: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; letter-spacing: -0.1pt;&quot;&gt;Cuiabá/MT, 18 de Novembro 2013.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/6700070278518180637/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2013/11/estado-de-mato-grosso-edital-da-policia_19.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/6700070278518180637'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/6700070278518180637'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2013/11/estado-de-mato-grosso-edital-da-policia_19.html' title='ESTADO DE MATO GROSSO EDITAL DA POLÍCIA MILITAR, POLÍCIA CIVIL E BOMBEIRO MILITAR'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-4894046211139384209</id><published>2013-01-16T09:16:00.002-03:00</published><updated>2013-01-16T09:16:46.526-03:00</updated><title type='text'>Silval autoriza abrir 2,5 mil vagas em MT</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;table align=&quot;left&quot; border=&quot;0&quot; cellpadding=&quot;5&quot; cellspacing=&quot;0&quot; style=&quot;background-color: white; color: black; font-family: Arial; font-size: 13px; line-height: 19.5px; text-align: left; width: 10%px;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td&gt;&lt;em&gt;Secom/Arquivo&lt;/em&gt;&lt;a class=&quot;lightview&quot; href=&quot;http://www.gazetadigital.com.br/uploads/webdisco/2012/11/01/jpg/588x441/f374bb01e0fd566b03e28ac049aea2bc.jpg&quot; style=&quot;color: #0c3bf5; outline: none; text-decoration: initial;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;materia-foto&quot; src=&quot;http://www.gazetadigital.com.br/uploads/webdisco/2012/11/01/jpg/288x217/f374bb01e0fd566b03e28ac049aea2bc.jpg&quot; style=&quot;border: 1px solid rgb(218, 227, 237); margin: 3px; padding: 3px;&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;div style=&quot;background-color: white; font-family: Arial; font-size: 13px; line-height: 19.5px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; font-family: Arial; font-size: 13px; line-height: 19.5px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; font-family: Arial; font-size: 13px; line-height: 19.5px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; font-family: Arial; font-size: 13px; line-height: 19.5px; text-align: justify;&quot;&gt;
O governador Silval Barbosa (PMDB) autorizou&amp;nbsp;a realização de concurso públicos para&amp;nbsp;cerca de 2,5 mil novos policiais militares, civis,&amp;nbsp;bombeiros e polícia técnica visando reforçar o&amp;nbsp;efetivo de todas as tropas de olho na Copa do&amp;nbsp;Mundo de 2014. Mesmo não sendo uma exigência&amp;nbsp;da Matriz de Responsabilidade assinada pela&amp;nbsp;FIFA, CBF, Governo Federal e Mato Grosso, o&amp;nbsp;item segurança faz exigências que demandam investimentos&amp;nbsp;principalmente em material humano.&lt;/div&gt;
&lt;div style=&quot;background-color: white; font-family: Arial; font-size: 13px; line-height: 19.5px; text-align: justify;&quot;&gt;
“Estamos nos preparando para melhorar a&amp;nbsp;atuação das forças policiais o que já fazia parte&amp;nbsp;de nosso Plano de Governo e vamos utilizar a&amp;nbsp;questão da Copa do Mundo para colocar nossa&amp;nbsp;contrapartida nos investimentos do Governo Federal”,&amp;nbsp;disse o governador Silval Barbosa anunciando&amp;nbsp;mais recursos, mais viaturas, equipamentos&amp;nbsp;de inteligência e melhorias para a atuação da&amp;nbsp;Polícia Técnica.&lt;/div&gt;
&lt;div style=&quot;background-color: white; font-family: Arial; font-size: 13px; line-height: 19.5px;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
O secretário de Administração, César Zilio&amp;nbsp;sinalizou que a realização do concurso público já&amp;nbsp;está em andamento, até pelo fato de se ter maiores&amp;nbsp;exigências quando as vagas são para futuros&amp;nbsp;militares, policiais civis, bombeiros ou policiais&amp;nbsp;técnicos como peritos. “Estamos ultimando os&amp;nbsp;preparativos finais para o quanto antes colocar&amp;nbsp;na rua o edital para a realização do concurso público&amp;nbsp;que pode chegar a 2,5 mil homens para as&amp;nbsp;quatro forças policiais”, frisou o secretário César&amp;nbsp;Zilio lembrando que todo um planejamento foi&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
executado em parceria com as Secretarias de Planejamento,&amp;nbsp;Fazenda, Casa Civil, Segurança Pública&amp;nbsp;e Administração.&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background-color: white; font-family: Arial; font-size: 13px; line-height: 19.5px;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Para o secretário de Administração, a contrapartida&amp;nbsp;do governo Silval Barbosa para a segurança&amp;nbsp;pública é reforçar o efetivo das forças&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
policiais, além dos investimentos em viaturas e&amp;nbsp;armamentos, treinamento, capacitação, enfim&amp;nbsp;em todo o aparato para se ter uma segurança de&amp;nbsp;qualidade e de primeiro mundo. “As ações de&amp;nbsp;Mato Grosso convergem com a do Governo Federal&amp;nbsp;para se aliar força, investimento e capacidade&amp;nbsp;contra a criminalidade”, disse o secretário&amp;nbsp;de Administração do Governo do Estado.&amp;nbsp;&lt;/div&gt;
&lt;br /&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/4894046211139384209/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2013/01/silval-autoriza-abrir-25-mil-vagas-em-mt.html#comment-form' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/4894046211139384209'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/4894046211139384209'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2013/01/silval-autoriza-abrir-25-mil-vagas-em-mt.html' title='Silval autoriza abrir 2,5 mil vagas em MT'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-4387324397775043283</id><published>2012-10-10T19:02:00.002-04:00</published><updated>2012-10-10T19:12:04.493-04:00</updated><title type='text'>VIDA DE MILITAR ...</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&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/AVvXsEinMrdnuf142a-iGmTREsmfrLn4K29R5-FFS3Hu3JxKsQCbKxZ0Tnx22bsKRsVmGCwYNDi1V4nwWvZiUFD9ZE2RcNJCsW9kJWWg-4GspbAjwWKhFhEM1AsnWrFUWQZuIli_vn4d29PucI0f/s1600/dor.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;346&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinMrdnuf142a-iGmTREsmfrLn4K29R5-FFS3Hu3JxKsQCbKxZ0Tnx22bsKRsVmGCwYNDi1V4nwWvZiUFD9ZE2RcNJCsW9kJWWg-4GspbAjwWKhFhEM1AsnWrFUWQZuIli_vn4d29PucI0f/s400/dor.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/4387324397775043283/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/10/vida-de-militar.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/4387324397775043283'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/4387324397775043283'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/10/vida-de-militar.html' title='VIDA DE MILITAR ...'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinMrdnuf142a-iGmTREsmfrLn4K29R5-FFS3Hu3JxKsQCbKxZ0Tnx22bsKRsVmGCwYNDi1V4nwWvZiUFD9ZE2RcNJCsW9kJWWg-4GspbAjwWKhFhEM1AsnWrFUWQZuIli_vn4d29PucI0f/s72-c/dor.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-5359627908479773326</id><published>2012-10-09T19:37:00.001-04:00</published><updated>2012-10-09T19:37:28.128-04:00</updated><title type='text'>Charge - Infelizmente Legislação brasileira ...</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&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/AVvXsEgBHK5jFGyIEfpBYCrWv8U-YSy8RiO4T89KhCNQhRbp8vUsiPNQXsNOPTPUvDMipdVS1w2_rRQqnNC3GlQuHQzweg_KFrjunK65_BCL7G0Dp3QCBy2bXpE2uTc64nnUiew-WkM0_MqJykmg/s1600/46518_510948525599350_411799698_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;330&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBHK5jFGyIEfpBYCrWv8U-YSy8RiO4T89KhCNQhRbp8vUsiPNQXsNOPTPUvDMipdVS1w2_rRQqnNC3GlQuHQzweg_KFrjunK65_BCL7G0Dp3QCBy2bXpE2uTc64nnUiew-WkM0_MqJykmg/s400/46518_510948525599350_411799698_n.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/5359627908479773326/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/10/charge-infelizmente-legislacao.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/5359627908479773326'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/5359627908479773326'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/10/charge-infelizmente-legislacao.html' title='Charge - Infelizmente Legislação brasileira ...'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBHK5jFGyIEfpBYCrWv8U-YSy8RiO4T89KhCNQhRbp8vUsiPNQXsNOPTPUvDMipdVS1w2_rRQqnNC3GlQuHQzweg_KFrjunK65_BCL7G0Dp3QCBy2bXpE2uTc64nnUiew-WkM0_MqJykmg/s72-c/46518_510948525599350_411799698_n.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-1306062520036537865</id><published>2012-10-06T09:00:00.001-04:00</published><updated>2012-10-06T09:00:04.523-04:00</updated><title type='text'>SITUAÇÃO POLICIA</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&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/AVvXsEjEKj7_jrx-UO_wj6_ejs_n54y_ddjRh_u2i4xL0ElncoYkT5GAT5osWk5AtKsa7P9X4DxQ65zF4A8TxiCji9wILiK0C69rrXLanQnU5t-dkRyXSZw4oCg76j_JdnHeC_Q00OTDzSFOn8CI/s1600/images+(2).jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEKj7_jrx-UO_wj6_ejs_n54y_ddjRh_u2i4xL0ElncoYkT5GAT5osWk5AtKsa7P9X4DxQ65zF4A8TxiCji9wILiK0C69rrXLanQnU5t-dkRyXSZw4oCg76j_JdnHeC_Q00OTDzSFOn8CI/s400/images+(2).jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/1306062520036537865/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/10/situacao-policia.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/1306062520036537865'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/1306062520036537865'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/10/situacao-policia.html' title='SITUAÇÃO POLICIA'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEKj7_jrx-UO_wj6_ejs_n54y_ddjRh_u2i4xL0ElncoYkT5GAT5osWk5AtKsa7P9X4DxQ65zF4A8TxiCji9wILiK0C69rrXLanQnU5t-dkRyXSZw4oCg76j_JdnHeC_Q00OTDzSFOn8CI/s72-c/images+(2).jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-2974055659100998083</id><published>2012-09-27T13:29:00.001-04:00</published><updated>2012-09-27T13:29:32.454-04:00</updated><title type='text'>CHARGE - CONTRACHEQUE POLICIAL</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
UMA CHARGE PARA DAR UMA DISTRAÍDA...&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk54A57qN7JNjbPFFLtMb4bwOuuPz_-ttR8rUyLokMljuIeIHlGrSOzrLHmjru9vJR9RZjGNnjPXEMxE3bFcj-sEE5Yq_OEmNw8oIzZ1ybSSnmeoIJjvxZMlTXd2R1MuHpxpkGHs7KuP3B/s1600/301275_506735112687358_644824322_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;242&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk54A57qN7JNjbPFFLtMb4bwOuuPz_-ttR8rUyLokMljuIeIHlGrSOzrLHmjru9vJR9RZjGNnjPXEMxE3bFcj-sEE5Yq_OEmNw8oIzZ1ybSSnmeoIJjvxZMlTXd2R1MuHpxpkGHs7KuP3B/s400/301275_506735112687358_644824322_n.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/2974055659100998083/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/09/charge-contracheque-policial.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/2974055659100998083'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/2974055659100998083'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/09/charge-contracheque-policial.html' title='CHARGE - CONTRACHEQUE POLICIAL'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk54A57qN7JNjbPFFLtMb4bwOuuPz_-ttR8rUyLokMljuIeIHlGrSOzrLHmjru9vJR9RZjGNnjPXEMxE3bFcj-sEE5Yq_OEmNw8oIzZ1ybSSnmeoIJjvxZMlTXd2R1MuHpxpkGHs7KuP3B/s72-c/301275_506735112687358_644824322_n.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-4182559922023687752</id><published>2012-05-18T18:05:00.003-04:00</published><updated>2012-05-18T18:06:20.569-04:00</updated><title type='text'>CONCURSO POLICIA MILITAR MATO GROSSO 2012 - COMISSÃO ORGANIZADORA DEFINIDA</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;PORTARIA CONJUNTA SAD/SESP N. 003/2012&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
O SECRETÁRIO DE ESTADO DE ADMINISTRAÇÃO e o SECRETÁRIO DE ESTADO&lt;br /&gt;
DE SEGURANÇA PÚBLICA, no uso de suas atribuições legais, considerando o disposto no artigo 6º&lt;br /&gt;
do Decreto n. 5.356, de 25 de outubro de 2002,&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
R E S O L V E M:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Art. 1º. Instituir a Comissão Especial de Concurso Público para atuar no certame&lt;br /&gt;
destinado ao provimento de cargos públicos de Escrivão de Polícia, Investigador de Polícia, Perito&lt;br /&gt;
Oficial Criminal, Perito Oficial Médico Legista, Perito Oficial Odonto Legista, Soldado do Corpo de&lt;br /&gt;
Bombeiros Militar e Soldado da Polícia Militar, a qual será composta pelos membros que seguem:&lt;br /&gt;
Presidente: Alexandre Bustamante dos Santos – Secretário Adjunto de Segurança Pública&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Membros:&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Ana Paula Garcia Vilhaça Lorenço – Analista de T.I - SESP&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Tatiana Fátima de Roma Santana – Técnico de Desenvolvimento Econômico Social&lt;br /&gt;
SESP&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Jorge Barbosa Caramuru – Perito Oficial Criminal - POLITEC&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Marcos Rogério de Paula – Perito Oficial Criminal - POLITEC&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Zuilton Braz Marcelino – Perito Oficial Criminal - POLITEC&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Diva Maria de Oliveira Mainardi – Major da PM&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Grasielle Paes Silva Bugalho – Major da PM&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Adelir Martini – Major do CBM&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Agnaldo Pereira de Souza – Tenente Coronel do CBM&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Alessandro Borges Ferreira – Coronel do CBM&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Cley Celestino Batista – Delegado de Polícia – PJC&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Genison Brito Alves Lima – Delegado de Polícia - PJC&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Cristiane Fabiano P. Rodrigues – Técnica da Área Instrumental de Governo - SAD&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Débora Lopes Gagini – Técnica da Área Instrumental de Governo - SAD&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Art.2º. Esta portaria entra em vigor na data de sua publicação.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
REGISTRADA, PUBLICADA, CUMPRA-SE.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Cuiabá/MT, 15 de março de 2.012.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/4182559922023687752/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/05/concurso-policia-militar-mato-grosso.html#comment-form' title='3 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/4182559922023687752'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/4182559922023687752'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/05/concurso-policia-militar-mato-grosso.html' title='CONCURSO POLICIA MILITAR MATO GROSSO 2012 - COMISSÃO ORGANIZADORA DEFINIDA'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-8801536240341668410</id><published>2012-04-14T13:01:00.001-04:00</published><updated>2012-04-14T13:09:09.777-04:00</updated><title type='text'>ÁGUIA OU GALINHA ?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;div style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;data:image/png;base64,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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;233&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp; &lt;br /&gt;
Dois grandes teólogos escreveram livros com o tema a águia e a 
galinha, cada qual com lições distintas e muito interessantes: Frei 
Leonardo Boff (Ed. Vozes) e o pastor Jorge Linhares (Ed. Getsêmani). Vou
 me valer de textos do segundo (LINHARES, Jorge. Águia ou Galinha? 27ª 
Ed. Belo Horizonte: Editora Getsêmani, Ltda. 2005. pp. 38-52), e em 
seguida comparar suas lições com o concurso público, convidando o leitor
 a descobrir-se &quot;águia&quot; ou &quot;galinha&quot;...&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&quot;Galinha é caça. Águia é caçadora.&quot; Você olha a matéria, os livros, 
as provas como alguém que vai lhe destruir... ou como algo que você vai 
caçar e vencer? &quot;Galinha tem olhos laterais. A águia, não. Seus olhos 
são frontais.&quot; Animais que caçam (ao invés de serem caçados) olham para 
frente, para focar o que desejam.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Concursandos que ficam olhando demais para os lados, para os prazeres
 excessivos, para os problemas... não focam. Águias e galinhas nascem 
com os olhos &quot;prontos&quot;... mas você pode escolher para que lado vai 
olhar: para o objetivo ou para os problemas, para o que traz resultados 
ou para o que atrapalha os resultados pretendidos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&quot;Galinha só enxerga de dia. Quando o sol se põe, vai para o 
galinheiro ou poleiro, condenada a virar canja de raposa, cachorro ou 
gambá. A águia enxerga tanto de dia quanto de noite.&quot; E você, estuda de 
noite? Vira madrugadas? &quot;Águia é vigorosa; galinha, frágil.&quot; Para cuidar
 da vida atual, para se organizar e AINDA CONSEGUIR estudar, fazer 
cursos, simulados etc. é preciso vigor e disposição.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&quot;Galinha é medrosa. Águia é destemida, corajosa.&quot; Estamos voltando à 
questão de ser caça ou caçador,, mas também ao fato de que um bom 
concursando não deve temer a quantidade de matéria, nem a relação 
candidato-vaga, nem coisa alguma que esteja entre sua situação atual e a
 situação pretendida.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&quot;Quando adoece, a galinha fica de asas caídas, jururu, dependente de 
socorro. Ninguém jamais viu uma águia doente. Quando debilitada, reúne 
todas as forças que tem para refugiar-se no alto. Não fica por aí à 
espera de piedade. Autocomiseração não combina bem com a águia.&quot; E você,
 amigo, está esperando piedade alheia ou prefere reunir suas forçar para
 ir em busca do sonho?&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&quot;Galinha se alimenta de milho e restos. A águia, do alto, seleciona a
 presa, e desce como uma flecha sobre ela.&quot; Aqui vale o cuidado com a 
qualidade dos cursos que faz e dos livros ou apostilas que lê. Não se 
&quot;alimente&quot; de coisa ruim, pois faz mal! Isto também vale para suas 
conversas e companhias, para os programas de TV que assiste e tudo o 
mais que influencie sua mente e sua preparação. O lazer é essencial, mas
 um bom lazer.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Se você se negar a ter uma visão e um comportamento limitados como os
 de uma galinha, pode ter certeza que terá o melhor desta terra. Mas 
ainda há mais: &quot;O ninho de galinha é feito de pena e capim. Da águia 
também. Mas sob o capim e as penas, retiradas do próprio peito, a águia 
coloca uma camada de espinhos.&quot;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Às vezes é preciso ter, ou ao menos se lembrar, dos &quot;espinhos&quot; para 
que não nos acomodemos e para que levantemos vôo. São os espinhos da 
vida, as necessidades, as contas, que algumas vezes nos impulsionam para
 a vitória. Não é raro ver pessoas com tudo a favor não passarem... 
