<?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: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-4197403767253794221</id><updated>2012-02-01T05:56:00.181Z</updated><category term='Manuel Alegre'/><category term='Antero de Quental'/><category term='Bocage'/><category term='Alexandre O&apos;Neill'/><category term='António Gedeão'/><category term='Texto narrativo'/><category term='Requerimento'/><category term='Maria Rosa Colaço'/><category term='João Aguiar'/><category term='Auto da Barca do Inferno'/><category term='A Fada Oriana'/><category term='António Lobo Antunes'/><category term='Luis Sepúlveda'/><category term='Artigo Científico'/><category term='Laurinda Alves'/><category term='Agualusa'/><category term='Felizmente há Luar'/><category term='Irene Lisboa'/><category term='A Pérola'/><category term='Fernando Pessoa'/><category term='Maria Alberta Menéres'/><category term='Contos'/><category term='Sermão da Sexagésima'/><category term='Castro: António Ferreira'/><category term='Neoclassicismo'/><category term='Carlos Queirós'/><category term='Alvaro Magalhães'/><category term='Farsa de Inês Pereira'/><category term='Notícia'/><category term='Sexta-Feira ou a Vida Selvagem'/><category term='Auto da Alma'/><category term='Ricardo Reis'/><category term='Miguel Sousa Tavares'/><category term='António Jacinto'/><category term='Texto Dramático'/><category term='Rosa Lobato Faria'/><category term='As Aventuras de João Sem Medo'/><category term='Entrevista'/><category term='Ricardo Alberty'/><category term='O Colar: Sophia de M.B. Andresen'/><category term='Uma Abelha na Chuva'/><category term='Aparição'/><category term='Henrique Galvão'/><category term='Clarice Lispector'/><category term='Cecília Meireles'/><category term='Alexandre Honrado'/><category term='Frei Luís de Sousa'/><category term='António Ramos Rosa'/><category term='Alvaro de Campos'/><category term='Televisão'/><category term='Luís Bemardo Honwana'/><category term='Eugénio de Andrade'/><category term='Texto Lírico: Miguel Torga'/><category term='Casimiro de Brito'/><category term='Arroz do Céu'/><category term='Textos de carácter autobiográfico'/><category term='Fernão Mendes Pinto: Peregrinação'/><category term='Geração de 70'/><category term='Luís Fernando Veríssimo'/><category term='Lusíadas'/><category term='Afonso Lopes Vieira'/><category term='Vinícius de Moraes'/><category term='Ana Maria Magalhães e Isabel Alçada'/><category term='A Menina do Mar'/><category term='Leitura de Imagem'/><category term='Texto de opinião'/><category term='Auto-retrato'/><category term='Gomes Leal'/><category term='Poesia Medieval'/><category term='Jaime Cortesão'/><category term='Naturalismo'/><category term='Tipologias Textuais'/><category term='Ilse Losa'/><category term='José Saramago'/><category term='Maria Ondina Braga'/><category term='Monteiro Lobato'/><category term='Almeida Garrett: Viagens na Minha Terra'/><category term='Alice Vieira'/><category term='Eça de Queirós: Contos'/><category term='Maria Judite de Carvalho'/><category term='Corsino Fortes'/><category term='Ernest Hemingway'/><category term='António Torrado'/><category term='A Galinha'/><category term='Cesário Verde'/><category term='Memórias'/><category term='Trindade Coelho'/><category term='A Palavra Mágica'/><category term='Auto da Índia'/><category term='O Velho e o Mar'/><category term='Eça de Queirós'/><category term='Matilde Rosa Araújo'/><category term='Júlio Dinis'/><category term='Antes de Começar'/><category term='O Cágado'/><category term='João Penha'/><category term='Pré-Romantismo'/><category term='Barroco'/><category term='Jorge Amado'/><category term='Falar Verdade a Mentir: Almeida Garrett'/><category term='O Principezinho'/><category term='Fernão Lopes'/><category term='Publicidade'/><category term='Mia Couto: Na Berma de Nenhuma Estrada'/><category term='José Luís Peixoto'/><category term='Maria Isabel Barreno'/><category term='Realismo'/><category term='José Craveirinha'/><category term='Textos do Domínio Transaccional'/><category term='Mário Dionísio'/><category term='Fernanda Botelho'/><category term='John Steinbeck'/><category term='Leandro Rei da Helíria'/><category term='Tradição Oral'/><category term='Estrela'/><category term='Eça de Queirós: A Cidade e as Serras'/><category term='Vergílio Ferreira'/><category term='Os Lusíadas (adap. J.Barros)'/><category term='Constantino Guardador de vacas e de sonhos'/><category term='Crónica'/><category term='Alves Redol'/><category term='Sermão de Santo António aos Peixes'/><category term='Poesia Barroca'/><category term='Contrato'/><category term='António Mota'/><category term='Cartaz'/><category term='História da Gata Borralheira'/><category term='Conto tradicional'/><category term='A Fuga de Wang-Fô'/><category term='Mia Couto'/><category term='Marguerite Yourcenar'/><category term='Crítica'/><category term='Mário-Henrique Leiria'/><category term='Sophia de M.B. Andresen'/><category term='Texto Lírico: Sophia M.B. Andresen'/><category term='Mário Zambujal'/><category term='Diário'/><category term='Banda Desenhada (B.D.)'