talvez por falta de espinhos no ninho, e pessoas com &quot;espinhos&quot; 
conseguirem passar nos concursos. Não sei se os espinhos são as contas, 
doença, separação ou o que for, mas espinhos não são limitadores para as
 águias.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A galinha aceita ficar presa, a águia não. Algumas pessoas aceitam 
uma situação de &quot;prisão&quot;, limitadora, enquanto outras ousam melhorar de 
vida. A galinha faz seu ninho ao nível do chão, sem pensar alto, coisa 
que uma águia não imagina. Ela voa, pensa e aninhase no alto, que é para
 onde se dirige sempre.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Enquanto há várias espécies de galinha, temos na águia uma espécie 
rara. Concursandos organizados, estudiosos e que fazem o que é o certo, 
são raros... e são os que passam, mais cedo ou mais tarde.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A diferença não é o que acontece com a águia ou com a galinha, mas 
como essas duas aves reagem ao que acontece com elas, como elas encaram 
sua existência e como lidam com ninhos, espinhos, alimentação, desafios 
etc. Por isso elas são tão diferentes. O livro de Obadias, na Bíblia, 
diz &quot;Se te remontares como a águia, e puseres o teu ninho entre as 
estrelas...&quot; (Capítulo 1, verso 4.).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Este é o desafio: não importa como você foi até hoje, mas sim que se 
&quot;remonte&quot; como águia, que é o que você já é ou pode vir a ser. Para ser 
um concurseiro-águia, basta pensar e agir como um, pois &quot;somos o que 
pensamos e fazemos&quot;.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Ponha seu &quot;ninho&quot; entre as estrelas: você merece.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;William Douglas&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/8801536240341668410/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/04/aguia-ou-galinha.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/8801536240341668410'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/8801536240341668410'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/04/aguia-ou-galinha.html' title='ÁGUIA OU GALINHA ?'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-5135847181772200655</id><published>2012-04-09T19:49:00.000-04:00</published><updated>2012-04-09T19:49:35.410-04:00</updated><title type='text'>PM É PRESO AO TENTAR ASSALTAR BANCO EM CUIABA</title><content type='html'>&lt;a href=&quot;http://amaempc.com.br/wordpress/wordpress-content/uploads/2012/04/PM_640_1.jpg&quot; style=&quot;-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-image: initial; border-width: 0px; color: #3b77bf; font-size-adjust: none; font-stretch: normal; font: 14px/19px georgia, &amp;quot;palatino linotype&amp;quot;, palatino, &amp;quot;times new roman&amp;quot;, times, serif; letter-spacing: normal; margin: 0px; orphans: 2; padding: 0px; text-decoration: none; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;br class=&quot;Apple-interchange-newline&quot; /&gt;&lt;img alt=&quot;&quot; class=&quot;alignleft size-medium wp-image-6741&quot; height=&quot;202&quot; src=&quot;http://amaempc.com.br/wordpress/wordpress-content/uploads/2012/04/PM_640_1-300x202.jpg&quot; style=&quot;border-image: initial; border-width: 0px; display: inline; float: left; font-family: inherit; font-size: 14px; font-style: inherit; font-weight: inherit; height: auto; margin: 3px 15px 8px 0px; max-width: 960px; padding: 0px; vertical-align: baseline; width: auto;&quot; title=&quot;PM_640_1&quot; width=&quot;300&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-size-adjust: none; font-stretch: normal; font: 14px/19px georgia, &amp;quot;palatino linotype&amp;quot;, palatino, &amp;quot;times new roman&amp;quot;, times, serif; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;Por envolvimento em uma tentativa de assalto a uma agência bancária no bairro Jardim Industriário, em Cuiabá, um policial militar foi expulso da corporação por decisão do Comando-Geral da Polícia Militar de Mato Grosso. Ele foi preso em flagrante em maio de 2007 junto com outros comparsas que também tentaram efetuar a ação criminosa, mas não conseguiram após o alarme da agência disparar e a polícia cercar o local, segundo consta da portaria divulgada na última semana no Diário Oficial do Estado.&lt;/span&gt;&lt;br style=&quot;-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-size-adjust: none; font-stretch: normal; font: 14px/19px georgia, &amp;quot;palatino linotype&amp;quot;, palatino, &amp;quot;times new roman&amp;quot;, times, serif; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot; /&gt;&lt;span style=&quot;-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-size-adjust: none; font-stretch: normal; font: 14px/19px georgia, &amp;quot;palatino linotype&amp;quot;, palatino, &amp;quot;times new roman&amp;quot;, times, serif; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;Na companhia de outras quatro pessoas, o PM é suspeito de arrombar as portas, invadir a agência e vedar os sensores de alarmes do circuito interno de segurança usando esparadrapo. No enatnto, o alarme disparou e a polícia foi acionada para atender a ocorrência. Quando a PM chegou ao local, conforme trecho da portaria, funcionários de uma empresa de segurança privada que presta serviços terceirizados ao estabelecimento informaram que os suspeitos tinham fugido em um veículo de cor prata.&lt;/span&gt;&lt;br style=&quot;-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-size-adjust: none; font-stretch: normal; font: 14px/19px georgia, &amp;quot;palatino linotype&amp;quot;, palatino, &amp;quot;times new roman&amp;quot;, times, serif; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot; /&gt;&lt;span style=&quot;-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-size-adjust: none; font-stretch: normal; font: 14px/19px georgia, &amp;quot;palatino linotype&amp;quot;, palatino, &amp;quot;times new roman&amp;quot;, times, serif; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;Com base nas características do veículo dos suspeitos, a polícia fez rondas na região e encontrou os suspeitos em um trevo que dá acesso ao bairro Pascoal Ramos, região periférica da capital. Durante a perseguição, os suspeitos jogaram uma mala de viagem, contendo várias ferramentas utilizadas na tentativa de roubo, para fora do carro na tentativa de despistar os policiais. Nisso, os policiais perderam de vista o veículo, mas momentos depois prenderam o policial em flagrante.&lt;/span&gt;&lt;br style=&quot;-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-size-adjust: none; font-stretch: normal; font: 14px/19px georgia, &amp;quot;palatino linotype&amp;quot;, palatino, &amp;quot;times new roman&amp;quot;, times, serif; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot; /&gt;&lt;span style=&quot;-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-size-adjust: none; font-stretch: normal; font: 14px/19px georgia, &amp;quot;palatino linotype&amp;quot;, palatino, &amp;quot;times new roman&amp;quot;, times, serif; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;“Sabe-se que o envolvimento de membros da Polícia Militar na prática de atos ilícitos ofende a honra e o decoro da classe e não há dúvidas que tal conduta é censurável e tem por objetivo conservar a seriedade e boa imagem da corporação”, diz o comandante-geral da PM do estado, coronel Osmar Lino Farias, que baixou a portaria determinando a expulsão do soldado por infringir as normas previstas no Estatuto dos Militares Estaduais.&lt;/span&gt;&lt;br style=&quot;-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-size-adjust: none; font-stretch: normal; font: 14px/19px georgia, &amp;quot;palatino linotype&amp;quot;, palatino, &amp;quot;times new roman&amp;quot;, times, serif; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot; /&gt;&lt;span style=&quot;-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-size-adjust: none; font-stretch: normal; font: 14px/19px georgia, &amp;quot;palatino linotype&amp;quot;, palatino, &amp;quot;times new roman&amp;quot;, times, serif; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;O policial já tinha oito anos de atuação na Polícia Militar e trabalhava em Várzea Grande, região metropolitana de Cuiabá. Porém, respondia por furto a uma pulseira que pertencia a um detento da cadeia pública de Vila Bela da Santíssima Trindade, a 562 quilômetros de Cuiabá. “Verifica-se que o disciplinado é contumaz na prática de atos contra o patrimônio alheio, comportamento totalmente incompatível com a profissão de policial militar”, pontuou o comandante da PM no documento.&lt;/span&gt;&lt;br style=&quot;-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-size-adjust: none; font-stretch: normal; font: 14px/19px georgia, &amp;quot;palatino linotype&amp;quot;, palatino, &amp;quot;times new roman&amp;quot;, times, serif; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot; /&gt;&lt;span style=&quot;-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-size-adjust: none; font-stretch: normal; font: 14px/19px georgia, &amp;quot;palatino linotype&amp;quot;, palatino, &amp;quot;times new roman&amp;quot;, times, serif; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;As imagens capturadas pelas câmeras internas do sistema de segurança foram encaminhadas à Justiça pela agência bancária, nesse caso, a vítima.&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/5135847181772200655/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/04/pm-e-preso-ao-tentar-assaltar-banco-em.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/5135847181772200655'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/5135847181772200655'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/04/pm-e-preso-ao-tentar-assaltar-banco-em.html' title='PM É PRESO AO TENTAR ASSALTAR BANCO EM CUIABA'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-3060886509984914673</id><published>2012-01-15T11:35:00.001-03:00</published><updated>2012-01-15T11:35:51.289-03:00</updated><title type='text'>PREVISÃO DE EFETIVO POLÍCIA MILITAR ESTADO DE MATO GROSSO - LEI 459 de 22 DE DEZEMBRO DE 2011</title><content type='html'>&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; LEI COMPLEMENTAR Nº 459, DE 22 DE DEZEMBRO DE 2011.&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;Autor: Poder Executivo&lt;br /&gt;Altera dispositivos da Lei Complementar nº 271, de 11 de junho de 2007, que fixa o efetivo da Polícia Militar do Estado de Mato Grosso e dá outras providências.&lt;br /&gt;
&lt;br /&gt;A ASSEMBLEIA LEGISLATIVA DO ESTADO DE MATO GROSSO, tendo em vista o que dispõe o&lt;br /&gt;Art. 45 da Constituição Estadual, aprova e o Governador do Estado sanciona a seguinte lei complementar:&lt;br /&gt;Art. 1º Os Artigos abaixo da Lei Complementar n° 271, de 11 de junho de 2007, passam a vigorar&lt;br /&gt;com a seguinte redação:&lt;br /&gt;
&lt;br /&gt;
“Art. 1º O efetivo previsto para a Polícia Militar do Estado de Mato Grosso - PMMT é de 14.606&lt;br /&gt;(quatorze mil seiscentos e seis) policiais militares, dividido em carreiras de nível superior e nível médio, distribuídas por quadros, postos e graduações, de forma proporcional e progressiva, preconizado nesta lei complementar.&lt;br /&gt;
&lt;br /&gt;Art. 2º (...)&lt;br /&gt;I - Quadro de Oficiais Policiais Militares – QOPM – formado pelos Oficiais existentes no atual&lt;br /&gt;Quadro e aqueles devidamente concursados para o Curso de Formação de Oficiais (CFO).&lt;br /&gt;
&lt;br /&gt;- Coronel 23&lt;br /&gt;- Tenente-Coronel 62&lt;br /&gt;- Major 95&lt;br /&gt;- Capitão 186&lt;br /&gt;- 1º Tenente 150&lt;br /&gt;- 2º Tenente 160&lt;br /&gt;- TOTAL 676&lt;br /&gt;
&lt;br /&gt;II - Quadro de Oficiais de Saúde - QOSPM – composto pelos Oficiais Médico e Dentista,&lt;br /&gt;devidamente concursados para o Curso de Adaptação de Oficiais:&lt;br /&gt;Dentista Médico Total&lt;br /&gt;- Coronel 01 01 02&lt;br /&gt;- Tenente Coronel 04 04 08&lt;br /&gt;- Major 13 08 21&lt;br /&gt;- Capitão 10 20 30&lt;br /&gt;- 1º Tenente 10 10 20&lt;br /&gt;- 2º Tenente 10 16 26&lt;br /&gt;
&lt;br /&gt;TOTAL 107&lt;br /&gt;(...)&lt;br /&gt;Art. 3º (...)&lt;br /&gt;I - Quadro de Praças Policiais Militares – QPPM - composto pelas Praças oriundas dos Cursos&lt;br /&gt;de Formação de Praças para as respectivas graduações: (CFSd – CFC – CFS):&lt;br /&gt;- Subtenente 160&lt;br /&gt;- 1º Sargento 280&lt;br /&gt;- 2º Sargento 400&lt;br /&gt;- 3º Sargento 600&lt;br /&gt;- Cabo 350&lt;br /&gt;- Soldado 9500&lt;br /&gt;- TOTAL 11290&lt;br /&gt;II - Quadro Especial de Praças Policiais Militares – QEPPM – composto por Praças no serviço&lt;br /&gt;ativo da Corporação, não possuidores de Curso de Formação de Sargento e que preencham os requisitos constantes&lt;br /&gt;desta lei complementar:&lt;br /&gt;- Subtenente 25&lt;br /&gt;- 1º Sargento 50&lt;br /&gt;- 2º Sargento 100&lt;br /&gt;- 3º Sargento 400&lt;br /&gt;- Cabo 1654&lt;br /&gt;- TOTAL 2229&lt;br /&gt;
&lt;br /&gt;III - Quadro de Praças do Corpo Musical – QPCMPM - composto pelas Praças oriundas dos&lt;br /&gt;Cursos de Formação de Praças Músico, devidamente concursados conforme disposto em lei complementar:&lt;br /&gt;- Subtenente 15&lt;br /&gt;- 1º Sargento 30&lt;br /&gt;- 2º Sargento 40&lt;br /&gt;- 3º Sargento 50&lt;br /&gt;- Cabo 65&lt;br /&gt;- Soldado 104&lt;br /&gt;- TOTAL 304&lt;br /&gt;
&lt;br /&gt;(...)&lt;br /&gt;
&lt;br /&gt;Art. 28 A cada promoção, de acordo com a legislação em vigor, o número de praças do QEPPM&lt;br /&gt;a serem promovidos não poderão ultrapassar a 20% (vinte por cento) do efetivo previsto para as graduações de&lt;br /&gt;Sargentos e Subtenentes, e a 05% (cinco por cento) do efetivo previsto para a graduação de Cabo.”&lt;br /&gt;
&lt;br /&gt;Art. 2º Esta lei complementar entra em vigor na data de sua publicação.</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/3060886509984914673/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/01/previsao-de-efetivo-policia-militar.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/3060886509984914673'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/3060886509984914673'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/01/previsao-de-efetivo-policia-militar.html' title='PREVISÃO DE EFETIVO POLÍCIA MILITAR ESTADO DE MATO GROSSO - LEI 459 de 22 DE DEZEMBRO DE 2011'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-2113148864039066960</id><published>2012-01-06T06:38:00.002-03:00</published><updated>2012-01-06T06:38:19.636-03:00</updated><title type='text'></title><content type='html'>&lt;div style=&quot;text-align: left;&quot;&gt;
ANEXO VI &lt;br /&gt;&lt;br /&gt;CONTEÚDO PROGRAMÁTICO &lt;br /&gt;&lt;br /&gt;Prova Objetiva (P1) – Conhecimentos Gerais &lt;br /&gt;Cargo: Para todos os cargos&amp;nbsp; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;- Língua Portuguesa &lt;br /&gt;1.&amp;nbsp; Compreensão&amp;nbsp; e&amp;nbsp; interpretação&amp;nbsp; de&amp;nbsp; textos;&amp;nbsp; 2.&amp;nbsp; Tipos&amp;nbsp; e&amp;nbsp; gêneros&amp;nbsp; textuais:&amp;nbsp; descrição,&amp;nbsp; narração,&amp;nbsp; dissertação, &lt;br /&gt;propaganda, editorial, cartaz, anúncio, artigo de opinião, artigo de divulgação científica, bula, charge, tirinha, ofício, &lt;br /&gt;carta;&amp;nbsp; 3.&amp;nbsp; Estrutura&amp;nbsp; Textual:&amp;nbsp; Progressão temática,&amp;nbsp; parágrafo,&amp;nbsp; período,&amp;nbsp; oração,&amp;nbsp; enunciado,&amp;nbsp; pontuação, tipos&amp;nbsp; de &lt;br /&gt;discurso, coesão e coerência; 4. Nível de linguagem: variedade lingüística, formalidade e informalidade, formas de &lt;br /&gt;tratamento,&amp;nbsp; propriedade&amp;nbsp; lexical,&amp;nbsp; adequação&amp;nbsp; comunicativa;&amp;nbsp; 5.&amp;nbsp; Língua&amp;nbsp; padrão:&amp;nbsp; ortografia,&amp;nbsp; crase,&amp;nbsp; regência, &lt;br /&gt;concordância nominal e verbal, flexão verbal e nominal; 6. Morfossintaxe: estrutura, formação, classe, função e &lt;br /&gt;emprego de palavras; 7. Semântica: estudo da significação das palavras. &lt;br /&gt;&amp;nbsp; &lt;br /&gt;&lt;br /&gt;História Política e Econômica de Mato Grosso&lt;br /&gt;&lt;br /&gt;PERÍODO COLONIAL. 1. Os bandeirantes: escravidão indígena e exploração do ouro; 2.&amp;nbsp; A fundação de Cuiabá: &lt;br /&gt;Tensões políticas entre os fundadores e a administração colonial; 3. A fundação de Vila Bela da Santíssima &lt;br /&gt;Trindade e a criação da Capitania de Mato Grosso; 4. A escravidão negra em Mato Grosso; 5. Os Tratados de &lt;br /&gt;Fronteira entre Portugal e Espanha; 6. Os Capitães-Generais e suas principais realizações. PERÍODO IMPERIAL. &lt;br /&gt;1. A crise da mineração e as alternativas econômicas da Província; 2. A Rusga; 3. Os quilombos em Mato Grosso; &lt;br /&gt;4. Os&amp;nbsp; Presidentes&amp;nbsp; de&amp;nbsp; Província&amp;nbsp; e&amp;nbsp; suas realizações;&amp;nbsp; 5. A&amp;nbsp; Guerra&amp;nbsp; da&amp;nbsp; Tríplice Aliança&amp;nbsp; contra&amp;nbsp; o&amp;nbsp; Paraguai&amp;nbsp; e&amp;nbsp; a &lt;br /&gt;participação de Mato Grosso; 6. A economia mato-grossense após a Guerra da Tríplice Aliança contra o Paraguai; &lt;br /&gt;7. O fim do Império em Mato Grosso. PERÍODO REPUBLICANO. 1.O coronelismo em Mato Grosso; 2. Economia &lt;br /&gt;de Mato Grosso na Primeira República: usinas de açúcar e criação de gado; 3.Relações de trabalho em Mato &lt;br /&gt;Grosso na Primeira República; 4. Mato Grosso durante a Era Vargas: política e economia; 5. Política fundiária e as &lt;br /&gt;tensões sociais no campo; 6. Os governadores estaduais e suas realizações; 7. Tópicos relevantes e atuais de &lt;br /&gt;política,&amp;nbsp; economia,&amp;nbsp; sociedade,&amp;nbsp; educação,&amp;nbsp; tecnologia,&amp;nbsp; energia,&amp;nbsp; relações&amp;nbsp; internacionais,&amp;nbsp; desenvolvimento &lt;br /&gt;sustentável, segurança, ecologia e suas vinculações históricas. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Geografia de Mato Grosso &lt;br /&gt;1.1 Mato Grosso e a região Centro-Oeste,1.2 Geopolítica de Mato Grosso,1.3 Ocupação do território,1.4 aspectos &lt;br /&gt;físicos&amp;nbsp;&amp;nbsp;&amp;nbsp; e&amp;nbsp;&amp;nbsp;&amp;nbsp; domínios&amp;nbsp; naturais&amp;nbsp; do&amp;nbsp; espaço&amp;nbsp; matogrossense,&amp;nbsp; 1.5 Aspectos&amp;nbsp; político-administrativos,&amp;nbsp; 1.6 Aspectos &lt;br /&gt;socioeconômicos&amp;nbsp; de&amp;nbsp; Mato&amp;nbsp; Grosso,1.7&amp;nbsp; Formação&amp;nbsp; étnica,1.8&amp;nbsp; Dinâmica&amp;nbsp; da&amp;nbsp; população&amp;nbsp; em&amp;nbsp; Mato&amp;nbsp; Grosso,1.9 &lt;br /&gt;Programas governamentais e fronteira agrícola matogrossense, 1.10 A economia do Estado no contexto nacional, &lt;br /&gt;1.11 A urbanização do Estado, 1.12 Produção e as questões ambientais. &lt;br /&gt;&lt;br /&gt;Observação: Nível de complexidade compatível com a escolaridade exigida e nível do cargo.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Prova Objetiva (P2) – Conhecimentos Complementares &lt;br /&gt;- Para todos os cargos &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Noções de Administração Publica:&lt;br /&gt;1. Formação do Estado e da Administração Pública. 2. Modelos teóricos de Administração Pública: patrimonialista, &lt;br /&gt;burocrático e gerencial. 3. Ética no exercício da função pública. 4. Evolução dos modelos/paradigmas de gestão – &lt;br /&gt;a nova gestão pública. 5. Conceitos de eficiência, eficácia e efetividade aplicados à Administração Pública. 6. &lt;br /&gt;Servidores Públicos: Regime Jurídico, provimento e vacância de cargos públicos, remoção, redistribuição, direitos &lt;br /&gt;e vantagens, licenças e afastamentos e seguridade social do servidor. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Legislação Básica:&lt;br /&gt;1.&amp;nbsp; Princípios&amp;nbsp; fundamentais&amp;nbsp; da&amp;nbsp; CF/88&amp;nbsp; (arts.&amp;nbsp; 1º&amp;nbsp; a&amp;nbsp; 4º)&amp;nbsp; 2.&amp;nbsp; Direitos&amp;nbsp; e&amp;nbsp; garantias&amp;nbsp; fundamentais&amp;nbsp; (arts.&amp;nbsp; 5º&amp;nbsp; a&amp;nbsp; 11)&amp;nbsp; 3. &lt;br /&gt;Organização do Estado político-administrativo (arts. 18 a 33) 4. Administração Pública na CF/88 (arts. 37 a 41) 5. &lt;br /&gt;Organização dos Poderes (arts. 76 a 91). 6. Constituição Estadual. 6. Leis Complementares Estaduais e suas &lt;br /&gt;atualizações posteriores: LC n. 13 de 16 de janeiro de 1992, LC n. 14 de 16 de janeiro de 1992, LC 80 de 14 de &lt;br /&gt;dezembro de 2000, LC n. 112 de 01 de julho 2002. 10. LC n. 231, de 15 de dezembro de 2005, LC 254 de 02 de &lt;br /&gt;outubro de 2006, LC 264 de 28 de dezembro de 2006, LC 266 de 29 de dezembro de 2006.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Prova Objetiva (P3) – Conhecimentos Específicos &lt;br /&gt;- Para todos os cargos &lt;br /&gt;&lt;br /&gt;QUÍMICA &lt;br /&gt;1. Substâncias e Misturas:&amp;nbsp; 1.1- Substâncias puras, simples e compostas; 1.2- Misturas homogêneas e &lt;br /&gt;heterogêneas;&amp;nbsp; 1.3- Métodos de separação de misturas; 1.4-Transformações físicas e químicas; 1.5- &lt;br /&gt;Estados da matéria: sólido, líquido e gasoso. 2. Estrutura atômica e classificação periódica dos elementos – &lt;br /&gt;2.1-&amp;nbsp; Nomes e símbolos de elementos químicos comuns; 2.2- Famílias e séries da tabela periódica dos &lt;br /&gt;elementos químicos; 2.3- Conceitos de número atômico, número de massa, isótopos, isótonos e isóbaros; &lt;br /&gt;2.4- Propriedades periódicas dos elementos químicos (potenciais de ionização, raios iônicos, raio atômico, &lt;br /&gt;eletronegatividade e caráter metálico).&amp;nbsp; 3. Ligações químicas e compostos químicos;&amp;nbsp; 3.1-&amp;nbsp; Conceito de &lt;br /&gt;moléculas; 3.2- Tipos de ligações químicas; 3.3- Compostos iônicos, covalentes polares e apolares; 3.4- &lt;br /&gt;Teoria do Octeto; 3.5- Fórmulas mínimas e estruturais. 4. Funções inorgânicas; 4.1- Conceito, classificação &lt;br /&gt;e propriedades de ácidos, bases, sais e óxidos; 4.2- Nomenclatura; 4.3- pH, indicadores e curva de &lt;br /&gt;titulação. 5. Reações químicas – 5.1- Tipos de reações químicas; 5.2- Conceito de número de oxidação; 5.3- &lt;br /&gt;Reações de oxidação-redução, agentes oxidantes e redutores; 5.4- Reações de neutralização ácido-base. &lt;br /&gt;5.5- Reações de combustão; 5.6- Leis Ponderáveis das reações: Lei de Lavoisier, Lei de Proust e Lei de &lt;br /&gt;Dalton.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;MATEMÁTICA &lt;br /&gt;1. Operações aritméticas fundamentais; 1.2. Operações com números inteiros e fracionários; 1.3 Conjuntos &lt;br /&gt;dos números naturais, reais, inteiros, racionais; 1.4. Problemas envolvendo operações fundamentais; 1.5. &lt;br /&gt;Sistema legal de medidas: comprimento, superfície, volume, tempo, velocidade; 1.6. Razões e proporções: &lt;br /&gt;regra de três simples, percentagens.&amp;nbsp; 2. Razões e&amp;nbsp; Proporções: regra de três simples e composta, &lt;br /&gt;percentagens; 2.1. Juros simples e compostos; capitalização e descontos; 2.2. Potenciação, Radiciação e &lt;br /&gt;Logaritmo; Seqüências numéricas: PA e PG; 2.3. Geometria Plana e espacial: polígonos, perímetro, área, &lt;br /&gt;relações métricas nas figuras geométricas; 2.4. Análise combinatória: combinação, arranjo e permutação; &lt;br /&gt;2.5. Equação do 1º e do 2º Grau. &lt;br /&gt;&lt;br /&gt;FÍSICA &lt;br /&gt;1. Mecânica – 1.1&amp;nbsp; Cinemática: Sistemas de referência - posição de uma partícula. 1.2 Velocidade média e &lt;br /&gt;instantânea. 1.3 Movimento retilíneo uniforme e Movimento circular uniforme. 1.4 Movimento retilíneao &lt;br /&gt;variado e uniformemente variado: aceleração escalar média e instantânea, função horária da velocidade e &lt;br /&gt;do espaço, equação de Torricelli. 1.5 Primeira Lei de&amp;nbsp; Newton - conceito de inércia.1.6 Estudo das forças - &lt;br /&gt;peso de um corpo, força normal, força de atrito estática cinético, tração em cordas. 1.7 Segunda Lei de &lt;br /&gt;Newton – relação entre força e movimento (aceleração). 1.8 Princípio fundamental da Dinâmica. 1.9 Terceira &lt;br /&gt;Lei de Newton - força de ação e reação.1.10.Fluidos:Densidade e pressão.1.11 Pressão atmosférica. 1.12 &lt;br /&gt;Trabalho e Energia:Trabalho.Trabalho de uma força.&amp;nbsp; 1.13 Energia cinética. 1.14 Energia potencial &lt;br /&gt;gravitacional. 1.14 Relação trabalho energia. 1.16 Conservação de energia mecânica.1.17 Potência.&amp;nbsp; 2. &lt;br /&gt;Termologia&amp;nbsp; -2.1&amp;nbsp; Temperatura:Conceito de temperatura, equilíbrio térmico, energia térmica e calor. 2.2 &lt;br /&gt;Calorimetria:dilatação térmica de sólidos e líquidos,equação fundamental da calorimetria. 2.3 Calor latente. &lt;br /&gt;2.4 Calor específico. 2.5 Influência da pressão nas mudanças de fase.&amp;nbsp; 3. Ondas&amp;nbsp; – 3.1&amp;nbsp; Movimento &lt;br /&gt;Harmônico simples: Amplitude período e freqüência. 3.2 Comprimento de onda. 3.3 Velocidade de &lt;br /&gt;propagação. 3.4 Ondas longitudinais e transversais. 3.5 Ondas sonoras. 4. Óptica&amp;nbsp; – 4.1 Luz: Propagação &lt;br /&gt;retilínea da luz. 4.2 Reflexão da luz. 4.3 Espelho planos e esféricos. 4.4 Refração da luz. 5. Eletrostática – &lt;br /&gt;5.1 Carga elétrica. 5.2 Eletrização por atrito, contato e indução. 5.3 Condutores e isolantes. 5.4 Lei de &lt;br /&gt;Coulomb. 5.5 Força elétrica resultante. 5.6 Campo elétrico:Conceito de campo elétrico. 5.7 Campo elétrico &lt;br /&gt;de uma carga pontual. 5.8 Linhas de força. 5.9 Campo elétrico no interior de uma esfera condutora. 5.10 &lt;br /&gt;Campo elétrico uniforme.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;Cuiabá/MT, 30 de Julho de 2009. &lt;br /&gt;&lt;br /&gt;GERALDO A. DE VITTO JUNIOR &lt;br /&gt;Secretário de Estado de Administração&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;strong&gt;ESPERO QUE AJUDEM PARA&amp;nbsp;ÍNICIO DE ESTUDOS, EM BREVE ESTAREI DISPONIBILIZANDO POR UM VALOR SIMBÓLICO A&amp;nbsp;APOSTILA DA&amp;nbsp;SAD/2009 QUE ABRANGE ESPECIFICAMENTE TODO ESSE CONTEÚDO ABORDADO PELO EDITAL.&lt;/strong&gt;&amp;nbsp;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/2113148864039066960/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/01/anexo-vi-conteudo-programatico-prova.html#comment-form' title='14 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/2113148864039066960'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/2113148864039066960'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/01/anexo-vi-conteudo-programatico-prova.html' title=''/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>14</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-3209461960902906048</id><published>2012-01-05T18:58:00.002-03:00</published><updated>2012-01-05T19:11:06.641-03:00</updated><title type='text'>REQUISITOS E FASES - SOLDADO POLÍCIA MILITAR MATO GROSSO</title><content type='html'>&lt;strong&gt;EDITAL ABERURA SAD/2009 CONCURSO PARA PROVIMENTO DE VAGAS PARA SOLDADOS DA POLÍCIA MILITAR DO ESTADO DE MATO GROSSO.&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
...&lt;br /&gt;
&lt;br /&gt;
1. DAS DISPOSIÇÕES PRELIMINARES &lt;br /&gt;
1.1 O concurso público será regido por este Edital, seus Anexos, Editais Complementares e posteriores &lt;br /&gt;
retificações, caso ocorram, e será executado pela FUNEMAT – Fundação Universidade do Estado de &lt;br /&gt;
Mato Grosso. &lt;br /&gt;
1.2 O Concurso Público de que trata este Edital consistirá de exame de habilidades e conhecimentos, &lt;br /&gt;
composto de 2 (duas) etapas. &lt;br /&gt;
1.3 A primeira etapa do concurso público é composta de 6 (seis) fases distintas e sucessivas, a saber: &lt;br /&gt;
a) Primeira Fase: Provas Escritas – Prova Objetiva, de caráter eliminatório e classificatório; &lt;br /&gt;
b) Segunda Fase: Exame de Saúde e Odontológico; de caráter unicamente eliminatório; &lt;br /&gt;
c) Terceira Fase: Teste de Aptidão Física, de caráter unicamente eliminatório; &lt;br /&gt;
d) Quarta Fase: Avaliação Psicológica, de caráter unicamente eliminatório; &lt;br /&gt;
e) Quinta Fase: Investigação Social e Funcional, de caráter unicamente eliminatório; &lt;br /&gt;
1.4 A Segunda Etapa do concurso público consistirá de Curso de Formação de Soldados, de caráter &lt;br /&gt;
eliminatório e classificatório. &lt;br /&gt;
&lt;br /&gt;
...&lt;br /&gt;
&lt;br /&gt;
3. DOS REQUISITOS PARA A INVESTIDURA NO CARGO &lt;br /&gt;
3.1. Este Concurso Público está aberto a todos que satisfizerem as exigências das leis brasileiras, &lt;br /&gt;
podendo ser investido no cargo o candidato que preencher cumulativamente, os requisitos abaixo: &lt;br /&gt;
a) estar devidamente classificado no Concurso Público; &lt;br /&gt;
b) ter nacionalidade brasileira e, no caso de nacionalidade portuguesa, estar amparado pelo estatuto de &lt;br /&gt;
igualdade entre brasileiros e portugueses, com reconhecimento do gozo dos direitos políticos, nos &lt;br /&gt;
termos do parágrafo 1º do artigo 12 da Constituição Federal e na forma do disposto no artigo 13 do &lt;br /&gt;
Decreto n. 70.436, de 18 de abril de 1972; &lt;br /&gt;
c) estar em dia com as obrigações eleitorais; &lt;br /&gt;
d) estar em dia com as obrigações do Serviço Militar, para os candidatos do sexo masculino; &lt;br /&gt;
e) estar em gozo dos direitos políticos; &lt;br /&gt;
f) comprovar, por ocasião da posse, o nível de escolaridade exigido para o cargo; &lt;br /&gt;
g) possuir aptidão física e mental para o exercício das atribuições do cargo, comprovada por exame &lt;br /&gt;
realizado por junta médica oficial vinculada à Secretaria de Estado de Administração/MT; &lt;br /&gt;
h) ter idade mínima de 18 (dezoito) anos de idade, e 25 (vinte e cinco) anos, no máximo, à data do &lt;br /&gt;
encerramento das inscrições; &lt;br /&gt;
i) ter a altura mínima de 1,65m (um metro e sessenta e cinco centímetros), para os candidatos do sexo &lt;br /&gt;
masculino; &lt;br /&gt;
j) ter a altura mínima de 1,57m (um metro e cinqüenta e sete centímetros), para os candidatos do sexo &lt;br /&gt;
feminino; &lt;br /&gt;
k) não estar incompatibilizado para nova investidura em cargo público; &lt;br /&gt;
l) apresentar, por ocasião da posse, Carteira Nacional de Habilitação – Categoria B, C ou D; &lt;br /&gt;
m) apresentar outros documentos que se fizerem necessários por ocasião da convocação para a &lt;br /&gt;
posse. &lt;br /&gt;
3.2. Estará impedido de ser empossado o candidato que: &lt;br /&gt;
a)&amp;nbsp; deixar de comprovar os requisitos especificados no subitem 3.1; &lt;br /&gt;
b)&amp;nbsp; tiver sido demitido, a bem do serviço público, por infração à legislação pertinente;&amp;nbsp; &lt;br /&gt;
c)&amp;nbsp; tenha praticado qualquer ato desabonador da sua conduta, detectado por meio dos documentos &lt;br /&gt;
apresentados na posse.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
AMIGOS SÃO ESTES OS REQUISITOS E AS FASES POR QUAL OS CANDIDATOS DE APRESENTAR DOCUMENTOS E SE HABILITAREM RESPECTIVAMENTE PARA A INVESTIDURA NO CARSO DE SOLDADO DA POLÍCIA MILITAR NO ESTADO DE MATO GROSSO. &lt;br /&gt;
&lt;br /&gt;
PARA MAIS INFORMAÇÕES SÓ POSTAREM COMENTÁRIOS OU ENTRAREM EM CONTATO POR EMAIL.</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/3209461960902906048/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/01/requisitos-e-fases-soldado-policia.html#comment-form' title='79 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/3209461960902906048'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/3209461960902906048'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2012/01/requisitos-e-fases-soldado-policia.html' title='REQUISITOS E FASES - SOLDADO POLÍCIA MILITAR MATO GROSSO'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>79</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-660604571228759775</id><published>2011-12-03T00:28:00.001-03:00</published><updated>2012-01-03T13:42:28.736-03:00</updated><title type='text'>CONCURSO POLICIA MILITAR MATO GROSSO ABRIL 2012 DESTACA COMANDO GERAL</title><content type='html'>&lt;table class=&quot;contentpaneopen&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td class=&quot;contentheading&quot; width=&quot;100%&quot;&gt;Comandante Geral da PM destaca a atuação da policia e suas necessidades &lt;/td&gt;&lt;td align=&quot;right&quot; class=&quot;buttonheading&quot; width=&quot;100%&quot;&gt;&lt;a href=&quot;http://noticiadosmunicipios.com.br/site/index2.php?option=com_content&amp;amp;task=view&amp;amp;id=5998&amp;amp;pop=1&amp;amp;page=0&amp;amp;Itemid=65&quot; target=&quot;_blank&quot; title=&quot;Imprimir&quot;&gt;&lt;img align=&quot;middle&quot; alt=&quot;Imprimir&quot; border=&quot;0&quot; name=&quot;Imprimir&quot; src=&quot;http://noticiadosmunicipios.com.br/site/templates/ja_teline/images/printButton.png&quot; /&gt;&lt;/a&gt; &lt;/td&gt;&lt;td align=&quot;right&quot; class=&quot;buttonheading&quot; width=&quot;100%&quot;&gt;&lt;a href=&quot;http://noticiadosmunicipios.com.br/site/index2.php?option=com_content&amp;amp;task=emailform&amp;amp;id=5998&amp;amp;itemid=65&quot; target=&quot;_blank&quot; title=&quot;E-mail&quot;&gt;&lt;img align=&quot;middle&quot; alt=&quot;E-mail&quot; border=&quot;0&quot; name=&quot;E-mail&quot; src=&quot;http://noticiadosmunicipios.com.br/site/templates/ja_teline/images/emailButton.png&quot; /&gt;&lt;/a&gt; &lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table class=&quot;contentpaneopen&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td class=&quot;createdate&quot; colspan=&quot;2&quot; valign=&quot;top&quot;&gt;18-Nov-2011 &lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td colspan=&quot;2&quot; valign=&quot;top&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;font-size: larger;&quot;&gt;&lt;b&gt;O comandante geral da Policia Militar do Estado de Mato Grosso coronel Osmar Lino Farias, em entrevista exclusiva a nossa reportagem destacou o papel da sua Policia no Estado, suas necessidades, seus projetos de melhoria e a intolerância com policiais corruptos, ladrão e truculento. &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;img align=&quot;left&quot; alt=&quot;&quot; border=&quot;3&quot; height=&quot;195&quot; src=&quot;http://noticiadosmunicipios.com.br/site/IMG_1762.JPG&quot; width=&quot;314&quot; /&gt;&lt;/span&gt;Por Antonio Borges Neto, Netão enviado especial ao Araguaia&lt;/i&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Em uma descontraída conversa que tivemos com o comandante Geral da Policia Militar do Estado de Mato Grosso, coronel Osmar Lino Farias durante a viagem que fizemos junto pelos municípios do Norte Araguaia através do “Rota da Integração” liderada pelo governador Silval Barbosa, em Vila Rica-MT. o comandante geral da PM fez um diagnostico da atuação da sua policia em todo o Estado, falou dos seus projetos e da sua intolerância com militares corruptos que mancham a farda da Policia Militar.&lt;br /&gt;
&lt;br /&gt;
Osmar Lino Farias, Farias como é chamado pelo seu nome de guerra, ingressou na Policia Militar em 1982, na condição de soldado, com 29 anos de trabalho prestado ao Estado, ele conseguiu chegar ao posto mais almejado da carreira militar; coronel-comandante geral. A Policia Militar possui atualmente em todo o Estado 7.014 efetivos, 14 comandos regionais e 1 comando especializado responsável pelas policias de transito, florestal e ambiental.&lt;br /&gt;
&lt;br /&gt;
Há 18 meses a frente do comando geral, Lino Farias disse que uma das suas conquistas foi voltar a policia especial Rotam para as ruas e isso tem surtido resultado ao dar resposta mais rápida à sociedade, Farias afirma que essa policia é recordista em apreensão de armas e drogas em todo o Estado e que inclusive ainda presta apóia aos grupos especializados.&lt;br /&gt;
&lt;br /&gt;
Outras especializadas militar que voltaram a atuar em sua gestão foram os Batalhão Florestal e de Transito. De acordo Lino Farias, após seus retornos, o combate a depredação ao meio ambiente e as exploração de madeiras irregulares diminuiu em todo o Estado e voltou a ordem nas rodovias estaduais.&lt;br /&gt;
&lt;br /&gt;
Um dos projetos do comandante geral da PM é ampliar o regimento de cavalaria e o de canil que possui cães de presença, faro, intimidação e ataque.&lt;br /&gt;
&lt;br /&gt;
“Não se conseguia explicar o porque de um Estado que possui 50% da Amazônia ter uma única capital que não possuia um Batalhão de Transito”. Disse o coronel.&lt;br /&gt;
&lt;br /&gt;
Outra conquista dessa gestão foi aumentar a inclusão de oficiais, que antes incluíam apenas 20, na sua gestão conseguiu triplicar essa quantidade para 60, visando a Copa do Mundo de 2014 e o crescimento populacional do Estado. A verba anual para custeio da Policia Militar de Mato Grosso é de 19,5 Milhões, para custear despesas como a de água, luz, telefone, combustível, diárias, materiais permanente e de consumo. Esse recurso é administrado pelas Secretarias de Justiça e Segurança Publica (Sejusp), mas existe um trabalho de alguns parlamentares para que esse recurso seja administrado pelo próprio comando regional que vive o dia a dia da policia mais de perto.&lt;br /&gt;
&lt;br /&gt;
Em entrevista o comandante esclareceu que somente na sua gestão ele já exonerou mais de 70 policiais que se envolveram em corrupção, roubo, assalto, tráfico e outros em truculência. “eu não admito esse tipo de gente dentro da Policia Militar, a instituição é seria e não merece ter sua farda manchada por esse tipo de gente”. Desabafou o comandante &lt;br /&gt;
&lt;br /&gt;
Um soldado em inicio de carreira ganha em torno de 3 salários mínimos. Entre as gestões que o comandante Osmar Farias Lino tem feito junto ao Governo do Estado esta a melhoria em armamentos e equipamentos, segundo diz, em um assalto a banco no interior por exemplo; não existe possibilidade de um apoio mais rápido da policia militar devido a falta de efetivo.&lt;br /&gt;
&lt;br /&gt;
Farias disse a nossa reportagem que para o Estado ter uma policia mais rápida e moderna, alem de precisar investir em equipamentos, precisaria de pelo menos mais 3 mil efetivos para suprir as necessidades do Estado. Por outro lado o coronel destaca o esforço que o Governo do Estado tem feito para melhorar a segurança em todos os municípios matogrossense e anuncia que no inicio de abril (2012) o Governo irá abrir um edital de concurso publico para suprir as necessidades, serão pelo menos mais 1500 vagas de imediato e ainda contará com um cadastro reserva para mais 1500. “O governador Silval Barbosa quer chegar ao final da sua gestão com uma das melhores policias do país, e estamos trabalhando muito pra chegar a essa realidade, Mato Grosso cresceu, estamos com 3,04 milhões de habitantes e a realidade hoje é outra”. Pontuou o comandante Farias.&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/660604571228759775/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/12/comandante-geral-da-pm-destaca-atuacao.html#comment-form' title='237 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/660604571228759775'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/660604571228759775'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/12/comandante-geral-da-pm-destaca-atuacao.html' title='CONCURSO POLICIA MILITAR MATO GROSSO ABRIL 2012 DESTACA COMANDO GERAL'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>237</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-3712477462142848274</id><published>2011-11-30T11:59:00.001-03:00</published><updated>2011-11-30T13:42:10.345-03:00</updated><title type='text'>DICAS PARA NATAÇÃO</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;Para o concurso da Polícia Militar está sendo exigido a natação, é sempre bom começar o treinamento&amp;nbsp; o quanto antes. O excesso de confiança é o principal aliado do alto índice de reprovação deste teste no andamento do teste fisico do Concurso, muitos acreditam que por que conseguem atravesar um rio, sabem nada e portanto deixam de lado o treinamento desse exercício. Amigo, podem acreditar a distância mínima de 50 metros para iniciante, é uma eternidade quando se está dentro de uma piscina, ainda temos que levar em consideração que a água é um ambiente atípico para o ser humano, onde não nos sentimos à vontade e qualquer movimento errado ou qualquer quantidade (mesmo que mínima) que respiramos, pode deixar o candidato tenso, apavarado e é onde o mesmo acaba sendo elimado da prova por segurar na borda da piscina ou por tocar o chão. Outra dica o candidato deve ficar muito calmo, muitos ficam tensos antes mesmo de estar marcada a data da prova, pois acreditam que a piscina é muito profundo, posso aconselhar á todos que geralmente e muito provavelmente (como foi no concurso passado) a piscina será rasa, pois no último ano foi assim e a Organizadora do Concurso também não deseja ter problemas com candidatos se afogando, então a melhor dica é treinamento constante até conseguir superar a pontuação máxima, e não apavorar na hora da prova. Espero que as dicas que foram citadas e as que virão possam ajuda-lo na realização da sua prova.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Na natação a técnica é tudo. E se expirar é 
importante, a verdade é que não vais chegar muito longe na piscina se 
não fores capaz de inspirar ao ritmo da tua braçada.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Estes são os três 
erros que o nadador deve evitar:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;1 – &lt;/b&gt;Levantar a cabeça: afeta a posição do corpo e 
obriga-te a utilizar os braços para compensar o peso da cabeça quando 
deveria esta alongar o corpo.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;2 – &lt;/b&gt;Rodar a cabeça exclusivamente para procurar ar: 
este gesto aumenta a tensão no pescoço e coluna. Pode lesionar o 
pescoço e afetar sua técnica.&lt;b&gt;&lt;a href=&quot;http://www.desportoesaude.com/wp-content/uploads/2008/09/image10.png&quot; rel=&quot;shadowbox[sbpost-693];player=img;&quot;&gt;&lt;/a&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;3 – &lt;/b&gt;Perder o caminho: afundar a mão avançada quando se inspira é um erro muito comum.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;E estes são os 3 exercícios que irão te ajudar a não cometer os erros acima citados:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;1 – &lt;/b&gt;Respira com o umbigo: não literal­mente, claro. 
Mas rodar o corpo como se pretendesse tirar o umbigo da água vai 
ajudar-te a evitar o vício frequente de só rodar o pescoço para 
respirar.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;2 – &lt;/b&gt;Mantém o “cocoruto” baixo: entre respirações, 
melhoras o equilíbrio se a ponta do nariz apontar para o fundo. 0 Teu 
corpo deve formar uma linha recta entre a cabeça e as costas, e rodar 
sobre esse eixo imaginário para respirar.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;3 – &lt;/b&gt;Sobe mais enquanto respira com uma técnica de 
mãos melhor: concentra-te em estender a mão da frente enquan­to te 
voltas para respirar e dá a braçada seguinte só quando desfizeres a 
volta. E um erro rodar a mão quando respiras, mantém as pontas dos dedos
 para baixo.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/3712477462142848274/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/dicas-para-natacao.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/3712477462142848274'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/3712477462142848274'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/dicas-para-natacao.html' title='DICAS PARA NATAÇÃO'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-6759195354405231087</id><published>2011-11-30T11:57:00.001-03:00</published><updated>2011-11-30T11:58:16.856-03:00</updated><title type='text'>20 DICAS PARA UM BOA CORRIDA - DUDA TEIXEIRA</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;


&lt;a href=&quot;&quot; name=&quot;top&quot;&gt;&lt;/a&gt;&lt;b&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;1- Entre um treino e outro, ande de bicicleta. A pedalada fortalece as
coxas e melhora a capacidade do joelho de amortecer o impacto da corrida. A
bike, nesse caso, teria o mesmo efeito que o exercício com peso para as pernas
indicado na matéria.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
2- Muitos corredores recomendam que se coma banana todos os dias. A fruta
possui potássio, o que teoricamente diminui o risco de cãibras. Mas nenhum dos
meus entrevistados recomendou isso. Eles apenas indicaram uma dieta balanceada
e com frutas (que pode ser qualquer uma).&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
3- Outra recomendação muito comum entre os corredores é correr para um rodízio