/><category term='Pepetela'/><category term='Relatório'/><category term='O Meu Pé de Laranja Lima'/><category term='Carlos de Oliveira'/><category term='Fábulas'/><category term='Lendas'/><category term='Carlos Drummond de Andrade'/><category term='Uma esplanada sobre o mar'/><category term='Camilo Pessanha'/><category term='Camões Lírico'/><category term='Miguel Torga'/><category term='Alberto Caeiro'/><category term='Arsénio Mota'/><category term='A Ilíada de Homero'/><category term='Regulamento'/><category term='Camilo Castelo Branco: A Queda de um Anjo'/><category term='Eça de Queirós: A Relíquia'/><category term='Hermann Hesse'/><category term='José Jorge Letria'/><category term='Fernando Pessoa: Mensagem'/><category term='Cartoon'/><category term='D. Francisco Manuel de Melo'/><category term='Mário de Sá-Carneiro'/><category term='Almada Negreiros'/><category term='Reportagem'/><category term='Almeida Garrett: Folhas Caídas'/><category term='Florbela Espanca'/><category term='Auto da Feira'/><category term='António Vieira'/><category term='Fernando Namora'/><category term='Os meus amores'/><category term='Eça de Queirós: Os Maias'/><category term='Adolfo Casais Monteiro'/><category term='Texto narrativo: Manuel da Fonseca'/><category term='António Nobre'/><category term='Retrato'/><category term='Mário de Carvalho'/><category term='O Gato Malhado e a Andorinha Sinhá'/><category term='Maria Teresa Maia Gonzalez'/><category term='Selma Lagerlof'/><category term='A Estrela'/><category term='Óscar Wilde'/><category term='Discurso de Imprensa'/><category term='José Gomes Ferreira'/><category term='Manuel da Fonseca: O Fogo e as Cinzas'/><category term='Declaração'/><category term='José Régio: Os Namorados de Amância'/><category term='Luísa Ducla Soares'/><category term='Texto Lírico'/><category term='Soeiro Pereira Gomes'/><category term='Carta'/><category term='Bernardim Ribeiro: Menina e Moça'/><category term='Homero'/><category term='Texto Argumentativo'/><category term='Contracapa'/><category term='José Rodrigues Migueis'/><category term='Manuel da Fonseca'/><category term='David Mourão-Ferreira'/><category term='Camilo Castelo Branco: Amor de Perdição'/><category term='Urbano Tavares Rodrigues'/><title type='text'>Testes de Português</title><subtitle type='html'>do 7º ao 12º ano...</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://testesdeportugues.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4197403767253794221/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://testesdeportugues.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4197403767253794221/posts/default?start-index=101&amp;max-results=100'/><author><name>Helena Maria</name><uri>http://www.blogger.com/profile/14311387130603583986</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_G76NFNcUugU/SzLgoqbINOI/AAAAAAAAOTg/d9aPt9SK9ZU/S220/femme14.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>962</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4197403767253794221.post-317069071092348659</id><published>2012-02-01T05:56:00.000Z</published><updated>2012-02-01T05:56:00.189Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Cesário Verde'/><title type='text'>Horas Mortas</title><content type='html'>1. Lê com atenção a quarta parte do poema “O sentimento dum ocidental”, de Cesário Verde.&lt;br /&gt;&lt;br /&gt;IV&lt;br /&gt;&lt;span style="font-weight:bold;"&gt;Horas Mortas&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;O tecto fundo de oxigénio, de ar,&lt;br /&gt;Estende-se ao comprido, ao meio das trapeiras;&lt;br /&gt;Vêm lágrimas de luz dos astros com olheiras,&lt;br /&gt;Enleva-me a quimera azul de transmigrar.&lt;br /&gt;&lt;br /&gt;Por baixo, que portões, que arruamentos!&lt;br /&gt;Um parafuso cai nas lajes, às escuras:&lt;br /&gt;Colocam-se taipais, ringem as fechaduras,&lt;br /&gt;E os olhos dum caleche espantam-me, sangrentos.&lt;br /&gt;&lt;br /&gt;E eu sigo, como as linhas de uma pauta,&lt;br /&gt;A dupla correnteza augusta das fachadas;&lt;br /&gt;Pois sobem, no silêncio, infaustas e trinadas,&lt;br /&gt;As notas pastoris de uma longínqua flauta.&lt;br /&gt;&lt;br /&gt;Se eu não morresse, nunca! E eternamente&lt;br /&gt;Buscasse e conseguisse a perfeição das cousas!&lt;br /&gt;Esqueço-me a prever castíssimas esposas,&lt;br /&gt;Que aninhem em mansões de vidro transparente!&lt;br /&gt;&lt;br /&gt;Ó nossos filhos! Que de sonhos ágeis,&lt;br /&gt;Pousando, vos trarão a nitidez às vidas!&lt;br /&gt;Eu quero as vossas mães e irmãs estremecidas,&lt;br /&gt;Numas habitações translúcidas e frágeis.