de carnes assim que terminar uma prova. Isso, segundo dizem alguns, seria uma
forma de repor as proteínas do corpo, todo debilitado. Trata-se de outro mito.
Ademir Paulino, professor da Companhia Athletica, desaconselha o truque:
&quot;Em vez de gastar energia para se recompor, o organismo passaria a se
dedicar à digestão de toda essa carne&quot;. Marcos Paulo Reis, do Pão de Açúcar,
também não recomenda: &quot;O mais provável é que a pessoa vai engordar, só
isso&quot;.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
4- A esteira é uma boa alternativa para ganhar condicionamento físico. Além
disso, amortece mais as passadas do que o chão. Mas quem pretende fazer uma
prova de rua não pode treinar apenas nessa máquina. Nela, o corpo faz um
sentido vertical, para manter o equilíbrio. Na rua, o sentido é para a frente.
&quot;Quem só treina na esteira costuma ter muita dificuldade para correr na
rua por uma questão de equilíbrio&quot;, afirma Ademir Paulino.
&quot;Corredores de esteira têm mais chance de torcer o pé, porque o piso da
rua é irregular, enquanto na esteira é totalmente plano&quot;, diz Fabiana
Pereira, da 4any1.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
5- O tênis não pode ser apertado. Alguns atletas preferem até comprar um número
acima. Também é preciso estar atento à inclinação da sola. Há tênis para
pessoas que pisam com o pé inclinado para dentro e pessoas que pisam para fora.
Certas lojas oferecem testes para se descobrir isso. Na dúvida, opte por um
calçado neutro, que não tem inclinações para os lados.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
6- Pessoas acima do peso correm mais risco de sofrer lesões numa corrida. O
ideal é ter um peso satisfatório para completar a prova com segurança. Se você
está com sobrepeso, reduza o ritmo até conseguir perder alguns quilinhos.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
7- Para saber se você está ou não em um bom ritmo, aqui vai uma dica curiosa:
tente conversar com um parceiro. &quot;Se o atleta não tiver fôlego para falar
a palavra Piracicaba, então é melhor diminuir a marcha&quot;, brinca Paulino.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
8- Correr com muita chuva não é indicado, pois a água pode molhar o tênis e
formar bolhas. Mas, se o tempo estiver apenas com uma leve garoa, não há
desculpa.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
9- Em dias muito frios, o treino pode não valer a pena. O risco de pegar um
resfriado aumenta muito. Se você achar que dá para arriscar, comece o treino
agasalhado e depois fique apenas com camiseta de manga comprida. &quot;Ao
final, lembre-se de trocar a camiseta suada o mais rápido possível&quot;, diz
Fabiana.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
10- Se você joga futebol e quer treinar para uma corrida de 10 km, há dois
treinos semanais possíveis, segundo Ademir Paulino, da Companhia Athletica:&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
* Caso jogue apenas uma vez por semana, faça mais dois treinos semanais de
corrida com 6 a 7 km.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
* Caso jogue duas vezes por semana, faça mais um treino semanal de 6 a 7 km.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
11- Mulheres devem correr com tops justos para evitar desconforto. Caso o
incômodo com as passadas continue, o ideal é usar dois tops. Isso ajuda a
evitar que os seios caiam por causa do movimento da corrida (esse é um tema
polêmico entre os especialistas, mas algumas pesquisas já insinuaram isso).&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
12- Um acompanhamento profissional é sempre indicado para os corredores.
&quot;Todo mundo precisa ter um médico que o acompanhe e peça os exames
necessários&quot;, diz Marcos Paulo Reis, consultor do grupo Pão de Açúcar.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
13- O torrone, normalmente entregue ao se completar a prova, oferece uma boa
quantidade de carboidratos. Mas alguns consultores acham que a ingestão rápida
de muito açúcar, muito rápido, não faz tão bem assim. Já a barrinha de cereal
não tem contra-indicações.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
14- Antes da competição, conheça o trajeto da prova. Isso ajuda a reduzir o
estresse no dia. Sem contar que talvez seja necessário guardar um pouco de
energia para uma subida no final (todo mundo já cansou de ouvir aquela
historinha da subida da Brigadeiro no final da São Silvestre...).&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
15- Em dias de sol, não se esqueça do boné, do protetor solar e de tomar
bastante água.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
16- Há muitas diferenças entre as provas de 10 km do Brasil. Algumas são
repletas de subidas e descidas. Se possível, comece por uma prova de 10 km que
seja plana e à noite, em razão da temperatura mais amena, ou em uma época não
tão quente.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
17- Acostume-se a beber água nos treinos. &quot;Não é raro encontrar pessoas
que têm refluxo durante as provas porque não se acostumaram a isso&quot;, diz
Fabiana Pereira, da 4any1.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
18- Durma bem. Uma boa noite de sono ajuda a recuperar os músculos, reforçar os
ossos e queimar as gorduras. Na noite anterior a uma prova, a falta de sono
pode ser cruel com a disposição. O recomendado é dormir oito horas.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
19- Se correr, não beba. Se beber, não corra. O álcool provoca desidratação,
aumenta a freqüência cardíaca e pode provocar tonturas no treino. Além disso, a
bebida é muito calórica e pode atrapalhar o controle do peso.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&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;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-font-weight: bold; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;
20- Caso você fique algumas semanas sem correr, volte a treinar num ritmo bem
leve. Jamais tente voltar ao ponto em que estava. Para isso, é preciso
paciência. Se você ficou um mês sem treinar, terá que correr por um mês para
chegar ao ponto em que parou.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;


&lt;br /&gt;

&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;Duda Teixeira&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&amp;nbsp;
&lt;b&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;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/6759195354405231087/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/20-dicas-para-um-boa-corrida-duda.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/6759195354405231087'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/6759195354405231087'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/20-dicas-para-um-boa-corrida-duda.html' title='20 DICAS PARA UM BOA CORRIDA - DUDA TEIXEIRA'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-375011854008979695</id><published>2011-11-30T11:42:00.001-03:00</published><updated>2011-11-30T11:53:52.617-03:00</updated><title type='text'>TESTE FÍSICO POLÍCIA MILITAR MATO GROSSO</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;CAROS LEITORES,&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;ESTÁ TABELA ABAIXO É BASEADA NO ÚLTIMO TESTE FÍSICO DO CONCURSO&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt; EDITAL 001/2009 SAD.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;PROVAVELMENTE SERÁ O MESMO USADO NO PRÓXIMO CONCURSO/2012. &lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
ABDOMINAL - REMADOR - TEMPO LIVRE&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/JTyW-DDHVAA?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;br /&gt;
MEIO SUGADO - TEMPO LIVRE&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/DmoHLfj7Sws?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
BARRA - TEMPO LIVRE&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/xGfqCS6d1xo?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
 &lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/375011854008979695/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/teste-fisico-policia-militar-mato.html#comment-form' title='8 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/375011854008979695'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/375011854008979695'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/teste-fisico-policia-militar-mato.html' title='TESTE FÍSICO POLÍCIA MILITAR MATO GROSSO'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-5606517657163729285</id><published>2011-11-22T19:23:00.001-03:00</published><updated>2011-11-22T19:31:34.356-03:00</updated><title type='text'>GABARITO OFICIAL PROVA SOLDADO DA POLICIA MILITAR 2009</title><content type='html'>&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
&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; GABARITO OFICIAL&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; RESPOSTA &lt;/strong&gt;&lt;br /&gt;
01&amp;nbsp; D &lt;br /&gt;
02&amp;nbsp; E &lt;br /&gt;
03&amp;nbsp; A &lt;br /&gt;
04*&amp;nbsp; B &lt;br /&gt;
05&amp;nbsp; C &lt;br /&gt;
06&amp;nbsp; E &lt;br /&gt;
07&amp;nbsp; C &lt;br /&gt;
08&amp;nbsp; D &lt;br /&gt;
09&amp;nbsp; C &lt;br /&gt;
10&amp;nbsp; A &lt;br /&gt;
11&amp;nbsp; E &lt;br /&gt;
12&amp;nbsp; B &lt;br /&gt;
13&amp;nbsp; B &lt;br /&gt;
14&amp;nbsp; A &lt;br /&gt;
15&amp;nbsp; D &lt;br /&gt;
16&amp;nbsp; D &lt;br /&gt;
17&amp;nbsp; E &lt;br /&gt;
18&amp;nbsp; C &lt;br /&gt;
19&amp;nbsp; C &lt;br /&gt;
20&amp;nbsp; C &lt;br /&gt;
21&amp;nbsp; B &lt;br /&gt;
22&amp;nbsp; D &lt;br /&gt;
23&amp;nbsp; C &lt;br /&gt;
24&amp;nbsp; B &lt;br /&gt;
25&amp;nbsp; C &lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; RESPOSTA&lt;/strong&gt; &lt;br /&gt;
26&amp;nbsp; E &lt;br /&gt;
27&amp;nbsp; E &lt;br /&gt;
28&amp;nbsp; A &lt;br /&gt;
29&amp;nbsp; B &lt;br /&gt;
30&amp;nbsp; A &lt;br /&gt;
31&amp;nbsp; B &lt;br /&gt;
32&amp;nbsp; C &lt;br /&gt;
33&amp;nbsp; E &lt;br /&gt;
34&amp;nbsp; E &lt;br /&gt;
35&amp;nbsp; XX &lt;br /&gt;
36&amp;nbsp; B &lt;br /&gt;
37&amp;nbsp; D &lt;br /&gt;
38&amp;nbsp; C &lt;br /&gt;
39&amp;nbsp; A &lt;br /&gt;
40&amp;nbsp; E &lt;br /&gt;
41&amp;nbsp; D &lt;br /&gt;
42&amp;nbsp; B &lt;br /&gt;
43&amp;nbsp; E &lt;br /&gt;
44&amp;nbsp; A &lt;br /&gt;
45&amp;nbsp; C &lt;br /&gt;
46&amp;nbsp; B &lt;br /&gt;
47&amp;nbsp; C &lt;br /&gt;
48&amp;nbsp; A &lt;br /&gt;
49&amp;nbsp; C &lt;br /&gt;
50&amp;nbsp; E &lt;br /&gt;
&lt;br /&gt;
*QUESTÃO 04: Mantida a VALIDADE da mesma em função de equívoco no lançamento de &lt;br /&gt;
Gabarito anteriormente publicado &lt;br /&gt;
QUESTÃO 35: ANULADA &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/5606517657163729285/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/gabarito-oficial-prova-soldado-da.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/5606517657163729285'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/5606517657163729285'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/gabarito-oficial-prova-soldado-da.html' title='GABARITO OFICIAL PROVA SOLDADO DA POLICIA MILITAR 2009'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-8000076879923450969</id><published>2011-11-22T18:48:00.001-03:00</published><updated>2011-11-22T19:22:32.816-03:00</updated><title type='text'>PROVA SOLDADO DA POLICIA MILITAR 2009 - ESTADO DE MATO GROSSO</title><content type='html'>&lt;strong&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Data da Prova: 21 de Fevereiro de 2010 &lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;span style=&quot;font-size: large;&quot;&gt;EDITAL Nº 001/2009 - SAD/MT, DE 27 DE JULHO DE 2009 &lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;span style=&quot;font-size: large;&quot;&gt;PROVA &lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;SOLDADO DA POLÍCIA MILITAR &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;I.&amp;nbsp; Este caderno contém 50 (cinquenta) questões. Caso apresente defeito de impressão ou falta de &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;questão, o candidato deve solicitar ao fiscal outro caderno. &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;II.&amp;nbsp; Em cada questão há apenas uma alternativa correta. Marque somente uma letra como resposta. &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;III.&amp;nbsp; Use&amp;nbsp; caneta&amp;nbsp; esferográfica&amp;nbsp; azul&amp;nbsp; ou&amp;nbsp; preta,&amp;nbsp; fabricada&amp;nbsp; em&amp;nbsp; material&amp;nbsp; transparente,&amp;nbsp; para&amp;nbsp; marcar&amp;nbsp; a &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;resposta,&amp;nbsp; no&amp;nbsp; cartão&amp;nbsp; de&amp;nbsp; respostas,&amp;nbsp; pintando&amp;nbsp; completamente&amp;nbsp; o&amp;nbsp; círculo&amp;nbsp; correspondente&amp;nbsp; à &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;alternativa escolhida, seguindo o exemplo:&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;IV.&amp;nbsp; O&amp;nbsp; tempo&amp;nbsp; de&amp;nbsp; duração&amp;nbsp; das&amp;nbsp; provas&amp;nbsp; é&amp;nbsp; de&amp;nbsp; 4&amp;nbsp; (quatro)&amp;nbsp; horas,&amp;nbsp; já&amp;nbsp; incluindo&amp;nbsp; o&amp;nbsp; tempo&amp;nbsp; destinado&amp;nbsp; ao &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;preenchimento do Cartão de Respostas. &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;V.&amp;nbsp; O Candidato só poderá deixar a sala 2 (duas) horas após o início das provas. &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;VI.&amp;nbsp; O&amp;nbsp; Candidato&amp;nbsp; somente&amp;nbsp; poderá&amp;nbsp; levar&amp;nbsp; este&amp;nbsp; caderno,&amp;nbsp; 15&amp;nbsp; (quinze)&amp;nbsp; minutos&amp;nbsp; antes&amp;nbsp; do&amp;nbsp; horário &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;determinado para o término das provas. &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;VII. Ao término das provas, entregue o Cartão de Respostas preenchido e assinado ao Fiscal. &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;FATORES QUE ANULAM UMA QUESTÃO EM RELAÇÃO AO CARTÃO DE RESPOSTAS &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;I.&amp;nbsp; Questão sem marcar; &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;II.&amp;nbsp; Questão com rabisco, rasuras ou manchas; &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;III.&amp;nbsp; Questão com mais de uma opção assinalada. &lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;CONHECIMENTOS&amp;nbsp;GERAIS&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;LÍNGUA PORTUGUESA &lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Texto I &lt;br /&gt;
&lt;br /&gt;
A Declaração Universal dos Direitos Humanos, &lt;br /&gt;
proclamada pela Assembleia Geral das Nações &lt;br /&gt;
Unidas, em 10 de dezembro de 1948, constitui &lt;br /&gt;
o&amp;nbsp; reconhecimento&amp;nbsp; da&amp;nbsp; igualdade&amp;nbsp; humana, &lt;br /&gt;
destacando&amp;nbsp; que&amp;nbsp; a&amp;nbsp; ideia&amp;nbsp; de&amp;nbsp; superioridade&amp;nbsp; de &lt;br /&gt;
uma raça, de uma classe social, de uma cultura &lt;br /&gt;
ou de uma religião, sobre todas as demais, põe &lt;br /&gt;
em&amp;nbsp; risco&amp;nbsp; a&amp;nbsp; própria&amp;nbsp; sobrevivência&amp;nbsp; da &lt;br /&gt;
humanidade. &lt;br /&gt;
(COMPARATO,&amp;nbsp; F.K.&amp;nbsp; Sentido&amp;nbsp; Histórico&amp;nbsp; da&amp;nbsp; Declaração &lt;br /&gt;
Universal.&amp;nbsp; DHnet.&amp;nbsp; Disponível&amp;nbsp; em: &lt;br /&gt;
&lt;a href=&quot;http://www.dhnet.org.br/&quot;&gt;http://www.dhnet.org.br/&lt;/a&gt;&amp;gt; Acesso em: 08 dez. 2009) &lt;br /&gt;
&lt;br /&gt;
Leia&amp;nbsp; o&amp;nbsp; texto&amp;nbsp; e&amp;nbsp; responda&amp;nbsp; às&amp;nbsp; questões&amp;nbsp; de&amp;nbsp; 01&amp;nbsp; a &lt;br /&gt;
03. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 01&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Sobre&amp;nbsp; a&amp;nbsp; compreensão&amp;nbsp; do&amp;nbsp; texto,&amp;nbsp; é&amp;nbsp; correto &lt;br /&gt;
afirmar que a Declaração Universal dos Direitos &lt;br /&gt;
Humanos: &lt;br /&gt;
a.&amp;nbsp; trata&amp;nbsp; dos&amp;nbsp; direitos&amp;nbsp; humanos&amp;nbsp; dos&amp;nbsp; Estados &lt;br /&gt;
americanos. &lt;br /&gt;
b.&amp;nbsp; defende&amp;nbsp; a&amp;nbsp; ideia de&amp;nbsp; superioridade&amp;nbsp; da&amp;nbsp; raça &lt;br /&gt;
branca. &lt;br /&gt;
c.&amp;nbsp; completou&amp;nbsp; três&amp;nbsp; décadas&amp;nbsp; de&amp;nbsp; existência&amp;nbsp; no &lt;br /&gt;
ano de 2008. &lt;br /&gt;
d.&amp;nbsp; preconiza&amp;nbsp; a&amp;nbsp; igualdade&amp;nbsp; dos&amp;nbsp; seres &lt;br /&gt;
humanos. &lt;br /&gt;
e.&amp;nbsp; põe&amp;nbsp; em&amp;nbsp; risco&amp;nbsp; a&amp;nbsp; própria&amp;nbsp; sobrevivência&amp;nbsp; da &lt;br /&gt;
humanidade. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 02&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
As&amp;nbsp; palavras&amp;nbsp; sublinhadas&amp;nbsp; no&amp;nbsp; texto&amp;nbsp; são, &lt;br /&gt;
respectivamente, classificadas como: &lt;br /&gt;
a.&amp;nbsp; Substantivo,&amp;nbsp; pronome&amp;nbsp; relativo,&amp;nbsp; artigo, &lt;br /&gt;
conjunção. &lt;br /&gt;
b.&amp;nbsp; adjetivo,&amp;nbsp; pronome&amp;nbsp; relativo,&amp;nbsp; artigo, &lt;br /&gt;
conjunção. &lt;br /&gt;
c.&amp;nbsp; Substantivo,&amp;nbsp; conjunção,&amp;nbsp; artigo, &lt;br /&gt;
preposição. &lt;br /&gt;
d.&amp;nbsp; adjetivo,&amp;nbsp; pronome&amp;nbsp; relativo,&amp;nbsp; artigo, &lt;br /&gt;
preposição. &lt;br /&gt;
e.&amp;nbsp; adjetivo, conjunção, artigo, preposição. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 03&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
A&amp;nbsp; vírgula&amp;nbsp; em&amp;nbsp; “[...]&amp;nbsp; destacando&amp;nbsp; que&amp;nbsp; a&amp;nbsp; ideia&amp;nbsp; de &lt;br /&gt;
superioridade&amp;nbsp; de&amp;nbsp; uma&amp;nbsp; raça,&amp;nbsp; de&amp;nbsp; uma&amp;nbsp; classe &lt;br /&gt;
social, de uma cultura ou de uma religião[...]” foi &lt;br /&gt;
usada para: &lt;br /&gt;
a.&amp;nbsp; separar elementos de uma enumeração. &lt;br /&gt;
b.&amp;nbsp; indicar a elipse do verbo. &lt;br /&gt;
c.&amp;nbsp; isolar o vocativo. &lt;br /&gt;
d.&amp;nbsp; marcar a anteposição do predicativo. &lt;br /&gt;
e.&amp;nbsp; isolar expressões explicativas.&amp;nbsp; &lt;br /&gt;
Texto II &lt;br /&gt;
&lt;br /&gt;
“Artigo XXVI &lt;br /&gt;
&lt;br /&gt;
1.&amp;nbsp; Todo&amp;nbsp; ser&amp;nbsp; humano&amp;nbsp; tem&amp;nbsp; direito&amp;nbsp; à&amp;nbsp; instrução.&amp;nbsp; A &lt;br /&gt;
instrução&amp;nbsp; será&amp;nbsp; gratuita,&amp;nbsp; pelo&amp;nbsp; menos&amp;nbsp; nos&amp;nbsp; graus &lt;br /&gt;
elementares&amp;nbsp; e&amp;nbsp; fundamentais.&amp;nbsp; A&amp;nbsp; instrução &lt;br /&gt;
elementar será obrigatória. A instrução técnico-profissional&amp;nbsp; será&amp;nbsp; acessível&amp;nbsp; a&amp;nbsp; todos,&amp;nbsp; bem&amp;nbsp; como &lt;br /&gt;
a&amp;nbsp; instrução&amp;nbsp; superior,&amp;nbsp; esta&amp;nbsp; baseada&amp;nbsp; no&amp;nbsp; mérito. &lt;br /&gt;
2.&amp;nbsp; A&amp;nbsp; instrução&amp;nbsp; será&amp;nbsp; orientada&amp;nbsp; no&amp;nbsp; sentido&amp;nbsp; do &lt;br /&gt;
pleno&amp;nbsp; desenvolvimento&amp;nbsp; da&amp;nbsp; personalidade &lt;br /&gt;
humana&amp;nbsp; e&amp;nbsp; do&amp;nbsp; fortalecimento&amp;nbsp; do&amp;nbsp; respeito&amp;nbsp; pelos &lt;br /&gt;
direitos&amp;nbsp; humanos&amp;nbsp; e&amp;nbsp; pelas&amp;nbsp; liberdades &lt;br /&gt;
fundamentais.&amp;nbsp; A&amp;nbsp; instrução&amp;nbsp; promoverá&amp;nbsp; a &lt;br /&gt;
compreensão,&amp;nbsp; a&amp;nbsp; tolerância&amp;nbsp; e&amp;nbsp; a&amp;nbsp; amizade&amp;nbsp; entre &lt;br /&gt;
todas as nações e grupos raciais ou religiosos, &lt;br /&gt;
e coadjuvará as atividades das Nações Unidas &lt;br /&gt;
em&amp;nbsp; prol&amp;nbsp; da&amp;nbsp; manutenção&amp;nbsp; da&amp;nbsp; paz. &lt;br /&gt;
3. Os pais têm prioridade de direito na escolha &lt;br /&gt;
do&amp;nbsp; gênero&amp;nbsp; de&amp;nbsp; instrução&amp;nbsp; que&amp;nbsp; será&amp;nbsp; ministrada&amp;nbsp; a &lt;br /&gt;
seus filhos”. &lt;br /&gt;
(Declaração&amp;nbsp; Universal&amp;nbsp; dos&amp;nbsp; Direitos&amp;nbsp; Humanos.&amp;nbsp; Disponível &lt;br /&gt;
em:http://www.onubrasil.org.br/documentos_direitoshuma&lt;br /&gt;
nos.php. Acesso em: 08 dez. 2009)&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
Leia&amp;nbsp; o&amp;nbsp; texto&amp;nbsp; e&amp;nbsp; responda&amp;nbsp; às&amp;nbsp; questões&amp;nbsp; de&amp;nbsp; 04&amp;nbsp; a &lt;br /&gt;
08. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 04&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Conforme&amp;nbsp; o&amp;nbsp; texto&amp;nbsp; acima,&amp;nbsp; assinale&amp;nbsp; a&amp;nbsp; alternativa &lt;br /&gt;
incorreta. &lt;br /&gt;
a.&amp;nbsp; Todas as pessoas têm direito à instrução. &lt;br /&gt;
b.&amp;nbsp; A&amp;nbsp; gratuidade&amp;nbsp; da&amp;nbsp; instrução&amp;nbsp; se&amp;nbsp; dará &lt;br /&gt;
somente&amp;nbsp; nos&amp;nbsp; graus&amp;nbsp; elementares&amp;nbsp; e &lt;br /&gt;
fundamentais. &lt;br /&gt;
c.&amp;nbsp; A&amp;nbsp; amizade&amp;nbsp; entre&amp;nbsp; as&amp;nbsp; nações&amp;nbsp; é&amp;nbsp; um&amp;nbsp; dos &lt;br /&gt;
objetivos promovidos pela instrução. &lt;br /&gt;
d.&amp;nbsp; A instrução é partícipe das atividades das &lt;br /&gt;
Nações Unidas em prol da manutenção da &lt;br /&gt;
paz. &lt;br /&gt;
e.&amp;nbsp; Os&amp;nbsp; pais&amp;nbsp; têm&amp;nbsp; o&amp;nbsp; direito&amp;nbsp; de&amp;nbsp; escolher&amp;nbsp; a &lt;br /&gt;
instrução adequada a seus filhos. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 05&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Quanto&amp;nbsp; à&amp;nbsp; regência&amp;nbsp; nominal,&amp;nbsp; em&amp;nbsp; &quot;tem&amp;nbsp; direito&amp;nbsp; à &lt;br /&gt;
instrução&quot; e &quot;será acessível a todos&quot;, analise as &lt;br /&gt;
afirmativas. &lt;br /&gt;
&lt;br /&gt;
I.&amp;nbsp; Nos&amp;nbsp; dois&amp;nbsp; casos,&amp;nbsp; a&amp;nbsp; preposição&amp;nbsp; “a”&amp;nbsp; estabelece &lt;br /&gt;
relação entre o nome e seu complemento. &lt;br /&gt;
II. Em &quot;tem direito à instrução&quot;, o complemento &lt;br /&gt;
nominal&amp;nbsp; completa&amp;nbsp; o&amp;nbsp; sentido&amp;nbsp; do&amp;nbsp; substantivo &lt;br /&gt;
&quot;direito&quot;. &lt;br /&gt;
III.&amp;nbsp; Em&amp;nbsp; &quot;acessível&amp;nbsp; a&amp;nbsp; todos&quot;,&amp;nbsp; o&amp;nbsp; adjetivo &lt;br /&gt;
&quot;acessível&quot; pede complemento nominal. &lt;br /&gt;
IV.&amp;nbsp; Em&amp;nbsp; &quot;acessível&amp;nbsp; a&amp;nbsp; todos&quot;,&amp;nbsp; o&amp;nbsp; substantivo &lt;br /&gt;
&quot;acessível&quot; pede complemento nominal. &lt;br /&gt;
V. A preposição “a”&amp;nbsp; se faz presente apenas no &lt;br /&gt;
primeiro caso.&amp;nbsp; &lt;br /&gt;
Com&amp;nbsp;base nelas, assinale a alternativa correta. &lt;br /&gt;
a.&amp;nbsp; Apenas I está correta.&amp;nbsp; &lt;br /&gt;
b.&amp;nbsp; Apenas II e III estão corretas. &lt;br /&gt;
c.&amp;nbsp; Apenas I, II e III estão corretas. &lt;br /&gt;
d.&amp;nbsp; Apenas IV e V estão corretas. &lt;br /&gt;
e.&amp;nbsp; Todas estão corretas. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 06&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
Quanto&amp;nbsp; aos&amp;nbsp; verbos&amp;nbsp; empregados&amp;nbsp; no&amp;nbsp; texto,&amp;nbsp; é &lt;br /&gt;
correto afirmar que estão flexionados no: &lt;br /&gt;
a.&amp;nbsp; presente&amp;nbsp; e&amp;nbsp; pretérito&amp;nbsp; imperfeito&amp;nbsp; do &lt;br /&gt;
subjuntivo. &lt;br /&gt;
b.&amp;nbsp; presente&amp;nbsp; do&amp;nbsp; indicativo&amp;nbsp; e&amp;nbsp; futuro&amp;nbsp; do &lt;br /&gt;
subjuntivo. &lt;br /&gt;
c.&amp;nbsp; futuro do indicativo e futuro do subjuntivo. &lt;br /&gt;
d.&amp;nbsp; futuro e pretérito imperfeito do subjuntivo. &lt;br /&gt;
e.&amp;nbsp; presente&amp;nbsp; e&amp;nbsp; futuro&amp;nbsp; do&amp;nbsp; presente&amp;nbsp; do&amp;nbsp; &lt;br /&gt;
indicativo. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 07&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
Em relação ao emprego da crase em “Todo ser &lt;br /&gt;
humano&amp;nbsp; tem&amp;nbsp; direito&amp;nbsp; à&amp;nbsp; instrução”,&amp;nbsp; é&amp;nbsp; correto &lt;br /&gt;
afirmar.&amp;nbsp; &lt;br /&gt;
a.&amp;nbsp; Há crase porque ocorre a combinação da &lt;br /&gt;
preposição “a” com o artigo definido “a”. &lt;br /&gt;
b.&amp;nbsp; A crase é facultativa. &lt;br /&gt;
c.&amp;nbsp; Há&amp;nbsp; crase&amp;nbsp; porque&amp;nbsp; ocorre&amp;nbsp; a&amp;nbsp; contração&amp;nbsp; da &lt;br /&gt;
preposição “a” com o artigo definido “a”. &lt;br /&gt;
d.&amp;nbsp; Há&amp;nbsp; crase&amp;nbsp; porque&amp;nbsp; se&amp;nbsp; faz&amp;nbsp; deferência&amp;nbsp; à &lt;br /&gt;
pessoa humana. &lt;br /&gt;
e.&amp;nbsp; Ocorre&amp;nbsp; crase&amp;nbsp; porque&amp;nbsp; se&amp;nbsp; tem&amp;nbsp; apenas&amp;nbsp; a &lt;br /&gt;
presença do artigo “a”. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 08&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Imagine&amp;nbsp; que&amp;nbsp; você&amp;nbsp; tenha&amp;nbsp; um&amp;nbsp; de&amp;nbsp; seus&amp;nbsp; direitos &lt;br /&gt;
violados e vai redigir um&amp;nbsp; documento ao juiz&amp;nbsp; de &lt;br /&gt;
sua comarca.&amp;nbsp; &lt;br /&gt;
Quanto&amp;nbsp; à&amp;nbsp; linguagem&amp;nbsp; a&amp;nbsp; ser&amp;nbsp; utilizada,&amp;nbsp; analise&amp;nbsp; as &lt;br /&gt;
afirmativas. &lt;br /&gt;
&lt;br /&gt;
I.&amp;nbsp; A&amp;nbsp; forma&amp;nbsp; de&amp;nbsp; tratamento&amp;nbsp; adequada&amp;nbsp; é&amp;nbsp; “Vossa &lt;br /&gt;
Excelência” e a abreviatura é “V.Exª”. &lt;br /&gt;
II.&amp;nbsp; O&amp;nbsp; nível&amp;nbsp; de&amp;nbsp; linguagem&amp;nbsp; é&amp;nbsp; caracterizado&amp;nbsp; pela &lt;br /&gt;
formalidade e pelo uso da norma padrão. &lt;br /&gt;
III.&amp;nbsp; É&amp;nbsp; obrigatório&amp;nbsp; o&amp;nbsp; uso&amp;nbsp; do&amp;nbsp; vocativo&amp;nbsp; “Prezado &lt;br /&gt;
Juiz”. &lt;br /&gt;
IV.&amp;nbsp; O&amp;nbsp; emprego&amp;nbsp; do&amp;nbsp; pronome&amp;nbsp; possessivo &lt;br /&gt;
adequado é: “Aguardo a sua resposta”. &lt;br /&gt;
V.&amp;nbsp; O&amp;nbsp; emprego&amp;nbsp; do&amp;nbsp; pronome&amp;nbsp; possessivo &lt;br /&gt;
adequado é: “Aguardo a vossa resposta”. &lt;br /&gt;
&lt;br /&gt;
Com base nelas, assinale a alternativa correta. &lt;br /&gt;
a.&amp;nbsp; Apenas I e II estão corretas. &lt;br /&gt;
b.&amp;nbsp; Apenas I e IV estão corretas. &lt;br /&gt;
c.&amp;nbsp; Apenas III e IV estão corretas.&amp;nbsp; &lt;br /&gt;
d.&amp;nbsp; Apenas I, II e IV estão corretas. &lt;br /&gt;
e.&amp;nbsp; Todas estão corretas. &lt;br /&gt;
&lt;br /&gt;
Texto III &lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6wmqdIajobhqZhYNlf9FcyRU2UBVsT3sNfIMPvVP_T3ldyqDhNGBTFa4ZBo4hqGj6SggPPxbVoH9CObx27E41uiWVMcBs30PUvB4ivZcUxmxpPEMAf5NTU7SDR_myVIsN3qRaMsYXuvy_/s1600/TEXTO+III.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;192&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6wmqdIajobhqZhYNlf9FcyRU2UBVsT3sNfIMPvVP_T3ldyqDhNGBTFa4ZBo4hqGj6SggPPxbVoH9CObx27E41uiWVMcBs30PUvB4ivZcUxmxpPEMAf5NTU7SDR_myVIsN3qRaMsYXuvy_/s320/TEXTO+III.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6wmqdIajobhqZhYNlf9FcyRU2UBVsT3sNfIMPvVP_T3ldyqDhNGBTFa4ZBo4hqGj6SggPPxbVoH9CObx27E41uiWVMcBs30PUvB4ivZcUxmxpPEMAf5NTU7SDR_myVIsN3qRaMsYXuvy_/s1600/TEXTO+III.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;nbsp;&lt;/div&gt;
&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;(&lt;a href=&quot;http://rasuralivre.blogspot.com/2007_04_01archive.html&quot;&gt;http://rasuralivre.blogspot.com/2007_04_01archive.html&lt;/a&gt;) &lt;br /&gt;
&lt;br /&gt;
Leia&amp;nbsp; o&amp;nbsp; texto&amp;nbsp; e&amp;nbsp; responda&amp;nbsp; às&amp;nbsp; questões&amp;nbsp; de&amp;nbsp; 09&amp;nbsp; a &lt;br /&gt;
11. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 09&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
Considerando-se&amp;nbsp; os&amp;nbsp; elementos&amp;nbsp; verbais&amp;nbsp; e&amp;nbsp; não &lt;br /&gt;
verbais&amp;nbsp; da&amp;nbsp; charge,&amp;nbsp; é&amp;nbsp; correto&amp;nbsp; afirmar&amp;nbsp; que&amp;nbsp; o &lt;br /&gt;
autor:&amp;nbsp; &lt;br /&gt;
a.&amp;nbsp; defende o aborto. &lt;br /&gt;
b.&amp;nbsp; valoriza&amp;nbsp; a&amp;nbsp; covardia&amp;nbsp; de&amp;nbsp; quem&amp;nbsp; comete&amp;nbsp; o &lt;br /&gt;
aborto. &lt;br /&gt;
c.&amp;nbsp; ironiza o significado de “direito à vida”. &lt;br /&gt;
d.&amp;nbsp; destaca&amp;nbsp; a&amp;nbsp; obrigação&amp;nbsp; moral&amp;nbsp; de&amp;nbsp; não&amp;nbsp; matar &lt;br /&gt;
antes do nascimento. &lt;br /&gt;
e.&amp;nbsp; valoriza o direito da criança correr. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 10&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Quanto&amp;nbsp; ao&amp;nbsp; enunciado&amp;nbsp; “Temos&amp;nbsp; a&amp;nbsp; obrigação &lt;br /&gt;
moral&amp;nbsp; de,&amp;nbsp; pelo&amp;nbsp; menos,&amp;nbsp; dar&amp;nbsp; a&amp;nbsp; chance&amp;nbsp; deles &lt;br /&gt;
correrem”, analise as afirmativas. &lt;br /&gt;
&lt;br /&gt;
I.&amp;nbsp; Pode-se&amp;nbsp; substituir&amp;nbsp; a&amp;nbsp; expressão&amp;nbsp; “pelo&amp;nbsp; menos” &lt;br /&gt;
por “às vezes”, sem prejuízo da significação. &lt;br /&gt;
II. O vocábulo “deles” refere-se a “crianças”. &lt;br /&gt;
III.&amp;nbsp; O&amp;nbsp; vocábulo&amp;nbsp; “chance”&amp;nbsp; significa &lt;br /&gt;
“oportunidade”. &lt;br /&gt;
IV.&amp;nbsp; A&amp;nbsp; expressão&amp;nbsp; verbal&amp;nbsp; “correrem”&amp;nbsp; concorda &lt;br /&gt;
com o substantivo “chance”. &lt;br /&gt;
V. A expressão verbal “Temos” concorda com o &lt;br /&gt;
sujeito “a obrigação moral”. &lt;br /&gt;
&lt;br /&gt;
Com base nelas, assinale a alternativa correta. &lt;br /&gt;
a.&amp;nbsp; Apenas II e III estão corretas. &lt;br /&gt;
b.&amp;nbsp; Apenas I e II estão corretas. &lt;br /&gt;
c.&amp;nbsp; Apenas III e IV estão corretas.&amp;nbsp; &lt;br /&gt;
d.&amp;nbsp; Apenas IV e V estão corretas. &lt;br /&gt;
e.&amp;nbsp; Todas estão corretas. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 11&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Os&amp;nbsp; vocábulos&amp;nbsp; “covardia”&amp;nbsp; e&amp;nbsp; “terrorismo”&amp;nbsp; são &lt;br /&gt;
formados pelo processo de: &lt;br /&gt;
a.&amp;nbsp; recomposição. &lt;br /&gt;
b.&amp;nbsp; hibridismo. &lt;br /&gt;
c.&amp;nbsp; aglutinação. &lt;br /&gt;
d.&amp;nbsp; justaposição. &lt;br /&gt;
e.&amp;nbsp; sufixação.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
TEXTO&amp;nbsp;IV &lt;br /&gt;
&lt;br /&gt;
[...]&amp;nbsp; Jamais,&amp;nbsp; em&amp;nbsp; tempo&amp;nbsp; algum,&amp;nbsp; o&amp;nbsp; brasileiro &lt;br /&gt;
escreveu&amp;nbsp; tanto.&amp;nbsp; E&amp;nbsp; se&amp;nbsp; comunicou&amp;nbsp; tanto.&amp;nbsp; E&amp;nbsp; leu &lt;br /&gt;
tanto. E amou tanto. &lt;br /&gt;
No caso do amor ali nascido, a feitura, o peso, &lt;br /&gt;
a&amp;nbsp; cor,&amp;nbsp; a&amp;nbsp; idade&amp;nbsp; ou&amp;nbsp; a&amp;nbsp; nacionalidade&amp;nbsp; não &lt;br /&gt;
importam. O que é mais importante é o texto. O &lt;br /&gt;
texto é a causa do amor. &lt;br /&gt;
Quando&amp;nbsp; comecei&amp;nbsp; a&amp;nbsp; escrever&amp;nbsp; um&amp;nbsp; livro&amp;nbsp; pela &lt;br /&gt;
Internet,&amp;nbsp; muitos&amp;nbsp; colegas&amp;nbsp; jornalistas&amp;nbsp; me &lt;br /&gt;
entrevistavam&amp;nbsp; (sempre&amp;nbsp; a&amp;nbsp; mim&amp;nbsp; e&amp;nbsp; ao&amp;nbsp; João &lt;br /&gt;
Ubaldo)&amp;nbsp; perguntando&amp;nbsp; qual&amp;nbsp; era&amp;nbsp; o&amp;nbsp; futuro&amp;nbsp; da &lt;br /&gt;
literatura pela Internet. &lt;br /&gt;
Há quatro meses atrás eu não sabia responder &lt;br /&gt;
a essa pergunta. Hoje eu sei e tenho certeza do &lt;br /&gt;
que penso: &lt;br /&gt;
–&amp;nbsp; Essa&amp;nbsp; geração&amp;nbsp; vai&amp;nbsp; dar&amp;nbsp; muitos&amp;nbsp; e&amp;nbsp; muitos &lt;br /&gt;
escritores&amp;nbsp; para&amp;nbsp; o&amp;nbsp; Brasil.&amp;nbsp; E&amp;nbsp; muita&amp;nbsp; gente&amp;nbsp; vai&amp;nbsp; se &lt;br /&gt;
apaixonar pelo texto e no texto. &lt;br /&gt;
Existe&amp;nbsp; coisa&amp;nbsp; melhor&amp;nbsp; para&amp;nbsp; um&amp;nbsp; escritor&amp;nbsp; do&amp;nbsp; que &lt;br /&gt;
concluir uma crônica com isso?&amp;nbsp; &lt;br /&gt;
(PRATA,&amp;nbsp; Mário.&amp;nbsp; Amor&amp;nbsp; só&amp;nbsp; de&amp;nbsp; letras.&amp;nbsp; O&amp;nbsp; Estado&amp;nbsp; de&amp;nbsp; São &lt;br /&gt;
Paulo. 20 set. 2000) &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;Leia o texto e responda às questões 12 e 13. &lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 12&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
A&amp;nbsp; crônica&amp;nbsp; de&amp;nbsp; Mário&amp;nbsp; Prata&amp;nbsp; versa&amp;nbsp; sobre&amp;nbsp; a &lt;br /&gt;
satisfação do autor em verificar que as pessoas &lt;br /&gt;
têm&amp;nbsp; escrito,&amp;nbsp; se&amp;nbsp; comunicado,&amp;nbsp; lido&amp;nbsp; e&amp;nbsp; amado &lt;br /&gt;
muito! Este comportamento refere-se:&amp;nbsp; &lt;br /&gt;
a.&amp;nbsp; à liberdade de ir e vir. &lt;br /&gt;
b.&amp;nbsp; ao amor que o texto produz. &lt;br /&gt;
c.&amp;nbsp; às dificuldades da literatura na internet. &lt;br /&gt;
d.&amp;nbsp; às entrevistas com jornalistas famosos. &lt;br /&gt;
e.&amp;nbsp; ao acesso aos mais variados jogos. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 13&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
Em&amp;nbsp; “Essa&amp;nbsp; geração&amp;nbsp; vai&amp;nbsp; dar&amp;nbsp; muitos&amp;nbsp; e&amp;nbsp; muitos &lt;br /&gt;
escritores&amp;nbsp; para&amp;nbsp; o&amp;nbsp; Brasil”,&amp;nbsp; as&amp;nbsp; expressões &lt;br /&gt;
sublinhadas exercem a função de: &lt;br /&gt;
a.&amp;nbsp; objeto direto – adjunto adverbial de lugar. &lt;br /&gt;
b.&amp;nbsp; objeto direto – objeto indireto. &lt;br /&gt;
c.&amp;nbsp; predicativo – objeto indireto. &lt;br /&gt;
d.&amp;nbsp; sujeito – objeto direto. &lt;br /&gt;
e.&amp;nbsp; objeto&amp;nbsp; indireto&amp;nbsp; –&amp;nbsp; adjunto&amp;nbsp; adverbial&amp;nbsp; de &lt;br /&gt;
lugar. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 14&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
Analise&amp;nbsp; os&amp;nbsp; itens&amp;nbsp; apresentados,&amp;nbsp; a&amp;nbsp; seguir,&amp;nbsp; de &lt;br /&gt;
acordo com os tipos e gêneros textuais. &lt;br /&gt;
&lt;br /&gt;
I.&amp;nbsp; “Secretária&amp;nbsp; faz&amp;nbsp; balanço&amp;nbsp; positivo&amp;nbsp; das&amp;nbsp; ações &lt;br /&gt;
sociais em MT”. &lt;br /&gt;
II.&amp;nbsp; “Venha&amp;nbsp; para&amp;nbsp; a&amp;nbsp; Vivo&amp;nbsp; e&amp;nbsp; aproveite&amp;nbsp; a&amp;nbsp; maior&amp;nbsp; e &lt;br /&gt;
melhor cobertura 3G do Brasil”. &lt;br /&gt;
III. “Apresentamos, nesta edição da revista, um &lt;br /&gt;
breve&amp;nbsp; mosaico&amp;nbsp; das&amp;nbsp; iniciativas&amp;nbsp; premiadas,&amp;nbsp; que &lt;br /&gt;
utilizam&amp;nbsp; as&amp;nbsp; tecnologias&amp;nbsp; de&amp;nbsp; informação&amp;nbsp; e &lt;br /&gt;
comunicação como ferramentas para acelerar a &lt;br /&gt;
inclusão social país afora”.&amp;nbsp; &lt;br /&gt;
IV. “Excelentíssimo Juiz, &lt;br /&gt;
Encaminhamos&amp;nbsp; à&amp;nbsp; V.Exª&amp;nbsp; os&amp;nbsp; documentos &lt;br /&gt;
relativos&amp;nbsp; ao&amp;nbsp; processo&amp;nbsp; nº&amp;nbsp; 297/12&amp;nbsp; para&amp;nbsp; inclusão &lt;br /&gt;
nos autos”. &lt;br /&gt;
&lt;br /&gt;
Assinale&amp;nbsp; a&amp;nbsp; alternativa&amp;nbsp; que&amp;nbsp; apresenta&amp;nbsp; a &lt;br /&gt;
classificação correta dos gêneros textuais. &lt;br /&gt;
a.&amp;nbsp; Anúncio, propaganda, editorial, ofício.&amp;nbsp; &lt;br /&gt;
b.&amp;nbsp; Propaganda, anúncio, ofício, editorial. &lt;br /&gt;
c.&amp;nbsp; Anúncio,&amp;nbsp; artigo&amp;nbsp; de&amp;nbsp; divulgação&amp;nbsp; científica, &lt;br /&gt;
ofício, editorial. &lt;br /&gt;
d.&amp;nbsp; Propaganda, carta, anúncio, editorial. &lt;br /&gt;
e.&amp;nbsp; Propaganda, carta, anúncio, ofício.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 15&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Observe o gráfico abaixo. &lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji49IoajmeTC5sgPKljj5bQdQAe5MBdpNz203xT1Y6zZSWDlL5tQPyamMDdkJ7pMh71ZoldGbzZih6HVVkZ9rMogYSv4B_m9H8u5NQ3VfGCxn7svpB7peIcX0_w4ky5Y_U7Kuzgbqlunrt/s1600/GRAFICO+I.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;252&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji49IoajmeTC5sgPKljj5bQdQAe5MBdpNz203xT1Y6zZSWDlL5tQPyamMDdkJ7pMh71ZoldGbzZih6HVVkZ9rMogYSv4B_m9H8u5NQ3VfGCxn7svpB7peIcX0_w4ky5Y_U7Kuzgbqlunrt/s320/GRAFICO+I.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;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
O Relatório Nacional de Acompanhamento dos &lt;br /&gt;
Objetivos&amp;nbsp; de&amp;nbsp; Desenvolvimento&amp;nbsp; do&amp;nbsp; Milênio &lt;br /&gt;
(2007),&amp;nbsp; publicado&amp;nbsp; pela&amp;nbsp; Presidência&amp;nbsp; da &lt;br /&gt;
República,&amp;nbsp; registra&amp;nbsp; os&amp;nbsp; casos&amp;nbsp; de&amp;nbsp; malária,&amp;nbsp; na &lt;br /&gt;
Amazônia Legal, de 1999 a 2006.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
Qual das alternativas abaixo indica uma leitura &lt;br /&gt;
correta do gráfico. &lt;br /&gt;
&lt;br /&gt;
a.&amp;nbsp; A&amp;nbsp; incidência&amp;nbsp; da&amp;nbsp; doença&amp;nbsp; caiu&amp;nbsp; de&amp;nbsp; 1999&amp;nbsp; a &lt;br /&gt;
2002, quando foram registrados menos de &lt;br /&gt;
100.000 casos. &lt;br /&gt;
b.&amp;nbsp; A maior incidência da doença ocorreu em &lt;br /&gt;
2005. &lt;br /&gt;
c.&amp;nbsp; A menor incidência da doença ocorreu em &lt;br /&gt;
2004. &lt;br /&gt;
d.&amp;nbsp; A&amp;nbsp; intensidade&amp;nbsp; de&amp;nbsp; transmissão&amp;nbsp; da&amp;nbsp; doença &lt;br /&gt;
aumentou&amp;nbsp; de&amp;nbsp; 2003&amp;nbsp; a&amp;nbsp; 2005,&amp;nbsp; mas&amp;nbsp; voltou&amp;nbsp; a &lt;br /&gt;
cair em 2006. &lt;br /&gt;
e.&amp;nbsp; A intensidade da doença foi a mesma em &lt;br /&gt;
2001 e 2005. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;HISTÓRIA&amp;nbsp;E GEOGRAFIA DE MATO GROSSO&lt;/strong&gt; &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 16&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Os&amp;nbsp; bandeirantes&amp;nbsp; paulistas&amp;nbsp; conquistaram&amp;nbsp; e &lt;br /&gt;
povoaram o território de Mato Grosso: &lt;br /&gt;
a.&amp;nbsp; no século XV. &lt;br /&gt;
b.&amp;nbsp; entre&amp;nbsp; 1492 e 1718. &lt;br /&gt;
c.&amp;nbsp; entre&amp;nbsp; 1492 e 1790. &lt;br /&gt;
d.&amp;nbsp; entre&amp;nbsp; 1673 e 1682. &lt;br /&gt;
e.&amp;nbsp; no final do século XX. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 17&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&amp;nbsp;A lei complementar nº 31, de 11 de outubro de &lt;br /&gt;
1977,&amp;nbsp; determinou&amp;nbsp; o&amp;nbsp; desmembramento&amp;nbsp; do &lt;br /&gt;
estado&amp;nbsp; de&amp;nbsp; Mato&amp;nbsp; Grosso&amp;nbsp; em&amp;nbsp; duas&amp;nbsp; unidades &lt;br /&gt;
federativas.&amp;nbsp; &lt;br /&gt;
Assinale&amp;nbsp; a&amp;nbsp; alternativa&amp;nbsp; correta&amp;nbsp; que&amp;nbsp; apresenta &lt;br /&gt;
uma das razões oficiais para o ato citado. &lt;br /&gt;
a.&amp;nbsp; As&amp;nbsp; constantes&amp;nbsp; manifestações&amp;nbsp; dos &lt;br /&gt;
trabalhadores rurais ligados ao Movimento &lt;br /&gt;
dos&amp;nbsp; Sem&amp;nbsp; Terra&amp;nbsp; (MST),&amp;nbsp; que&amp;nbsp; exigiam&amp;nbsp; a &lt;br /&gt;
imediata reforma agrária, preocupavam os &lt;br /&gt;
fazendeiros no extremo norte do Estado.&amp;nbsp; &lt;br /&gt;
b.&amp;nbsp; O&amp;nbsp; fortalecimento&amp;nbsp; da&amp;nbsp; aliança&amp;nbsp; entre&amp;nbsp; o &lt;br /&gt;
empresariado&amp;nbsp; e&amp;nbsp; a&amp;nbsp; classe&amp;nbsp; produtora&amp;nbsp; de &lt;br /&gt;
grãos. &lt;br /&gt;
c.&amp;nbsp; As&amp;nbsp; constantes&amp;nbsp; invasões&amp;nbsp; pelas &lt;br /&gt;
comunidades&amp;nbsp; indígenas&amp;nbsp; às&amp;nbsp; fazendas &lt;br /&gt;
situadas&amp;nbsp; nas&amp;nbsp; proximidades&amp;nbsp; do&amp;nbsp; Parque &lt;br /&gt;
Nacional&amp;nbsp; do&amp;nbsp; Xingu,&amp;nbsp; gerando&amp;nbsp; tensão &lt;br /&gt;
permanente com os colonos da região.&amp;nbsp; &lt;br /&gt;
d.&amp;nbsp; Intensificação da violenta disputa entre os &lt;br /&gt;
grupos&amp;nbsp; oligárquicos&amp;nbsp; pelo&amp;nbsp; controle&amp;nbsp; da&amp;nbsp; vida &lt;br /&gt;
política local. &lt;br /&gt;
e.&amp;nbsp; A reorganização do espaço geográfico era &lt;br /&gt;
fundamental,&amp;nbsp; a&amp;nbsp; fim&amp;nbsp; de&amp;nbsp; possibilitar&amp;nbsp; melhor &lt;br /&gt;
administração&amp;nbsp; e&amp;nbsp; exploração&amp;nbsp; econômica, &lt;br /&gt;
pois&amp;nbsp; o&amp;nbsp; Estado&amp;nbsp; apresentava&amp;nbsp; uma&amp;nbsp; extensa &lt;br /&gt;
área&amp;nbsp; e&amp;nbsp; grande&amp;nbsp; diversidade&amp;nbsp; ecológica&amp;nbsp; e &lt;br /&gt;
econômica. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 18&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
O&amp;nbsp; processo&amp;nbsp; de&amp;nbsp; colonização&amp;nbsp; do estado de&amp;nbsp; Mato &lt;br /&gt;
Grosso se fortaleceu a partir: &lt;br /&gt;
a.&amp;nbsp; da regulamentação da posse da terra. &lt;br /&gt;
b.&amp;nbsp; da implantação de rodovias e ferrovias no &lt;br /&gt;
Estado. &lt;br /&gt;
c.&amp;nbsp; da&amp;nbsp; década&amp;nbsp; de&amp;nbsp; 1970,&amp;nbsp; com&amp;nbsp; a&amp;nbsp; implantação &lt;br /&gt;
dos projetos oficiais de colonização. &lt;br /&gt;
d.&amp;nbsp; do&amp;nbsp; plano&amp;nbsp; de&amp;nbsp; metas,&amp;nbsp; a&amp;nbsp; fim&amp;nbsp; de&amp;nbsp; possibilitar &lt;br /&gt;
melhor&amp;nbsp; administração&amp;nbsp; e&amp;nbsp; exploração &lt;br /&gt;
econômica. &lt;br /&gt;
e.&amp;nbsp; da&amp;nbsp; proposta&amp;nbsp; de&amp;nbsp; desenvolvimento &lt;br /&gt;
sustentável e equidade social. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 19&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Sobre&amp;nbsp; as&amp;nbsp; eleições&amp;nbsp; em&amp;nbsp; Mato&amp;nbsp; Grosso,&amp;nbsp; durante&amp;nbsp; a &lt;br /&gt;
Primeira&amp;nbsp; República&amp;nbsp; (1889-1930),&amp;nbsp; assinale&amp;nbsp; a &lt;br /&gt;
alternativa correta. &lt;br /&gt;
a.&amp;nbsp; As&amp;nbsp; eleições&amp;nbsp; eram&amp;nbsp; acompanhadas&amp;nbsp; pelo &lt;br /&gt;
Tribunal Regional Eleitoral, o que impedia &lt;br /&gt;
fraude. &lt;br /&gt;
b.&amp;nbsp; A força do movimento operário garantiu a &lt;br /&gt;
eleição&amp;nbsp; de&amp;nbsp; candidatos,&amp;nbsp; representando&amp;nbsp; as &lt;br /&gt;
diferentes categorias de trabalhadores. &lt;br /&gt;
c.&amp;nbsp; O&amp;nbsp; voto&amp;nbsp; no&amp;nbsp; Estado&amp;nbsp; era&amp;nbsp; controlado&amp;nbsp; pelos &lt;br /&gt;
coronéis,&amp;nbsp; geralmente&amp;nbsp; proprietários&amp;nbsp; de &lt;br /&gt;
terra. &lt;br /&gt;
d.&amp;nbsp; As&amp;nbsp; eleições&amp;nbsp; transcorriam&amp;nbsp; em&amp;nbsp; perfeita &lt;br /&gt;
ordem,&amp;nbsp; garantindo&amp;nbsp; a&amp;nbsp; independência&amp;nbsp; do &lt;br /&gt;
voto. &lt;br /&gt;
e.&amp;nbsp; A&amp;nbsp; ausência&amp;nbsp; de&amp;nbsp; violência&amp;nbsp; durante&amp;nbsp; as &lt;br /&gt;
eleições&amp;nbsp; permitia&amp;nbsp; a&amp;nbsp; livre&amp;nbsp; manifestação&amp;nbsp; do &lt;br /&gt;
eleitor durante o pleito. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 20&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
O estado de Mato Grosso, localizado na região &lt;br /&gt;
centro-oeste, faz limites com os estados de:&amp;nbsp; &lt;br /&gt;
a.&amp;nbsp; MS, SP, PA, SC, MA. &lt;br /&gt;
b.&amp;nbsp; PR, MS, RS, GO. &lt;br /&gt;
c.&amp;nbsp; MS, GO,TO, PA, AM, RO. &lt;br /&gt;
d.&amp;nbsp; AC, PA, MS, BA, RR, AP. &lt;br /&gt;
e.&amp;nbsp; GO, PA, AC,TO, MS. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 21&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
A&amp;nbsp; modernização&amp;nbsp; da&amp;nbsp; agricultura&amp;nbsp; no&amp;nbsp; estado&amp;nbsp; de &lt;br /&gt;
Mato&amp;nbsp; Grosso&amp;nbsp; se&amp;nbsp; dá&amp;nbsp; através&amp;nbsp; da&amp;nbsp; relação&amp;nbsp; entre &lt;br /&gt;
mecanização e apropriação do relevo em áreas &lt;br /&gt;
de cerrado. É característica dessa relação: &lt;br /&gt;
a.&amp;nbsp; a&amp;nbsp; destruição&amp;nbsp; das&amp;nbsp; veredas&amp;nbsp; destinadas&amp;nbsp; às &lt;br /&gt;
policultura. &lt;br /&gt;
b.&amp;nbsp; o&amp;nbsp; desenvolvimento&amp;nbsp; da&amp;nbsp; monocultura&amp;nbsp; em &lt;br /&gt;
vastas áreas de topografia plana. &lt;br /&gt;
c.&amp;nbsp; a&amp;nbsp; drenagem&amp;nbsp; dos&amp;nbsp; solos&amp;nbsp; hidromorfizados &lt;br /&gt;
para atividade pecuária. &lt;br /&gt;
d.&amp;nbsp; o&amp;nbsp; uso&amp;nbsp; de&amp;nbsp; solos&amp;nbsp; em&amp;nbsp; áreas&amp;nbsp; de&amp;nbsp; declividade &lt;br /&gt;
acentuada para rotação de cultura. &lt;br /&gt;
e.&amp;nbsp; a compactação dos solos e a preservação &lt;br /&gt;
ambiental. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 22&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Considerando&amp;nbsp; as&amp;nbsp; características&amp;nbsp; climáticas&amp;nbsp; do &lt;br /&gt;
estado de Mato Grosso, é correto afirmar que o &lt;br /&gt;
clima é: &lt;br /&gt;
a.&amp;nbsp; equatorial úmido. &lt;br /&gt;
b.&amp;nbsp; subtropical úmido. &lt;br /&gt;
c.&amp;nbsp; litorâneo com ventos alísios. &lt;br /&gt;
d.&amp;nbsp; tropical seco-úmido. &lt;br /&gt;
e.&amp;nbsp; equatorial semi-árido. &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;&amp;nbsp;COMPLEMENTARES &lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 23&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Com relação aos princípios a serem obedecidos &lt;br /&gt;
pela&amp;nbsp; Administração&amp;nbsp; Pública,&amp;nbsp; um&amp;nbsp; exige &lt;br /&gt;
resultados&amp;nbsp; positivos&amp;nbsp; para&amp;nbsp; o&amp;nbsp; serviço&amp;nbsp; público&amp;nbsp; e &lt;br /&gt;
satisfatório&amp;nbsp; atendimento&amp;nbsp; às&amp;nbsp; necessidades&amp;nbsp; da &lt;br /&gt;
comunidade e de seus membros. &lt;br /&gt;
Este&amp;nbsp; verdadeiro&amp;nbsp; dever&amp;nbsp; da&amp;nbsp; boa&amp;nbsp; administração &lt;br /&gt;
constitui o princípio da: &lt;br /&gt;
a.&amp;nbsp; impessoalidade. &lt;br /&gt;
b.&amp;nbsp; moralidade. &lt;br /&gt;
c.&amp;nbsp; eficiência. &lt;br /&gt;
d.&amp;nbsp; publicidade. &lt;br /&gt;
e.&amp;nbsp; legalidade. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 24&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Sobre&amp;nbsp; o&amp;nbsp; provimento&amp;nbsp; de&amp;nbsp; cargo&amp;nbsp; no&amp;nbsp; serviço &lt;br /&gt;
público, assinale a alternativa correta. &lt;br /&gt;
a.&amp;nbsp; Provimento&amp;nbsp; é o&amp;nbsp; ato&amp;nbsp; pelo&amp;nbsp; qual&amp;nbsp; se&amp;nbsp; efetua a &lt;br /&gt;
ascensão do titular do cargo público. &lt;br /&gt;
b.&amp;nbsp; Provimento&amp;nbsp; originário&amp;nbsp; é&amp;nbsp; o&amp;nbsp; que&amp;nbsp; se&amp;nbsp; faz &lt;br /&gt;
através&amp;nbsp; da&amp;nbsp; nomeação,&amp;nbsp; que&amp;nbsp; pressupõe&amp;nbsp; a &lt;br /&gt;
inexistência&amp;nbsp; de&amp;nbsp; vinculação&amp;nbsp; entre&amp;nbsp; a &lt;br /&gt;
situação de serviço anterior do nomeado e &lt;br /&gt;
o preenchimento do cargo. &lt;br /&gt;
c.&amp;nbsp; Provimento&amp;nbsp; por&amp;nbsp; derivação&amp;nbsp; vertical&amp;nbsp; é&amp;nbsp; a &lt;br /&gt;
passagem&amp;nbsp; de&amp;nbsp; um&amp;nbsp; cargo&amp;nbsp; para&amp;nbsp; outro,&amp;nbsp; com &lt;br /&gt;
elevação&amp;nbsp; hierárquica,&amp;nbsp; mesmo&amp;nbsp; que&amp;nbsp; em &lt;br /&gt;
outra carreira. &lt;br /&gt;
d.&amp;nbsp; Provimento&amp;nbsp; sem&amp;nbsp; elevação&amp;nbsp; funcional,&amp;nbsp; mas &lt;br /&gt;
com&amp;nbsp; elevação&amp;nbsp; hierárquica&amp;nbsp; e&amp;nbsp; de&amp;nbsp; grau,&amp;nbsp; é &lt;br /&gt;
denominado de transferência. &lt;br /&gt;
e.&amp;nbsp; Provimento&amp;nbsp; derivado&amp;nbsp; é&amp;nbsp; o&amp;nbsp; que&amp;nbsp; se&amp;nbsp; faz &lt;br /&gt;
através&amp;nbsp; da&amp;nbsp; nomeação,&amp;nbsp; que&amp;nbsp; pressupõe&amp;nbsp; a &lt;br /&gt;
inexistência&amp;nbsp; de&amp;nbsp; vinculação&amp;nbsp; entre&amp;nbsp; a &lt;br /&gt;
situação de serviço anterior do nomeado e &lt;br /&gt;
o preenchimento do cargo. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 25&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
No tocante ao servidor público, compreende-se &lt;br /&gt;
reversão como: &lt;br /&gt;
a.&amp;nbsp; a&amp;nbsp; recondução&amp;nbsp; do&amp;nbsp; servidor&amp;nbsp; ao&amp;nbsp; mesmo &lt;br /&gt;
cargo&amp;nbsp; de&amp;nbsp; que&amp;nbsp; fora&amp;nbsp; demitido,&amp;nbsp; com&amp;nbsp; o &lt;br /&gt;
pagamento&amp;nbsp; integral&amp;nbsp; dos&amp;nbsp; vencimentos&amp;nbsp; e &lt;br /&gt;
vantagens&amp;nbsp; do&amp;nbsp; tempo&amp;nbsp; em&amp;nbsp; que&amp;nbsp; esteve &lt;br /&gt;
afastado,&amp;nbsp; uma&amp;nbsp; vez&amp;nbsp; reconhecida&amp;nbsp; a &lt;br /&gt;
ilegalidade&amp;nbsp; da&amp;nbsp; demissão&amp;nbsp; em&amp;nbsp; decisão &lt;br /&gt;
judicial ou administrativa. &lt;br /&gt;
b.&amp;nbsp; o&amp;nbsp; ato&amp;nbsp; administrativo&amp;nbsp; através&amp;nbsp; do&amp;nbsp; qual&amp;nbsp; o &lt;br /&gt;
servidor&amp;nbsp; é&amp;nbsp; destituído&amp;nbsp; do&amp;nbsp; cargo,&amp;nbsp; emprego &lt;br /&gt;
ou função. &lt;br /&gt;
c.&amp;nbsp; o retorno do inativo ao serviço, em face de &lt;br /&gt;
cessação&amp;nbsp; dos&amp;nbsp; motivos&amp;nbsp; que&amp;nbsp; autorizaram&amp;nbsp; a &lt;br /&gt;
aposentadoria por invalidez. &lt;br /&gt;
d.&amp;nbsp; o&amp;nbsp; retorno&amp;nbsp; obrigatório&amp;nbsp; à&amp;nbsp; atividade&amp;nbsp; do &lt;br /&gt;
servidor&amp;nbsp; em&amp;nbsp; disponibilidade,&amp;nbsp; em&amp;nbsp; cargo&amp;nbsp; de &lt;br /&gt;
atribuições&amp;nbsp; e&amp;nbsp; remuneração&amp;nbsp; compatíveis &lt;br /&gt;
com o anteriormente ocupado. &lt;br /&gt;
e.&amp;nbsp; a&amp;nbsp; investidura&amp;nbsp; do&amp;nbsp; servidor&amp;nbsp; em&amp;nbsp; cargo&amp;nbsp; de &lt;br /&gt;
atribuições&amp;nbsp; e&amp;nbsp; responsabilidades &lt;br /&gt;
compatíveis&amp;nbsp; com&amp;nbsp; a&amp;nbsp; limitação&amp;nbsp; que&amp;nbsp; tenha &lt;br /&gt;
sofrido&amp;nbsp; em&amp;nbsp; sua&amp;nbsp; capacidade&amp;nbsp; física&amp;nbsp; ou &lt;br /&gt;
mental verificada em inspeção médica. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 26&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Quanto&amp;nbsp; às&amp;nbsp; competências&amp;nbsp; estabelecidas&amp;nbsp; na &lt;br /&gt;
Constituição&amp;nbsp; Federal,&amp;nbsp; assinale&amp;nbsp; a&amp;nbsp; alternativa &lt;br /&gt;
incorreta. &lt;br /&gt;
a.&amp;nbsp; No&amp;nbsp; âmbito&amp;nbsp; da&amp;nbsp; legislação&amp;nbsp; concorrente,&amp;nbsp; a &lt;br /&gt;
competência&amp;nbsp; da&amp;nbsp; União&amp;nbsp; limitar-se-á&amp;nbsp; a &lt;br /&gt;
estabelecer normas gerais. &lt;br /&gt;
b.&amp;nbsp; A&amp;nbsp; competência&amp;nbsp; da&amp;nbsp; União&amp;nbsp; para&amp;nbsp; legislar &lt;br /&gt;
sobre&amp;nbsp; normas&amp;nbsp; gerais&amp;nbsp; não&amp;nbsp; exclui&amp;nbsp; a &lt;br /&gt;
competência suplementar dos Estados. &lt;br /&gt;
c.&amp;nbsp; Não&amp;nbsp; existindo&amp;nbsp; lei&amp;nbsp; federal&amp;nbsp; sobre&amp;nbsp; normas &lt;br /&gt;
gerais,&amp;nbsp; os&amp;nbsp; Estados&amp;nbsp; exercerão&amp;nbsp; a &lt;br /&gt;
competência&amp;nbsp; legislativa&amp;nbsp; plena&amp;nbsp; para &lt;br /&gt;
atender suas peculiaridades. &lt;br /&gt;
d.&amp;nbsp; A&amp;nbsp; superveniência&amp;nbsp; de&amp;nbsp; lei&amp;nbsp; federal&amp;nbsp; sobre &lt;br /&gt;
normas&amp;nbsp; gerais&amp;nbsp; suspende&amp;nbsp; a&amp;nbsp; eficácia&amp;nbsp; da&amp;nbsp; lei &lt;br /&gt;
estadual no que lhe for contrário. &lt;br /&gt;
e.&amp;nbsp; A&amp;nbsp; Constituição&amp;nbsp; Federal&amp;nbsp; não&amp;nbsp; prevê&amp;nbsp; as &lt;br /&gt;
normas&amp;nbsp; de&amp;nbsp; Direito&amp;nbsp; Tributário&amp;nbsp; como &lt;br /&gt;
pertencendo&amp;nbsp; ao&amp;nbsp; âmbito&amp;nbsp; da&amp;nbsp; legislação &lt;br /&gt;
concorrente. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 27&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Nos&amp;nbsp; últimos dois anos do período&amp;nbsp; presidencial, &lt;br /&gt;
vagando&amp;nbsp; os&amp;nbsp; cargos&amp;nbsp; de&amp;nbsp; Presidente&amp;nbsp; e&amp;nbsp; Vice-Presidente da República, será tomada que tipo &lt;br /&gt;
de providência? &lt;br /&gt;
a.&amp;nbsp; Far-se-á nova eleição direta, noventa dias &lt;br /&gt;
depois de aberta a última vaga. &lt;br /&gt;
b.&amp;nbsp; Serão&amp;nbsp; sucessivamente&amp;nbsp; chamados,&amp;nbsp; ao &lt;br /&gt;
exercício&amp;nbsp; da Presidência,&amp;nbsp; o Presidente do &lt;br /&gt;
Senado Federal, o Presidente da Câmara &lt;br /&gt;
dos&amp;nbsp; Deputados&amp;nbsp; e&amp;nbsp; o&amp;nbsp; do&amp;nbsp; Supremo&amp;nbsp; Tribunal &lt;br /&gt;
Federal. &lt;br /&gt;
c.&amp;nbsp; Será&amp;nbsp; chamado,&amp;nbsp; ao&amp;nbsp; exercício&amp;nbsp; da &lt;br /&gt;
Presidência,&amp;nbsp; o&amp;nbsp; Ministro&amp;nbsp; da&amp;nbsp; Justiça,&amp;nbsp; que &lt;br /&gt;
convocará eleição indireta. &lt;br /&gt;
d.&amp;nbsp; Far-se-á nova eleição direta, cento e vinte &lt;br /&gt;
dias após a abertura da última vaga. &lt;br /&gt;
e.&amp;nbsp; A&amp;nbsp; eleição,&amp;nbsp; para&amp;nbsp; ambos&amp;nbsp; os&amp;nbsp; cargos,&amp;nbsp; será &lt;br /&gt;
feita&amp;nbsp; trinta&amp;nbsp; dias&amp;nbsp; depois&amp;nbsp; da&amp;nbsp; abertura&amp;nbsp; da &lt;br /&gt;
última vaga pelo Congresso Nacional. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 28&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
No&amp;nbsp; que&amp;nbsp; se&amp;nbsp; refere&amp;nbsp; à&amp;nbsp; organização&amp;nbsp; do&amp;nbsp; Estado &lt;br /&gt;
Federal&amp;nbsp; Brasileiro,&amp;nbsp; a&amp;nbsp; Constituição&amp;nbsp; Federal &lt;br /&gt;
estabelece que compete privativamente à União &lt;br /&gt;
legislar, entre outras matérias, sobre:&amp;nbsp; &lt;br /&gt;
a.&amp;nbsp; os sistemas de consórcios e sorteios. &lt;br /&gt;
b.&amp;nbsp; as juntas comerciais. &lt;br /&gt;
c.&amp;nbsp; a educação, cultura, ensino e desporto. &lt;br /&gt;
d.&amp;nbsp; os procedimentos em matéria processual. &lt;br /&gt;
e.&amp;nbsp; a assistência jurídica e defensoria pública. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 29&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
O&amp;nbsp; mandado&amp;nbsp; de&amp;nbsp; injunção&amp;nbsp; é&amp;nbsp; conferido&amp;nbsp; aos &lt;br /&gt;
indivíduos para que os referidos: &lt;br /&gt;
a.&amp;nbsp; se defendam de atos ilegais ou praticados &lt;br /&gt;
com abuso de poder, cabendo contra atos &lt;br /&gt;
discricionários e vinculados. &lt;br /&gt;
b.&amp;nbsp; possam&amp;nbsp; suprir&amp;nbsp; uma&amp;nbsp; omissão&amp;nbsp; de&amp;nbsp; Poder &lt;br /&gt;
Público, no intuito de viabilizar o exercício &lt;br /&gt;
de&amp;nbsp; um&amp;nbsp; direito&amp;nbsp; ou&amp;nbsp; prerrogativa&amp;nbsp; prevista&amp;nbsp; na &lt;br /&gt;
Constituição Federal. &lt;br /&gt;
c.&amp;nbsp; tenham&amp;nbsp; acesso&amp;nbsp; às&amp;nbsp; informações&amp;nbsp; que&amp;nbsp; o &lt;br /&gt;
Poder&amp;nbsp; Público&amp;nbsp; ou&amp;nbsp; entidades&amp;nbsp; de&amp;nbsp; caráter &lt;br /&gt;
público possuam a seu respeito. &lt;br /&gt;
d.&amp;nbsp; obtenham&amp;nbsp; as&amp;nbsp; garantias&amp;nbsp; relacionadas&amp;nbsp; à &lt;br /&gt;
liberdade&amp;nbsp; de&amp;nbsp; locomoção,&amp;nbsp; ainda&amp;nbsp; ou &lt;br /&gt;
afetadas apenas de modo reflexo, indireto &lt;br /&gt;
ou oblíquo. &lt;br /&gt;
e.&amp;nbsp; tenham&amp;nbsp; condições&amp;nbsp; de&amp;nbsp; dar&amp;nbsp; notícia de fatos &lt;br /&gt;
ilegais ou abusivos ao Poder Público, para &lt;br /&gt;
que&amp;nbsp; estes&amp;nbsp; providenciem&amp;nbsp; as&amp;nbsp; medidas &lt;br /&gt;
adequadas. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 30&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Compete concorrentemente à União, Estados e &lt;br /&gt;
Distrito Federal: &lt;br /&gt;
a.&amp;nbsp; legislar&amp;nbsp; sobre&amp;nbsp; a&amp;nbsp; proteção&amp;nbsp; ao&amp;nbsp; patrimônio &lt;br /&gt;
turístico e paisagístico. &lt;br /&gt;
b.&amp;nbsp; fomentar a produção agropecuária. &lt;br /&gt;
c.&amp;nbsp; proteger&amp;nbsp; o&amp;nbsp; meio&amp;nbsp; ambiente&amp;nbsp; e&amp;nbsp; combater&amp;nbsp; a &lt;br /&gt;
poluição em qualquer de suas formas. &lt;br /&gt;
d.&amp;nbsp; instituir&amp;nbsp; diretrizes&amp;nbsp; para&amp;nbsp; o&amp;nbsp; desenvolvimento &lt;br /&gt;
urbano,&amp;nbsp; inclusive&amp;nbsp; habitação,&amp;nbsp; saneamento &lt;br /&gt;
básico. &lt;br /&gt;
e.&amp;nbsp; promover,&amp;nbsp; no&amp;nbsp; que&amp;nbsp; couber&amp;nbsp; adequado &lt;br /&gt;
ordenamento&amp;nbsp; territorial,&amp;nbsp; mediante &lt;br /&gt;
planejamento&amp;nbsp; e&amp;nbsp; controle&amp;nbsp; de&amp;nbsp; uso,&amp;nbsp; do &lt;br /&gt;
parcelamento&amp;nbsp; e&amp;nbsp; da&amp;nbsp; ocupação&amp;nbsp; do&amp;nbsp; solo &lt;br /&gt;
urbano. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;CONHECIMENTOS ESPECÍFICOS &lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 31&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
A&amp;nbsp; água&amp;nbsp; pura,&amp;nbsp; o&amp;nbsp; ácido&amp;nbsp; clorídrico&amp;nbsp; puro&amp;nbsp; (HCl)&amp;nbsp; e&amp;nbsp; o &lt;br /&gt;
ácido&amp;nbsp; acético&amp;nbsp; puro&amp;nbsp; (CH3COOH)&amp;nbsp; são&amp;nbsp; maus &lt;br /&gt;
condutores&amp;nbsp; de&amp;nbsp; corrente&amp;nbsp; elétrica.&amp;nbsp; Porém,&amp;nbsp; esses &lt;br /&gt;
ácidos&amp;nbsp; em&amp;nbsp; solução&amp;nbsp; aquosa&amp;nbsp; são&amp;nbsp; condutores&amp;nbsp; de &lt;br /&gt;
eletricidade. &lt;br /&gt;
Uma&amp;nbsp; solução&amp;nbsp; aquosa&amp;nbsp; diluída&amp;nbsp; de&amp;nbsp; HCl&amp;nbsp; conduz&amp;nbsp; a &lt;br /&gt;
corrente elétrica melhor que a de ácido acético &lt;br /&gt;
em solução porque: &lt;br /&gt;
a.&amp;nbsp; tanto o HCl quanto o CH3COOH em água &lt;br /&gt;
produzem&amp;nbsp; íons,&amp;nbsp; sendo&amp;nbsp; que&amp;nbsp; o&amp;nbsp; grau&amp;nbsp; de &lt;br /&gt;
ionização de ambas são iguais. &lt;br /&gt;
b.&amp;nbsp; o HCl, um ácido forte, em solução aquosa, &lt;br /&gt;
encontra-se&amp;nbsp; praticamente&amp;nbsp; totalmente &lt;br /&gt;
dissociado em íons H3O+ e Cl-&amp;nbsp; e tem grau &lt;br /&gt;
de&amp;nbsp; ionização&amp;nbsp; maior&amp;nbsp; que&amp;nbsp; o&amp;nbsp; de&amp;nbsp; CH3COOH, &lt;br /&gt;
um ácido fraco. &lt;br /&gt;
c.&amp;nbsp; o&amp;nbsp; CH3COOH,&amp;nbsp; um&amp;nbsp; ácido&amp;nbsp; forte,&amp;nbsp; em&amp;nbsp; solução &lt;br /&gt;
aquosa,&amp;nbsp; encontra-se&amp;nbsp; praticamente&amp;nbsp; e &lt;br /&gt;
totalmente&amp;nbsp; dissociado&amp;nbsp; em&amp;nbsp; íons&amp;nbsp; H+&amp;nbsp; e &lt;br /&gt;
acetato e tem grau de ionização maior que &lt;br /&gt;
o de HCl, pois tem maior quantidade de H &lt;br /&gt;
em sua molécula. &lt;br /&gt;
d.&amp;nbsp; o HCl, um ácido fraco, encontra-se&amp;nbsp; pouco &lt;br /&gt;
dissociado em íons H3O+ e Cl-&amp;nbsp; e tem grau &lt;br /&gt;
de ionização maior que o de CH3COOH. &lt;br /&gt;
e.&amp;nbsp; a&amp;nbsp; porcentagem&amp;nbsp; de&amp;nbsp; ionização&amp;nbsp; do&amp;nbsp; HCl&amp;nbsp; é &lt;br /&gt;
menor&amp;nbsp; que&amp;nbsp; o de&amp;nbsp; CH3COOH&amp;nbsp; e&amp;nbsp; ambos&amp;nbsp; são &lt;br /&gt;
ácidos fracos. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 32&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
O&amp;nbsp; estudo&amp;nbsp; da&amp;nbsp; Lei&amp;nbsp; Periódica&amp;nbsp; permite&amp;nbsp; que&amp;nbsp; sejam &lt;br /&gt;
estudadas as principais propriedades periódicas &lt;br /&gt;
dos elementos químicos. &lt;br /&gt;
Dados:&amp;nbsp; A=&amp;nbsp; massa&amp;nbsp; atômica;&amp;nbsp; d=&amp;nbsp; densidade&amp;nbsp; em &lt;br /&gt;
g∙cm-3 &lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; B &lt;br /&gt;
A=10,8 &lt;br /&gt;
d=2,47 &lt;br /&gt;
&lt;br /&gt;Mg &lt;br /&gt;
A=24,3 &lt;br /&gt;
d=1,74 &lt;br /&gt;
&lt;br /&gt;
Al &lt;br /&gt;
A=? &lt;br /&gt;
d=? &lt;br /&gt;
&lt;br /&gt;
Si &lt;br /&gt;
A=28,1 &lt;br /&gt;
d=2,33 &lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; Ga &lt;br /&gt;
A=69,7 &lt;br /&gt;
d=5,91 &lt;br /&gt;
&lt;br /&gt;Considerando&amp;nbsp; a&amp;nbsp; capacidade&amp;nbsp; de&amp;nbsp; predição&amp;nbsp; da &lt;br /&gt;
Tabela&amp;nbsp; Periódica&amp;nbsp; e&amp;nbsp; dado o&amp;nbsp; trecho&amp;nbsp; dela, afirma-se&amp;nbsp; corretamente&amp;nbsp; que&amp;nbsp; a&amp;nbsp; massa&amp;nbsp; atômica&amp;nbsp; e&amp;nbsp; a &lt;br /&gt;
densidade&amp;nbsp; mais&amp;nbsp; prováveis&amp;nbsp; do&amp;nbsp; alumínio&amp;nbsp; são, &lt;br /&gt;
respectivamente: &lt;br /&gt;
&lt;br /&gt;a.&amp;nbsp; 19,0 e 0,53. &lt;br /&gt;
b.&amp;nbsp; 20,2 e 0,97. &lt;br /&gt;
c.&amp;nbsp; 27,0 e 2,70. &lt;br /&gt;
d.&amp;nbsp; 39,1 e 3,59. &lt;br /&gt;
e.&amp;nbsp; 58,7 e 5,00. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 33&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
É&amp;nbsp; provável&amp;nbsp; que&amp;nbsp; muitos&amp;nbsp; alunos&amp;nbsp; conheçam&amp;nbsp; a &lt;br /&gt;
clássica questão: “o que pesa mais, um quilo de &lt;br /&gt;
chumbo ou um quilo de algodão?” Na verdade, &lt;br /&gt;
eles&amp;nbsp; têm&amp;nbsp; a&amp;nbsp; mesma&amp;nbsp; massa,&amp;nbsp; porém,&amp;nbsp; os&amp;nbsp; volumes &lt;br /&gt;
que ocupam é que são diferentes. &lt;br /&gt;
&amp;nbsp;A&amp;nbsp; propriedade&amp;nbsp; dessas&amp;nbsp; matérias&amp;nbsp; em&amp;nbsp; que&amp;nbsp; o &lt;br /&gt;
chumbo&amp;nbsp; tem&amp;nbsp; a&amp;nbsp; sua&amp;nbsp; massa&amp;nbsp; contida&amp;nbsp; em&amp;nbsp; um &lt;br /&gt;
pequeno&amp;nbsp; volume,&amp;nbsp; enquanto&amp;nbsp; o algodão&amp;nbsp; tem&amp;nbsp; sua &lt;br /&gt;
massa ocupando um grande volume, é definida &lt;br /&gt;
pela(o): &lt;br /&gt;
a.&amp;nbsp; solubilidade. &lt;br /&gt;
b.&amp;nbsp; potencial de ionização. &lt;br /&gt;
c.&amp;nbsp; polaridade. &lt;br /&gt;
d.&amp;nbsp; concentração. &lt;br /&gt;
e.&amp;nbsp; densidade. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 34&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Certo&amp;nbsp; composto&amp;nbsp; tem&amp;nbsp; sido&amp;nbsp; indicado&amp;nbsp; como&amp;nbsp; o &lt;br /&gt;
combustível&amp;nbsp; do&amp;nbsp; futuro&amp;nbsp; pelas&amp;nbsp; suas &lt;br /&gt;
características:&amp;nbsp; é abundante&amp;nbsp; em&amp;nbsp; compostos&amp;nbsp; na &lt;br /&gt;
terra,&amp;nbsp; queima&amp;nbsp; sem&amp;nbsp; poluir&amp;nbsp; o&amp;nbsp; ar&amp;nbsp; ou&amp;nbsp; contribuir &lt;br /&gt;
significativamente para o efeito estufa, porque o &lt;br /&gt;
único produto da combustão é a água.&amp;nbsp; &lt;br /&gt;
Este enunciado caracteriza: &lt;br /&gt;
a.&amp;nbsp; gás natural. &lt;br /&gt;
b.&amp;nbsp; gasolina. &lt;br /&gt;
c.&amp;nbsp; querosene. &lt;br /&gt;
d.&amp;nbsp; carvão. &lt;br /&gt;
e.&amp;nbsp; hidrogênio. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 35&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Assinale&amp;nbsp; a&amp;nbsp; alternativa&amp;nbsp; que&amp;nbsp; contém&amp;nbsp; a &lt;br /&gt;
identificação&amp;nbsp; correta&amp;nbsp; da&amp;nbsp; função&amp;nbsp; do&amp;nbsp; composto &lt;br /&gt;
orgânico e seu nome sistemático. &lt;br /&gt;
a.&amp;nbsp; CH3CHO: aldeído, etanal. &lt;br /&gt;
b.&amp;nbsp; CH3COOH: éster, etanoato de etila. &lt;br /&gt;
c.&amp;nbsp; CH3COCH3: ácido, ácido propanóico. &lt;br /&gt;
d.&amp;nbsp; CH3NH2: amida, metilamida. &lt;br /&gt;
e.&amp;nbsp; CH3OCH3: éter, etil-metil-éter. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 36&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
Uma pesquisa foi realizada no centro de Cuiabá &lt;br /&gt;
a fim de verificar quantas pessoas assistem às &lt;br /&gt;
novelas&amp;nbsp; da&amp;nbsp; TV&amp;nbsp; Globo:&amp;nbsp; Cama&amp;nbsp; de&amp;nbsp; Gato&amp;nbsp; (C.G), &lt;br /&gt;
Caras&amp;nbsp; e&amp;nbsp; Bocas&amp;nbsp; (C.B)&amp;nbsp; e&amp;nbsp; Viver&amp;nbsp; a&amp;nbsp; Vida&amp;nbsp; (V.V). &lt;br /&gt;
Observe o resultado no quadro abaixo. &lt;br /&gt;
&lt;br /&gt;
Novelas&amp;nbsp; Pessoas &lt;br /&gt;
C.G&amp;nbsp; 300 &lt;br /&gt;
C.C&amp;nbsp; 240 &lt;br /&gt;
V.V&amp;nbsp; 410 &lt;br /&gt;
C. G e C.C&amp;nbsp; 120 &lt;br /&gt;
C. G e V.V&amp;nbsp; 90 &lt;br /&gt;
C. C e V.V&amp;nbsp; 70 &lt;br /&gt;
C. G, C. C e V.V&amp;nbsp; 30 &lt;br /&gt;
Nenhuma&amp;nbsp; 50 &lt;br /&gt;
&lt;br /&gt;
Quantas pessoas fizeram parte da pesquisa no &lt;br /&gt;
total? &lt;br /&gt;
&lt;br /&gt;
a.&amp;nbsp; 530. &lt;br /&gt;
b.&amp;nbsp; 750. &lt;br /&gt;
c.&amp;nbsp; 1310. &lt;br /&gt;
d.&amp;nbsp; 1040. &lt;br /&gt;
e.&amp;nbsp; 1000. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 37&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Do&amp;nbsp; total de&amp;nbsp; participantes&amp;nbsp; de&amp;nbsp; uma&amp;nbsp; maratona em &lt;br /&gt;
Cuiabá, 1/3 veio do estado de Mato Grosso do &lt;br /&gt;
Sul,&amp;nbsp; 1/7&amp;nbsp; veio&amp;nbsp; do&amp;nbsp; estado&amp;nbsp; de&amp;nbsp; Goiás&amp;nbsp; e&amp;nbsp; os&amp;nbsp; demais &lt;br /&gt;
participantes&amp;nbsp; residiam&amp;nbsp; em&amp;nbsp; Cuiabá&amp;nbsp; e&amp;nbsp; em &lt;br /&gt;
diferentes&amp;nbsp; municípios&amp;nbsp; do&amp;nbsp; estado&amp;nbsp; de&amp;nbsp; Mato &lt;br /&gt;
Grosso.&amp;nbsp; &lt;br /&gt;
Sabendo-se&amp;nbsp; que&amp;nbsp; nesta&amp;nbsp; maratona&amp;nbsp; haviam&amp;nbsp; 420 &lt;br /&gt;
participantes, assinale a alternativa correta. &lt;br /&gt;
a.&amp;nbsp; 50%&amp;nbsp; dos&amp;nbsp; participantes&amp;nbsp; da&amp;nbsp; maratona &lt;br /&gt;
vieram de outros Estados. &lt;br /&gt;
b.&amp;nbsp; 1/10 dos participantes da maratona vieram &lt;br /&gt;
dos estados de GO e MS. &lt;br /&gt;
c.&amp;nbsp; 10/23&amp;nbsp; dos&amp;nbsp; participantes&amp;nbsp; vieram&amp;nbsp; de&amp;nbsp; GO&amp;nbsp; e &lt;br /&gt;
MS. &lt;br /&gt;
d.&amp;nbsp; Na&amp;nbsp; maratona&amp;nbsp; haviam&amp;nbsp; 220&amp;nbsp; participantes &lt;br /&gt;
mato-grossenses. &lt;br /&gt;
e.&amp;nbsp; 240 participantes da maratona residiam no &lt;br /&gt;
estado de MT. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 38&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Resolva&amp;nbsp; cada&amp;nbsp; uma&amp;nbsp; das&amp;nbsp; questões&amp;nbsp; indicadas.&amp;nbsp; A &lt;br /&gt;
seguir,&amp;nbsp; substitua&amp;nbsp; pelos&amp;nbsp; valores&amp;nbsp; que&amp;nbsp; você &lt;br /&gt;
encontrou&amp;nbsp; e,&amp;nbsp; na&amp;nbsp; sequência,&amp;nbsp; resolva&amp;nbsp; o &lt;br /&gt;
determinante de 2ª ordem.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
2&amp;nbsp; X = 128&amp;nbsp;&amp;nbsp;&amp;nbsp; log 3&amp;nbsp;&amp;nbsp;&amp;nbsp; 81 = X&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; (-3) 3&amp;nbsp; 3 X – 2&amp;nbsp; =&amp;nbsp; X + 3&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 5&amp;nbsp;&amp;nbsp;&amp;nbsp; 2&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
Com&amp;nbsp; base&amp;nbsp; nesse&amp;nbsp; processo,&amp;nbsp; marque&amp;nbsp; a &lt;br /&gt;
alternativa que contém o valor correto. &lt;br /&gt;
a.&amp;nbsp; 210. &lt;br /&gt;
b.&amp;nbsp; 25. &lt;br /&gt;
c.&amp;nbsp; 241. &lt;br /&gt;
d.&amp;nbsp; 144. &lt;br /&gt;
e.&amp;nbsp; 86. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 39&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
O volume de um litro é igual ao volume de um &lt;br /&gt;
cubo&amp;nbsp; cujas&amp;nbsp; arestas&amp;nbsp; medem&amp;nbsp; 10cm&amp;nbsp; de &lt;br /&gt;
comprimento. Logo, é correto afirmar. &lt;br /&gt;
a.&amp;nbsp; O volume de um litro equivale a 1.000.000 &lt;br /&gt;
mm³. &lt;br /&gt;
b.&amp;nbsp; O&amp;nbsp; volume&amp;nbsp; de&amp;nbsp; um&amp;nbsp; litro&amp;nbsp; equivale&amp;nbsp; a&amp;nbsp; 1.000 &lt;br /&gt;
dm³. &lt;br /&gt;
c.&amp;nbsp; O&amp;nbsp; volume&amp;nbsp; de&amp;nbsp; um&amp;nbsp; litro&amp;nbsp; equivale&amp;nbsp; a&amp;nbsp; 100.000 &lt;br /&gt;
mm³. &lt;br /&gt;
d.&amp;nbsp; O&amp;nbsp; volume&amp;nbsp; de&amp;nbsp; um&amp;nbsp; litro&amp;nbsp; equivale&amp;nbsp; a&amp;nbsp; 100.000 &lt;br /&gt;
cm³. &lt;br /&gt;
e.&amp;nbsp; O volume de um litro equivale a 10 dm³. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 40&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
&amp;nbsp;Resolva&amp;nbsp; cada&amp;nbsp; um&amp;nbsp; dos&amp;nbsp; itens&amp;nbsp; da&amp;nbsp; análise &lt;br /&gt;
combinatória.&amp;nbsp; &lt;br /&gt;
1)&amp;nbsp; Quantos&amp;nbsp; anagramas&amp;nbsp; são&amp;nbsp; possíveis&amp;nbsp; com&amp;nbsp; as &lt;br /&gt;
letras&amp;nbsp; da&amp;nbsp; palavra&amp;nbsp; CONQUISTA&amp;nbsp; que&amp;nbsp; começa &lt;br /&gt;
com a letra C? &lt;br /&gt;
2)&amp;nbsp; Quantos&amp;nbsp; números&amp;nbsp; de&amp;nbsp; três&amp;nbsp; algarismos &lt;br /&gt;
distintos podemos formar com os algarismos 1, &lt;br /&gt;
2, 3, 4, 5 e 6, sem repetição? &lt;br /&gt;
3)&amp;nbsp; Quantas&amp;nbsp; comissões&amp;nbsp; de&amp;nbsp; dois&amp;nbsp; participantes &lt;br /&gt;
podem ser formadas com 6 pessoas? &lt;br /&gt;
Faça&amp;nbsp; as&amp;nbsp; operações&amp;nbsp; indicadas&amp;nbsp; e,&amp;nbsp; com&amp;nbsp; os &lt;br /&gt;
resultados&amp;nbsp; que&amp;nbsp; você&amp;nbsp; encontrou&amp;nbsp; resolva&amp;nbsp; a &lt;br /&gt;
operação: &lt;br /&gt;
&amp;nbsp;(Item 1: item 2) . item 3&amp;nbsp; a&amp;nbsp; alternativa&amp;nbsp; que&amp;nbsp; apresenta&amp;nbsp; o&amp;nbsp; valor &lt;br /&gt;
correto.&amp;nbsp; &lt;br /&gt;
a.&amp;nbsp; 6720. &lt;br /&gt;
b.&amp;nbsp; 1680. &lt;br /&gt;
c.&amp;nbsp; 2240. &lt;br /&gt;
d.&amp;nbsp; 4536. &lt;br /&gt;
e.&amp;nbsp; 5040. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 41&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Ao&amp;nbsp; aquecer,&amp;nbsp; sob&amp;nbsp; pressão&amp;nbsp; constante,&amp;nbsp; qualquer &lt;br /&gt;
substância&amp;nbsp; pura&amp;nbsp; que&amp;nbsp; se&amp;nbsp; encontra&amp;nbsp; na&amp;nbsp; fase &lt;br /&gt;
líquida, ela ferve, ou seja, ocorre o processo de &lt;br /&gt;
ebulição. &lt;br /&gt;
Nesta mudança de fase, é correto afirmar que: &lt;br /&gt;
a.&amp;nbsp; a temperatura não se mantém constante. &lt;br /&gt;
b.&amp;nbsp; a&amp;nbsp; substância&amp;nbsp; se&amp;nbsp; apresenta&amp;nbsp; somente&amp;nbsp; na &lt;br /&gt;
fase líquida. &lt;br /&gt;
c.&amp;nbsp; a&amp;nbsp; substância&amp;nbsp; se&amp;nbsp; apresenta&amp;nbsp; somente&amp;nbsp; na &lt;br /&gt;
fase gasosa. &lt;br /&gt;
d.&amp;nbsp; a temperatura se mantém constante. &lt;br /&gt;
e.&amp;nbsp; não&amp;nbsp; há&amp;nbsp; o&amp;nbsp; aumento&amp;nbsp; do&amp;nbsp; volume&amp;nbsp; ocupado &lt;br /&gt;
pela substância. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 42&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;
Um&amp;nbsp; veículo&amp;nbsp; parte&amp;nbsp; do&amp;nbsp; repouso&amp;nbsp; e,&amp;nbsp; após&amp;nbsp; 30 &lt;br /&gt;
minutos,&amp;nbsp; o&amp;nbsp; motorista&amp;nbsp; registra&amp;nbsp; que foi&amp;nbsp; percorrida &lt;br /&gt;
uma&amp;nbsp; distância&amp;nbsp; de&amp;nbsp; 30&amp;nbsp; km.&amp;nbsp; A&amp;nbsp; partir&amp;nbsp; dos&amp;nbsp; dados &lt;br /&gt;
analise as seguintes afirmativas. &lt;br /&gt;
&lt;br /&gt;
I. A velocidade média do veículo foi de 60 km/h. &lt;br /&gt;
II.&amp;nbsp; Para&amp;nbsp; percorrer&amp;nbsp; a&amp;nbsp; distância&amp;nbsp; de&amp;nbsp; 30&amp;nbsp; km,&amp;nbsp; é &lt;br /&gt;
necessário&amp;nbsp; imprimir&amp;nbsp; uma&amp;nbsp; velocidade&amp;nbsp; superior&amp;nbsp; à &lt;br /&gt;
velocidade média do veículo em alguns trechos &lt;br /&gt;
do trajeto. &lt;br /&gt;
III.&amp;nbsp; Durante&amp;nbsp; o&amp;nbsp; trajeto&amp;nbsp; o&amp;nbsp; veículo&amp;nbsp; manteve&amp;nbsp; a &lt;br /&gt;
aceleração constante. &lt;br /&gt;
&lt;br /&gt;
Com base nelas, assinale a alternativa correta. &lt;br /&gt;
a.&amp;nbsp; Apenas I, II e III estão corretas. &lt;br /&gt;
b.&amp;nbsp; Apenas I e II estão corretas. &lt;br /&gt;
c.&amp;nbsp; Apenas I e III estão corretas. &lt;br /&gt;
d.&amp;nbsp; Apenas II e III estão corretas. &lt;br /&gt;
e.&amp;nbsp; Apenas III está correta. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 43&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
Com&amp;nbsp; que&amp;nbsp; tipo de lente&amp;nbsp; deve ser&amp;nbsp; construído um &lt;br /&gt;
óculos para a correção da miopia? &lt;br /&gt;
a.&amp;nbsp; Cilíndrica. &lt;br /&gt;
b.&amp;nbsp; Parabólica. &lt;br /&gt;
c.&amp;nbsp; Plana. &lt;br /&gt;
d.&amp;nbsp; Esférica convergente. &lt;br /&gt;
e.&amp;nbsp; Esférica divergente. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 44&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
De&amp;nbsp; acordo&amp;nbsp; com&amp;nbsp; a&amp;nbsp; equação&amp;nbsp; da&amp;nbsp; força &lt;br /&gt;
gravitacional, é correto afirmar que: &lt;br /&gt;
a.&amp;nbsp; se&amp;nbsp; dobrarmos&amp;nbsp; as&amp;nbsp; duas&amp;nbsp; massas,&amp;nbsp; a&amp;nbsp; força &lt;br /&gt;
será quadruplicada. &lt;br /&gt;
b.&amp;nbsp; se&amp;nbsp; dobrarmos&amp;nbsp; as&amp;nbsp; duas&amp;nbsp; massas,&amp;nbsp; a&amp;nbsp; força &lt;br /&gt;
c.&amp;nbsp; se&amp;nbsp; dobrarmos&amp;nbsp; uma&amp;nbsp; das&amp;nbsp; massas,&amp;nbsp; a&amp;nbsp; força &lt;br /&gt;
será quadruplicada. &lt;br /&gt;
d.&amp;nbsp; se&amp;nbsp; dobrarmos&amp;nbsp; a&amp;nbsp; distância,&amp;nbsp; a&amp;nbsp; força&amp;nbsp; será &lt;br /&gt;
duplicada. &lt;br /&gt;
e.&amp;nbsp; se&amp;nbsp; dobrarmos&amp;nbsp; as&amp;nbsp; duas&amp;nbsp; massas&amp;nbsp; e&amp;nbsp; a &lt;br /&gt;
distância,&amp;nbsp; a força será duplicada. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 45&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
A respeito de um circuito elétrico, composto por &lt;br /&gt;
lâmpadas de diferentes Watts, ligadas em série, &lt;br /&gt;
é correto afirmar que: &lt;br /&gt;
a.&amp;nbsp; a&amp;nbsp; corrente&amp;nbsp; elétrica&amp;nbsp; é&amp;nbsp; dividida&amp;nbsp; entre&amp;nbsp; as &lt;br /&gt;
lâmpadas. &lt;br /&gt;
b.&amp;nbsp; ao&amp;nbsp; inserir&amp;nbsp; mais&amp;nbsp; uma&amp;nbsp; lâmpada&amp;nbsp; no&amp;nbsp; circuito &lt;br /&gt;
não&amp;nbsp; haverá&amp;nbsp; alteração&amp;nbsp; da&amp;nbsp; intensidade &lt;br /&gt;
luminosa. &lt;br /&gt;
c.&amp;nbsp; se&amp;nbsp; queimar&amp;nbsp; uma&amp;nbsp; das&amp;nbsp; lâmpadas,&amp;nbsp; todas&amp;nbsp; se &lt;br /&gt;
apagarão. &lt;br /&gt;
d.&amp;nbsp; a&amp;nbsp; voltagem&amp;nbsp; total&amp;nbsp; aplicada&amp;nbsp; no&amp;nbsp; circuito&amp;nbsp; é &lt;br /&gt;
igual em todas as lâmpadas. &lt;br /&gt;
e.&amp;nbsp; se&amp;nbsp; queimar&amp;nbsp; uma&amp;nbsp; das lâmpadas, as outras &lt;br /&gt;
se manterão acessas. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 46&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
Considerando&amp;nbsp; que&amp;nbsp; saber&amp;nbsp; relacionar-se&amp;nbsp; é&amp;nbsp; uma &lt;br /&gt;
arte,&amp;nbsp; o&amp;nbsp; funcionário&amp;nbsp; público&amp;nbsp; deve&amp;nbsp; desenvolver &lt;br /&gt;
suas atividades de maneira empática.&amp;nbsp; &lt;br /&gt;
Dessa forma, é correto afirmar. &lt;br /&gt;
a.&amp;nbsp; Deve-se evitar olhar nos olhos do cidadão &lt;br /&gt;
a que se atende para evitar envolvimento. &lt;br /&gt;
b.&amp;nbsp; É&amp;nbsp; necessário&amp;nbsp; ter&amp;nbsp; sensibilidade&amp;nbsp; para&amp;nbsp; se &lt;br /&gt;
colocar no lugar do outro e saber a forma &lt;br /&gt;
correta de agir perante as circunstâncias. &lt;br /&gt;
c.&amp;nbsp; Em&amp;nbsp; qualquer&amp;nbsp; ocasião&amp;nbsp; devem-se&amp;nbsp; evitar &lt;br /&gt;
diálogos a fim de não perder tempo. &lt;br /&gt;
d.&amp;nbsp; Quando receber uma ligação e não puder &lt;br /&gt;
atender no momento, deve-se esperar que &lt;br /&gt;
a pessoa ligue novamente. &lt;br /&gt;
e.&amp;nbsp; Elogiar&amp;nbsp; a&amp;nbsp; pessoa&amp;nbsp; pelo&amp;nbsp; trabalho &lt;br /&gt;
interessante&amp;nbsp; que&amp;nbsp; realiza,&amp;nbsp; torna-a &lt;br /&gt;
arrogante. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;QUESTÃO&amp;nbsp; 47&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
Para&amp;nbsp; que&amp;nbsp; ocorra&amp;nbsp; o&amp;nbsp; bom&amp;nbsp; entendimento&amp;nbsp; das &lt;br /&gt;
informações&amp;nbsp; entre&amp;nbsp; duas&amp;nbsp; pessoas,&amp;nbsp; é&amp;nbsp; correto &lt;br /&gt;
afirmar que: &lt;br /&gt;
a.&amp;nbsp; em relação às informações desagradáveis &lt;br /&gt;
e&amp;nbsp; críticas,&amp;nbsp; o&amp;nbsp; funcionário&amp;nbsp; deve&amp;nbsp; demonstrar &lt;br /&gt;
desinteresse&amp;nbsp; e,&amp;nbsp; na&amp;nbsp; primeira&amp;nbsp; oportunidade, &lt;br /&gt;
interromper a pessoa. &lt;br /&gt;
b.&amp;nbsp; o&amp;nbsp; funcionário&amp;nbsp; deve&amp;nbsp; usar&amp;nbsp; gírias&amp;nbsp; e&amp;nbsp; termos &lt;br /&gt;
técnicos no meio profissional para garantir &lt;br /&gt;
o significado exato das informações. &lt;br /&gt;
c.&amp;nbsp; para&amp;nbsp; transmitir&amp;nbsp; uma&amp;nbsp; mensagem&amp;nbsp; deve-se &lt;br /&gt;
estar atento à tonalidade e altura da voz, à &lt;br /&gt;
receptividade&amp;nbsp; de&amp;nbsp; quem&amp;nbsp; ouve&amp;nbsp; e&amp;nbsp; à &lt;br /&gt;
linguagem que será utilizada. &lt;br /&gt;
d.&amp;nbsp; o importante na comunicação é receber a ,&amp;nbsp; sendo&amp;nbsp; desnecessário&amp;nbsp; o &lt;br /&gt;
retorno. &lt;br /&gt;
e.&amp;nbsp; deve-se&amp;nbsp; compartilhar&amp;nbsp; informações &lt;br /&gt;
inoportunas&amp;nbsp; com&amp;nbsp; os&amp;nbsp; envolvidos&amp;nbsp; no &lt;br /&gt;
trabalho. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 48&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
Pelo&amp;nbsp; atendimento&amp;nbsp; telefônico&amp;nbsp; transmite-se&amp;nbsp; tanto &lt;br /&gt;
a&amp;nbsp; imagem&amp;nbsp; profissional&amp;nbsp; quanto&amp;nbsp; a&amp;nbsp; eficácia&amp;nbsp; e&amp;nbsp; o &lt;br /&gt;
bom atendimento da instituição.&amp;nbsp; &lt;br /&gt;
Sobre&amp;nbsp; esse&amp;nbsp; assunto,&amp;nbsp; assinale&amp;nbsp; a&amp;nbsp; alternativa &lt;br /&gt;
correta. &lt;br /&gt;
a.&amp;nbsp; Deve-se&amp;nbsp; responder&amp;nbsp; as&amp;nbsp; dúvidas&amp;nbsp; mais &lt;br /&gt;
comuns&amp;nbsp; das&amp;nbsp; pessoas&amp;nbsp; como&amp;nbsp; se&amp;nbsp; estivesse &lt;br /&gt;
respondendo pela primeira vez. &lt;br /&gt;
b.&amp;nbsp; Deve-se&amp;nbsp; ser&amp;nbsp; gentil&amp;nbsp; no&amp;nbsp; atendimento, &lt;br /&gt;
usando&amp;nbsp; expressões&amp;nbsp; como&amp;nbsp; “coração”, &lt;br /&gt;
“querido(a)” ou “meu bem”. &lt;br /&gt;
c.&amp;nbsp; O&amp;nbsp; funcionário&amp;nbsp; deve&amp;nbsp; fazer&amp;nbsp; com&amp;nbsp; que&amp;nbsp; o &lt;br /&gt;
tratamento&amp;nbsp; seja&amp;nbsp; distante,&amp;nbsp; impessoal, &lt;br /&gt;
evitando envolvimento. &lt;br /&gt;
d.&amp;nbsp; Deve-se&amp;nbsp; evitar&amp;nbsp; conflitos,&amp;nbsp; demonstrando &lt;br /&gt;
indiferença e apatia. &lt;br /&gt;
e.&amp;nbsp; Ao&amp;nbsp; deparar-se&amp;nbsp; com&amp;nbsp; alguém&amp;nbsp; irritado&amp;nbsp; e &lt;br /&gt;
agressivo ao telefone, deve-se utilizar tom &lt;br /&gt;
de superioridade. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 49&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
Nas&amp;nbsp; relações&amp;nbsp; de&amp;nbsp; trabalho&amp;nbsp; é&amp;nbsp; necessário&amp;nbsp; que&amp;nbsp; se &lt;br /&gt;
tenha&amp;nbsp; uma&amp;nbsp; forma&amp;nbsp; de&amp;nbsp; agir,&amp;nbsp; capaz&amp;nbsp; de&amp;nbsp; enfrentar &lt;br /&gt;
adequadamente&amp;nbsp; os&amp;nbsp; desafios&amp;nbsp; que&amp;nbsp; surgem&amp;nbsp; no &lt;br /&gt;
dia-a-dia. &lt;br /&gt;
Com relação à afirmação, assinale a alternativa &lt;br /&gt;
correta. &lt;br /&gt;
a.&amp;nbsp; Nas&amp;nbsp; atividades&amp;nbsp; que&amp;nbsp; o&amp;nbsp; funcionário&amp;nbsp; público &lt;br /&gt;
realiza&amp;nbsp; junto&amp;nbsp; à&amp;nbsp; comunidade,&amp;nbsp; é&amp;nbsp; importante &lt;br /&gt;
que se tenha apenas competência na sua &lt;br /&gt;
área técnica específica. &lt;br /&gt;
b.&amp;nbsp; Pelas atividades que o funcionário público &lt;br /&gt;
realiza,&amp;nbsp; deve&amp;nbsp; priorizar&amp;nbsp; o&amp;nbsp; status, &lt;br /&gt;
remuneração&amp;nbsp; e&amp;nbsp; estabilidade&amp;nbsp; em &lt;br /&gt;
detrimento&amp;nbsp; da&amp;nbsp; identificação&amp;nbsp; com&amp;nbsp; o &lt;br /&gt;
trabalho. &lt;br /&gt;
c.&amp;nbsp; O&amp;nbsp; funcionário&amp;nbsp; público&amp;nbsp; deve&amp;nbsp; ter&amp;nbsp; ânimo &lt;br /&gt;
permanente, disposição&amp;nbsp; para&amp;nbsp; o trabalho e &lt;br /&gt;
interesse para aprender. &lt;br /&gt;
d.&amp;nbsp; Deve-se&amp;nbsp; evitar&amp;nbsp; ouvir&amp;nbsp; os&amp;nbsp; problemas&amp;nbsp; dos &lt;br /&gt;
funcionários e interessar-se por eles. &lt;br /&gt;
e.&amp;nbsp; A persistência, a seriedade, a assiduidade &lt;br /&gt;
e&amp;nbsp; a&amp;nbsp; pontualidade&amp;nbsp; são&amp;nbsp; fatores&amp;nbsp; que &lt;br /&gt;
interferem, indiretamente, no desempenho &lt;br /&gt;
das atividades do funcionário público.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;QUESTÃO&amp;nbsp; 50&lt;/strong&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
São&amp;nbsp; deveres&amp;nbsp; do&amp;nbsp; funcionário&amp;nbsp; público&amp;nbsp; para&amp;nbsp; a &lt;br /&gt;
realização das suas atribuições:&amp;nbsp; &lt;br /&gt;
a.&amp;nbsp; desempenhar suas funções nos lugares e &lt;br /&gt;
horários,&amp;nbsp; valendo-se&amp;nbsp; da&amp;nbsp; própria &lt;br /&gt;
autonomia. &lt;br /&gt;
b.&amp;nbsp; cumprir&amp;nbsp; a&amp;nbsp; jornada&amp;nbsp; de&amp;nbsp; trabalho&amp;nbsp; de&amp;nbsp; acordo &lt;br /&gt;
com as suas possibilidades. &lt;br /&gt;
c.&amp;nbsp; respeitar,&amp;nbsp; se&amp;nbsp; possível,&amp;nbsp; as&amp;nbsp; normas&amp;nbsp; e &lt;br /&gt;
orientações superiores. &lt;br /&gt;
d.&amp;nbsp; tratar&amp;nbsp; os&amp;nbsp; colegas&amp;nbsp; de&amp;nbsp; trabalho&amp;nbsp; e&amp;nbsp; o&amp;nbsp; público &lt;br /&gt;
em geral da maneira que lhe convier. &lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
e.&amp;nbsp; conservar e zelar pelo patrimônio público.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/8000076879923450969/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/prova-soldado-da-policia-militar-2009.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/8000076879923450969'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/8000076879923450969'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/prova-soldado-da-policia-militar-2009.html' title='PROVA SOLDADO DA POLICIA MILITAR 2009 - ESTADO DE MATO GROSSO'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6wmqdIajobhqZhYNlf9FcyRU2UBVsT3sNfIMPvVP_T3ldyqDhNGBTFa4ZBo4hqGj6SggPPxbVoH9CObx27E41uiWVMcBs30PUvB4ivZcUxmxpPEMAf5NTU7SDR_myVIsN3qRaMsYXuvy_/s72-c/TEXTO+III.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-6006352265936572801</id><published>2011-11-19T14:13:00.001-03:00</published><updated>2011-11-19T14:13:29.458-03:00</updated><title type='text'>CONCURSO INSS 2011 SAI EDITAL EM DEZEMBRO</title><content type='html'>&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; 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; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;O ministro da Previdência Social, &lt;a href=&quot;http://g1.globo.com/topico/garibaldi-alves-filho/&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;Garibaldi Alves&lt;/span&gt;&lt;/a&gt;, disse durante o programa “Bom
Dia Ministro” desta quinta-feira (27) que o edital do concurso público para o
preenchimento de 1.875 vagas no Instituto Nacional do Seguro Social (INSS) será
publicado no dia 23 de dezembro.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; 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; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;Um &lt;a href=&quot;http://g1.globo.com/concursos-e-emprego/noticia/2011/10/planejamento-autoriza-concurso-para-1875-vagas-no-inss.html&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;portaria&lt;/span&gt;&lt;/a&gt; do Ministério do Planejamento foi
publicada no &quot;Diário Oficial da União&quot; de 19 de outubro e prevê 375
vagas de perito médico previdenciário, que exige nível superior em medicina, e
1.500 para técnico do seguro social, que exige nível médio. Pela lei, o prazo
para publicação do edital é de até três meses após a portaria.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; 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; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;&quot;O edital vai ser publicado no dia 23 de
dezembro. Já houve autorização pelo Ministério do Planejamento e aqueles que
estão aguardando o edital do concurso vão receber uma espécie de, não é
presente, porque quem vai fazer concurso não vai receber presente, vai se
submeter a um julgamento, um teste. Mas no dia 23 de dezembro o edital vai ser
publicado para aqueles que querem ingressar como técnicos da previdência ou
como médicos peritos&quot;, afirmou o ministro nesta quinta.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; 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; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;Garibaldi explicou que o concurso faz parte do
Plano de Expansão da Rede de Atendimento (PEX), iniciado em 2009. O projeto
prevê a instalação de 720 agências da Previdência Social nas cidades com mais
de 20 mil habitantes, até 2014. De acordo com o ministro, “foram inauguradas 85
novas agências e mais 250 agências estão em andamento”.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; 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; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;O ministro da Previdência disse ainda que a
contratação dos candidatos deve acontecer em “março ou abril” e, até a lotação
do novo quadro de servidores aprovados, ele falou que vai fazer “das tripas
coração” para manter as novas agências inauguradas em funcionamento.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;Contribuição Previdenciária&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;&lt;br /&gt;
Garibaldi Alves também falou no programa sobre a criação da alíquota de 5%
sobre o salário mínimo para a contribuição previdenciária das pessoas que
trabalham na própria casa – dono(a)s de casa –, que têm uma renda total
familiar abaixo de dois salários mínimos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; 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; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;Esses trabalhadores vão poder contribuir com 5% do
salário e terão direito a todos os benefícios da Previdência Social:
aposentadoria por idade, aposentadoria por invalidez, auxílio-doença,
salário-maternidade, pensão por morte e auxílio-reclusão. O único benefício a
que não terão direito é a aposentadoria por tempo de serviço.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; 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; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;Para se beneficiarem, os interessados precisam se
inscrever no cadastro de assistência social do governo, disponível nas agências
da Previdência Social ou pela central de atendimento, no telefone 135.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/6006352265936572801/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/concurso-inss-2011-sai-edital-em.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/6006352265936572801'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/6006352265936572801'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/concurso-inss-2011-sai-edital-em.html' title='CONCURSO INSS 2011 SAI EDITAL EM DEZEMBRO'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-3921740820950911913</id><published>2011-11-19T14:09:00.001-03:00</published><updated>2011-11-19T14:10:03.317-03:00</updated><title type='text'>PM troca tiros com quadrilha e recupera dinheiro de assalto em Colniza</title><content type='html'>A Polícia Militar localizou na zona rural de Colniza um acampamento utilizado pela quadrilha que praticou o assalto, na última quinta-feira (10.11), a uma agência de cooperativa de crédito localizada na região. A ação ocorreu por volta das 5 horas da madrugada e houve confronto armado entre policiais e integrantes da quadrilha.&lt;br /&gt;
Segundo o comandante do Batalhão de Operações Especiais (Bope), major Jonildo José de Assis, a troca de tiros durou cerca de 40 minutos. Após o confronto, os criminosos conseguiram fugir. No acampamento os policiais localizaram dois fuzis (um Carbine e outro FAL); uma sub-metralhadora, calibre 9 mm; aproximadamente R$ 90 mil em dinheiro, além de roupas, alimentos, combustíveis e outros materiais que serviam para manter a quadrilha na mata fechada.&lt;br /&gt;
Conforme Assis, dias antes, a equipe do Bope havia localizado outro acampamento utilizado pela quadrilha. Segundo o major, o local serviu de apoio para os criminosos até o dia do assalto. “No local encontramos insufilme, película refletiva usada para escurecer o vidro de um carro que, nesse caso, deve ter servido para dificultar a visão do interior do veículo usado pelos criminosos, quando estudavam o município. Também foram apreendidos mantimentos, roupas e galões de combustível”, destacou o comandante.&lt;br /&gt;
De acordo com o major, todo material apreendido foi encaminhado para a autoridade policial competente para auxiliar no processo de investigação do assalto. Além da equipe do Bope, a Polícia Militar mantém cerca de outros 80 policiais oriundos de unidades de Juína, Juara e Colniza, na tentativa de capturar a quadrilha.&lt;br /&gt;
&lt;strong&gt;Fonte: DA REDAÇÃO COM SECOM&lt;/strong&gt;</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/3921740820950911913/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/pm-troca-tiros-com-quadrilha-e-recupera.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/3921740820950911913'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/3921740820950911913'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/pm-troca-tiros-com-quadrilha-e-recupera.html' title='PM troca tiros com quadrilha e recupera dinheiro de assalto em Colniza'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-2530861765323310570</id><published>2011-11-18T08:36:00.001-03:00</published><updated>2011-11-18T08:36:52.612-03:00</updated><title type='text'>Em 2011 mais de 80 caixas eletrônicos são atacados em MT</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Mato Grosso tem 89 caixas eletrônicos atacados neste ano, os dados do Sindicato dos Bancários (Seeb-MT) foi publicado nesta segunda-feira (14/11). A última ação dos criminosos foi em Barra do Bugres, apesar dos bandidos terem explodido o caixa eletrônico não conseguiram fugir com o dinheiro.&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;O levantamento do sindicato apontou também que neste ano foram atacadas 35 agências bancárias no Estado, principalmente na modalidade conhecida como Novo Cangaço. Em geral, segundo a polícia, os bandidos aterrorizam pequenas cidades. Eles entram nas unidades bancárias, rendem os guardas, disparam vários tiros para intimidar a polícia local, usam os moradores como escudo humano e fogem por meio de estradas vicinais.&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Só na semana passada, duas agências e um posto bancário foram assaltados em Mato Grosso. A Polícia Militar de Mato Grosso informou nesta segunda-feira (14/11) que o setor de inteligência da corporação já conseguiu identificar os seis suspeitos que assaltaram uma agência bancária na última sexta-feira (11/11), na cidade de Santo Antônio do Leste.&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Ao mesmo tempo, outro efetivo policial do Estado também está atuando na região de Colniza, na divisa com o Estado do Amazonas. Os bandidos roubaram na última quinta-feira (10/11) uma agência de uma cooperativa de crédito e um posto bancário na cidade. Eles fugiram em caminhonetes e a polícia não descarta a possibilidade deles terem ido rumo ao estado vizinho.&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;No entanto, apesar dos dois assaltos terem sido semelhantes, a PM considera que são dois grupos distintos que atuaram no Estado, com base na diferença da estrutura bélica entre os dois grupos.&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
Fonte: DA REDAÇÃO COM G1&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/2530861765323310570/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/em-2011-mais-de-80-caixas-eletronicos.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/2530861765323310570'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/2530861765323310570'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/em-2011-mais-de-80-caixas-eletronicos.html' title='Em 2011 mais de 80 caixas eletrônicos são atacados em MT'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-7343994166635744757</id><published>2011-11-15T13:43:00.000-03:00</published><updated>2011-11-15T17:12:24.107-03:00</updated><title type='text'>Helicóptero Policia Militar Mato Grosso</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ4MgmHhYJQaHDtpYizyCu_I8JPDSAQdCPIHNGRYHRlIKfVF6Qemj6PwjoIBSiNOkHWiYZ_n1ioxZjaBra-vOYitg0EfuzV0NsCf34Zu5_-SGLogdezypuCfu9i-FK1MXhF5DAYp7fhYix/s1600/DSC_0293.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;215&quot; nda=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ4MgmHhYJQaHDtpYizyCu_I8JPDSAQdCPIHNGRYHRlIKfVF6Qemj6PwjoIBSiNOkHWiYZ_n1ioxZjaBra-vOYitg0EfuzV0NsCf34Zu5_-SGLogdezypuCfu9i-FK1MXhF5DAYp7fhYix/s400/DSC_0293.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/7343994166635744757/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/blog-post.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/7343994166635744757'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/7343994166635744757'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/blog-post.html' title='Helicóptero Policia Militar Mato Grosso'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ4MgmHhYJQaHDtpYizyCu_I8JPDSAQdCPIHNGRYHRlIKfVF6Qemj6PwjoIBSiNOkHWiYZ_n1ioxZjaBra-vOYitg0EfuzV0NsCf34Zu5_-SGLogdezypuCfu9i-FK1MXhF5DAYp7fhYix/s72-c/DSC_0293.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-1527238219361847104</id><published>2011-11-02T06:43:00.000-03:00</published><updated>2011-11-02T06:43:41.279-03:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0mDaxBp9wyeXekD7IkWcLGFnEuLrDm-RHi95aHMtDZi7XKEi33t7RBoUIfgiFKY6wLc9mn2N_qvA1xHiddGZslYDQTeepTdRktQ7nqn3kl1kLVZJcI53hBVsB7ZD1_EDShXi7WWsjOvqy/s1600/DSC_0015.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;212&quot; ida=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0mDaxBp9wyeXekD7IkWcLGFnEuLrDm-RHi95aHMtDZi7XKEi33t7RBoUIfgiFKY6wLc9mn2N_qvA1xHiddGZslYDQTeepTdRktQ7nqn3kl1kLVZJcI53hBVsB7ZD1_EDShXi7WWsjOvqy/s320/DSC_0015.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;28° CFSD - PÓLO RONDONÓPOLIS&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;UNIFORME CONHECIDO COMO AGASALHO FOI USADO NO EVENTO DE CARNAVAL NO MÊS DE FEVEREIRO.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/1527238219361847104/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/28-cfsd-polo-rondonopolis-uniforme.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/1527238219361847104'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/1527238219361847104'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/28-cfsd-polo-rondonopolis-uniforme.html' title=''/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0mDaxBp9wyeXekD7IkWcLGFnEuLrDm-RHi95aHMtDZi7XKEi33t7RBoUIfgiFKY6wLc9mn2N_qvA1xHiddGZslYDQTeepTdRktQ7nqn3kl1kLVZJcI53hBVsB7ZD1_EDShXi7WWsjOvqy/s72-c/DSC_0015.JPG" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-3922046875500199827</id><published>2011-11-01T14:46:00.000-03:00</published><updated>2011-11-01T14:46:52.235-03:00</updated><title type='text'>Conteúdo Programático - Polícia Militar de Mato Grosso</title><content type='html'>&lt;strong&gt;- Língua Portuguesa&lt;/strong&gt;&lt;br /&gt;
1. Compreensão e interpretação de textos; 2. Tipos e gêneros textuais: descrição, narração, dissertação,&lt;br /&gt;
propaganda, editorial, cartaz, anúncio, artigo de opinião, artigo de divulgação científica, bula, charge, tirinha, ofício,&lt;br /&gt;
carta; 3. Estrutura Textual: Progressão temática, parágrafo, período, oração, enunciado, pontuação, tipos de&lt;br /&gt;
discurso, coesão e coerência; 4. Nível de linguagem: variedade lingüística, formalidade e informalidade, formas de&lt;br /&gt;
tratamento, propriedade lexical, adequação comunicativa; 5. Língua padrão: ortografia, crase, regência,&lt;br /&gt;
concordância nominal e verbal, flexão verbal e nominal; 6. Morfossintaxe: estrutura, formação, classe, função e&lt;br /&gt;
emprego de palavras; 7. Semântica: estudo da significação das palavras.&lt;br /&gt;
História Política e Econômica de Mato Grosso&lt;br /&gt;
PERÍODO COLONIAL. 1. Os bandeirantes: escravidão indígena e exploração do ouro; 2. A fundação de Cuiabá:&lt;br /&gt;
Tensões políticas entre os fundadores e a administração colonial; 3. A fundação de Vila Bela da Santíssima&lt;br /&gt;
Trindade e a criação da Capitania de Mato Grosso; 4. A escravidão negra em Mato Grosso; 5. Os Tratados de&lt;br /&gt;
Fronteira entre Portugal e Espanha; 6. Os Capitães-Generais e suas principais realizações. PERÍODO IMPERIAL.&lt;br /&gt;
1. A crise da mineração e as alternativas econômicas da Província; 2. A Rusga; 3. Os quilombos em Mato Grosso;&lt;br /&gt;
4. Os Presidentes de Província e suas realizações; 5. A Guerra da Tríplice Aliança contra o Paraguai e a&lt;br /&gt;
participação de Mato Grosso; 6. A economia mato-grossense após a Guerra da Tríplice Aliança contra o Paraguai;&lt;br /&gt;
7. O fim do Império em Mato Grosso. PERÍODO REPUBLICANO. 1.O coronelismo em Mato Grosso; 2. Economia&lt;br /&gt;
de Mato Grosso na Primeira República: usinas de açúcar e criação de gado; 3.Relações de trabalho em Mato&lt;br /&gt;
Grosso na Primeira República; 4. Mato Grosso durante a Era Vargas: política e economia; 5. Política fundiária e as&lt;br /&gt;
tensões sociais no campo; 6. Os governadores estaduais e suas realizações; 7. Tópicos relevantes e atuais de&lt;br /&gt;
política, economia, sociedade, educação, tecnologia, energia, relações internacionais, desenvolvimento&lt;br /&gt;
sustentável, segurança, ecologia e suas vinculações históricas.&lt;br /&gt;
&lt;strong&gt;Geografia de Mato Grosso&lt;/strong&gt;&lt;br /&gt;
1.1 Mato Grosso e a região Centro-Oeste,1.2 Geopolítica de Mato Grosso,1.3 Ocupação do território,1.4 aspectos&lt;br /&gt;
físicos e domínios naturais do espaço matogrossense, 1.5 Aspectos político-administrativos, 1.6 Aspectos&lt;br /&gt;
socioeconômicos de Mato Grosso,1.7 Formação étnica,1.8 Dinâmica da população em Mato Grosso,1.9&lt;br /&gt;
Programas governamentais e fronteira agrícola matogrossense, 1.10 A economia do Estado no contexto nacional,&lt;br /&gt;
1.11 A urbanização do Estado, 1.12 Produção e as questões ambientais.&lt;br /&gt;
Observação: Nível de complexidade compatível com a escolaridade exigida e nível do cargo.&lt;br /&gt;
&lt;b&gt;Conhecimentos Complementares&lt;/b&gt;&lt;br /&gt;
Noções de Administração Publica:&lt;br /&gt;
1. Formação do Estado e da Administração Pública. 2. Modelos teóricos de Administração Pública: patrimonialista,&lt;br /&gt;
burocrático e gerencial. 3. Ética no exercício da função pública. 4. Evolução dos modelos/paradigmas de gestão –&lt;br /&gt;
a nova gestão pública. 5. Conceitos de eficiência, eficácia e efetividade aplicados à Administração Pública. 6.&lt;br /&gt;
Servidores Públicos: Regime Jurídico, provimento e vacância de cargos públicos, remoção, redistribuição, direitos&lt;br /&gt;
e vantagens, licenças e afastamentos e seguridade social do servidor.&lt;br /&gt;
Legislação Básica:&lt;br /&gt;
1. Princípios fundamentais da CF/88 (arts. 1º a 4º) 2. Direitos e garantias fundamentais (arts. 5º a 11) 3.&lt;br /&gt;
Organização do Estado político-administrativo (arts. 18 a 33) 4. Administração Pública na CF/88 (arts. 37 a 41) 5.&lt;br /&gt;
Organização dos Poderes (arts. 76 a 91). 6. Constituição Estadual. 6. Leis Complementares Estaduais e suas&lt;br /&gt;
atualizações posteriores: LC n. 13 de 16 de janeiro de 1992, LC n. 14 de 16 de janeiro de 1992, LC 80 de 14 de&lt;br /&gt;
dezembro de 2000, LC n. 112 de 01 de julho 2002. 10. LC n. 231, de 15 de dezembro de 2005, LC 254 de 02 de&lt;br /&gt;
outubro de 2006, LC 264 de 28 de dezembro de 2006, LC 266 de 29 de dezembro de 2006.&lt;br /&gt;
Observação: Nível de complexidade compatível com a escolaridade exigida e nível do cargo.&lt;br /&gt;
&lt;b&gt;Conhecimentos Específicos&lt;/b&gt;&lt;br /&gt;
QUÍMICA&lt;br /&gt;
1. Substâncias e Misturas: 1.1- Substâncias puras, simples e compostas; 1.2- Misturas homogêneas e&lt;br /&gt;
heterogêneas; 1.3- Métodos de separação de misturas; 1.4-Transformações físicas e químicas; 1.5-&lt;br /&gt;
Estados da matéria: sólido, líquido e gasoso. 2. Estrutura atômica e classificação periódica dos elementos –&lt;br /&gt;
2.1- Nomes e símbolos de elementos químicos comuns; 2.2- Famílias e séries da tabela periódica dos&lt;br /&gt;
elementos químicos; 2.3- Conceitos de número atômico, número de massa, isótopos, isótonos e isóbaros;&lt;br /&gt;
2.4- Propriedades periódicas dos elementos químicos (potenciais de ionização, raios iônicos, raio atômico,&lt;br /&gt;
eletronegatividade e caráter metálico). 3. Ligações químicas e compostos químicos; 3.1- Conceito de&lt;br /&gt;
moléculas; 3.2- Tipos de ligações químicas; 3.3- Compostos iônicos, covalentes polares e apolares; 3.4-&lt;br /&gt;
Teoria do Octeto; 3.5- Fórmulas mínimas e estruturais. 4. Funções inorgânicas; 4.1- Conceito, classificação&lt;br /&gt;
e propriedades de ácidos, bases, sais e óxidos; 4.2- Nomenclatura; 4.3- pH, indicadores e curva de&lt;br /&gt;
titulação. 5. Reações químicas – 5.1- Tipos de reações químicas; 5.2- Conceito de número de oxidação; 5.3-&lt;br /&gt;
Reações de oxidação-redução, agentes oxidantes e redutores; 5.4- Reações de neutralização ácido-base.&lt;br /&gt;
5.5- Reações de combustão; 5.6- Leis Ponderáveis das reações: Lei de Lavoisier, Lei de Proust e Lei de&lt;br /&gt;
Dalton.&lt;br /&gt;
MATEMÁTICA&lt;br /&gt;
1. Operações aritméticas fundamentais; 1.2. Operações com números inteiros e fracionários; 1.3 Conjuntos&lt;br /&gt;
dos números naturais, reais, inteiros, racionais; 1.4. Problemas envolvendo operações fundamentais; 1.5.&lt;br /&gt;
Sistema legal de medidas: comprimento, superfície, volume, tempo, velocidade; 1.6. Razões e proporções:&lt;br /&gt;
regra de três simples, percentagens. 2. Razões e Proporções: regra de três simples e composta,&lt;br /&gt;
percentagens; 2.1. Juros simples e compostos; capitalização e descontos; 2.2. Potenciação, Radiciação e&lt;br /&gt;
Logaritmo; Seqüências numéricas: PA e PG; 2.3. Geometria Plana e espacial: polígonos, perímetro, área,&lt;br /&gt;
relações métricas nas figuras geométricas; 2.4. Análise combinatória: combinação, arranjo e permutação;&lt;br /&gt;
2.5. Equação do 1º e do 2º Grau.&lt;br /&gt;
FÍSICA&lt;br /&gt;
1. Mecânica – 1.1 Cinemática: Sistemas de referência - posição de uma partícula. 1.2 Velocidade média e&lt;br /&gt;
instantânea. 1.3 Movimento retilíneo uniforme e Movimento circular uniforme. 1.4 Movimento retilíneao&lt;br /&gt;
variado e uniformemente variado: aceleração escalar média e instantânea, função horária da velocidade e&lt;br /&gt;
do espaço, equação de Torricelli. 1.5 Primeira Lei de Newton - conceito de inércia.1.6 Estudo das forças -&lt;br /&gt;
peso de um corpo, força normal, força de atrito estática cinético, tração em cordas. 1.7 Segunda Lei de&lt;br /&gt;
Newton – relação entre força e movimento (aceleração). 1.8 Princípio fundamental da Dinâmica. 1.9 Terceira&lt;br /&gt;
Lei de Newton - força de ação e reação.1.10.Fluidos:Densidade e pressão.1.11 Pressão atmosférica. 1.12&lt;br /&gt;
Trabalho e Energia:Trabalho.Trabalho de uma força. 1.13 Energia cinética. 1.14 Energia potencial&lt;br /&gt;
gravitacional. 1.14 Relação trabalho energia. 1.16 Conservação de energia mecânica.1.17 Potência. 2.&lt;br /&gt;
Termologia -2.1 Temperatura:Conceito de temperatura, equilíbrio térmico, energia térmica e calor. 2.2&lt;br /&gt;
Calorimetria:dilatação térmica de sólidos e líquidos,equação fundamental da calorimetria. 2.3 Calor latente.&lt;br /&gt;
2.4 Calor específico. 2.5 Influência da pressão nas mudanças de fase. 3. Ondas – 3.1 Movimento&lt;br /&gt;
Harmônico simples: Amplitude período e freqüência. 3.2 Comprimento de onda. 3.3 Velocidade de&lt;br /&gt;
propagação. 3.4 Ondas longitudinais e transversais. 3.5 Ondas sonoras. 4. Óptica – 4.1 Luz: Propagação&lt;br /&gt;
retilínea da luz. 4.2 Reflexão da luz. 4.3 Espelho planos e esféricos&lt;span style=&quot;color: #0070c1;&quot;&gt;. &lt;/span&gt;4.4 Refração da luz. 5. Eletrostática –&lt;br /&gt;
5.1 Carga elétrica. 5.2 Eletrização por atrito, contato e indução. 5.3 Condutores e isolantes. 5.4 Lei de&lt;br /&gt;
Coulomb. 5.5 Força elétrica resultante. 5.6 Campo elétrico:Conceito de campo elétrico. 5.7 Campo elétrico&lt;br /&gt;
de uma carga pontual. 5.8 Linhas de força. 5.9 Campo elétrico no interior de uma esfera condutora. 5.10&lt;br /&gt;
Campo elétrico uniforme.</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/3922046875500199827/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/conteudo-programatico-policia-militar.html#comment-form' title='8 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/3922046875500199827'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/3922046875500199827'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/conteudo-programatico-policia-militar.html' title='Conteúdo Programático - Polícia Militar de Mato Grosso'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5415872497313104508.post-1028238864350283907</id><published>2011-11-01T14:39:00.000-03:00</published><updated>2012-01-05T19:10:27.289-03:00</updated><title type='text'>Concurso Polícia Miltar de Mato Grosso 2012</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmZ-8pGo6Dh-dVKBVLNPZq-1DIQ3YBS5h3PJtuoxHEuWu-GAVvM7NKUbEJTFeQ34ziT6dYYlXCrW4a1cOTpcnN5zDkzE0XqhA61DrI959YlcXfsJYUdKUguNUBZp5FGn0X3gQJmuk81liF/s1600/POLICIA-MILITAR-2012.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; ida=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmZ-8pGo6Dh-dVKBVLNPZq-1DIQ3YBS5h3PJtuoxHEuWu-GAVvM7NKUbEJTFeQ34ziT6dYYlXCrW4a1cOTpcnN5zDkzE0XqhA61DrI959YlcXfsJYUdKUguNUBZp5FGn0X3gQJmuk81liF/s1600/POLICIA-MILITAR-2012.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; 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;&lt;/span&gt;&lt;br /&gt;
Nesta Postagem: &lt;a href=&quot;http://cfsdpmmt.blogspot.com/2011/12/comandante-geral-da-pm-destaca-atuacao.html&quot;&gt;http://cfsdpmmt.blogspot.com/2011/12/comandante-geral-da-pm-destaca-atuacao.html&lt;/a&gt;&amp;nbsp;temos a informação do Comandante Geral da Polícia Militar de Mato Grosso sobre o mês que irá sair o Edital.&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; 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;Os concursos Públicos da Polícia Militar em 2012 terão oferta recorde de vagas para o nível médio e superior. A principal razão para o aumento de efetivo está na necessidade de segurança dos grandes eventos sediados em diversos estados brasileiros: Copa 2014 e Olimpíadas de 2016 no Rio de Janeiro.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; 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;O concurso da Polícia Militar 2012 também terá efetivo aumentado devido à expansão da Política de Segurança das Unidades de Polícia Pacificadoras (UPPs) em todo o Brasil. As experiências vitoriosas no Rio de Janeiro serviram de base para a implantação do modelo em alguns Estados do Brasil.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; 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;O concurso estava previsto para sair o edital de abertura ainda no fim do ano de 2011, pois é necessário o aumento de efetivo humano da corporação estando o mesmo está em déficit, de acordo com os números indicados pela ONU (Organização das Nações Unidas), deve-se ter 1 Policial para cada 250 habitantes, Mato Grosso hoje esta contando com uma população de 3.033.991 habitantes (Dados IBGE Censo 2010) e apenas aproximadamente 8.600 policiais entre civis e militares (Dados Ministério da Justiça – Segurança Pública), totalizando 1 policial para mais de 350 habitantes. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; 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;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Para o Estado de Mato Grosso atingir o esperado pela ONU deve quase dobrar o número de policiais, isto sem levar em consideração as perdas (exclusões, aposentadorias, mortes etc.) até a data que se almeja que este número seja alcançado que é na COPA de 2014 com sede no Brasil, e que terá jogos na Capital do Estado de Mato Grosso. Isto é o que garante a abertura do edital para o cargo de Soldado da Polícia Militar e possivelmente para Agentes da Polícia Judiciária Civil. E como um incentivo a Universidade Estadual de Mato Grosso (UNEMAT), a mesma deve ser a Organizadora do Concurso. Pelo ano de 2012 termos Eleições, o concurso deve abrir logo no inicio do semestre para que não seja impedido o seu andamento posterior. Se confirmado a organização da UNEMAT vai levar vantagem quem já começou os estudos se baseando no último edital (temos o conteúdo programático neste blog), por se um cargo de nível médio o candidato que começou a estudar pelo edital anterior não levará desvantagem, mesmo que a organizadora seja outra, pois o conteúdo programático não varia muito em cargos como este.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; 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;O último concurso SAD – Edital 001/2009 formou 1.174 novos soldados, passaram por um processo de formação chamada CFSD (Curso de Formação de Soldados), no qual recebiam uma bolsa formação de R$ 1.236,00, o curso de formação contou com treinamentos diferenciados onde exigiam dos Alunos Soldados que exercitassem suas capacidades físicas e intelectuais. Este foi o 28° Curso de Formação de Soldados com abrangência estadual, passaram pela inédita qualificação do Policiamento Operacional Padrão (POP) e também já saíram do Curso com o brevê do Curso de Promotor de Polícia Comunitária, onde o policial aprende diversas técnicas de como interagir com o meio comunitário. Depois de formados foram empossados como Soldados Classe A e a partir de então recebem remuneração inicial de R$ 1.910,00 com um plano de aumento até 2014 divulgado no Diário Oficial 02/09/2011 (&lt;a href=&quot;http://www.iomat.mt.gov.br/&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;www.iomat.mt.gov.br&lt;/span&gt;&lt;/a&gt;).&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; 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;Conforme visto nas informações anteriores o concurso está preste a sair, o melhor que se deve fazer pra quem almeja uma vaga na Policia Militar do Estado de Mato Grosso é começar os estudos, e como temos um edital fresquinho do ano de 2009, nada melhor que basear os estudos nele, com certeza quem iniciar os estudos antes da saída do edital de abertura estará um passo à frente dos outros concorrentes e poderá desfrutar da sua vaga tão sonhada por muitos.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cfsdpmmt.blogspot.com/feeds/1028238864350283907/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/concurso-policia-miltar-de-mato-grosso.html#comment-form' title='196 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/1028238864350283907'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5415872497313104508/posts/default/1028238864350283907'/><link rel='alternate' type='text/html' href='http://cfsdpmmt.blogspot.com/2011/11/concurso-policia-miltar-de-mato-grosso.html' title='Concurso Polícia Miltar de Mato Grosso 2012'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13278175495937773392</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmZ-8pGo6Dh-dVKBVLNPZq-1DIQ3YBS5h3PJtuoxHEuWu-GAVvM7NKUbEJTFeQ34ziT6dYYlXCrW4a1cOTpcnN5zDkzE0XqhA61DrI959YlcXfsJYUdKUguNUBZp5FGn0X3gQJmuk81liF/s72-c/POLICIA-MILITAR-2012.jpg" height="72" width="72"/><thr:total>196</thr:total></entry></feed>