&lt;br /&gt;&lt;br /&gt;Ah! Como a raça ruiva do porvir,&lt;br /&gt;E as frotas dos avós, e os nómadas ardentes&lt;br /&gt;Nós vamos explorar todos os continentes&lt;br /&gt;E pelas vastidões aquáticas seguir!&lt;br /&gt;&lt;br /&gt;Mas se vivemos, os emparedados,&lt;br /&gt;Sem árvores, no vale escuro das muralhas!...&lt;br /&gt;Julgo avistar, na treva, as folhas das navalhas&lt;br /&gt;E os gritos de socorro ouvir estrangulados.&lt;br /&gt;&lt;br /&gt;E nestes nebulosos corredores&lt;br /&gt;Nauseiam-me, surgindo, os ventres das tabernas;&lt;br /&gt;Na volta, com saudade, e aos bordos sobre as pernas,&lt;br /&gt;Cantam, de braço dado, uns tristes bebedores.&lt;br /&gt;&lt;br /&gt;Eu não receio, todavia, os roubos;&lt;br /&gt;Afastam-se, a distância, os dúbios caminhantes;&lt;br /&gt;E sujos, sem ladrar, ósseos, febris, errantes,&lt;br /&gt;Amareladamente, os cães parecem lobos.&lt;br /&gt;&lt;br /&gt;E os guardas que revistam as escadas,&lt;br /&gt;Caminham de lanterna e servem de chaveiros;&lt;br /&gt;Por cima, as imorais, nos seus roupões ligeiros,&lt;br /&gt;Tossem, fumando sobre a pedra das sacadas.&lt;br /&gt;&lt;br /&gt;E, enorme, nesta massa irregular&lt;br /&gt;De prédios sepulcrais, com dimensões de montes,&lt;br /&gt;A dor humana busca os amplos horizontes,&lt;br /&gt;E tem marés, de fel, como um sinistro mar!&lt;br /&gt;&lt;br /&gt;Lisboa&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: right;"&gt;Cesário Verde&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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  &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabela normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Calibri","sans-serif";  mso-bidi-font-family:"Times New Roman";} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;2. Justifica o t&lt;/span&gt;&lt;span style="color:black"&gt;í&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;tulo atribu&lt;/span&gt;&lt;span style="color:black"&gt;í&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;do pelo autor ao &lt;/span&gt;&lt;span style="color:black"&gt;ú&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;ltimo momento de "O sentimento dum ocidental", tendo em conta a progress&lt;/span&gt;&lt;span style="color:black"&gt;ã&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;o cronol&lt;/span&gt;&lt;span style="color:black"&gt;ó&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;gica que articula as suas diferentes sec&lt;/span&gt;&lt;span style="color:black"&gt;çõ&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial; color:black"&gt;es.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background: none repeat scroll 0% 0% white;"&gt;&lt;span style="color: black;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;3. Seleciona a &lt;/span&gt;&lt;span style="color:black"&gt;ú&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;nica op&lt;/span&gt;&lt;span style="color:black"&gt;çã&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;o que cont&lt;/span&gt;&lt;span style="color:black"&gt;é&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;m as palavras/express&lt;/span&gt;&lt;span style="color:black"&gt;õ&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;es que preenchem, sequencial­mente, os espa&lt;/span&gt;&lt;span style="color:black"&gt;ç&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;os de cada uma das frases, de modo a obteres afirma&lt;/span&gt;&lt;span style="color:black"&gt;çõ&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial; color:black"&gt;es corretas sobre o poema.&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;3.1. O sujeito po&lt;/span&gt;&lt;span style="color:black"&gt;é&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;tico em ______________ perspetiva a cidade de Lisboa de forma ______________.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;a. deambula&lt;/span&gt;&lt;span style="color:black"&gt;çã&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;o... disf&lt;/span&gt;&lt;span style="color:black"&gt;ó&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;rica. &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;b. isolamento... euf&lt;/span&gt;&lt;span style="color:black"&gt;ó&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;rica.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;c. deambula&lt;/span&gt;&lt;span style="color:black"&gt;çã&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;o... euf&lt;/span&gt;&lt;span style="color:black"&gt;ó&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;rica. &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;d. reclus&lt;/span&gt;&lt;span style="color:black"&gt;ã&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;o... disf&lt;/span&gt;&lt;span style="color:black"&gt;ó&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;rica.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;3.2. "Horas mortas", a &lt;/span&gt;&lt;span style="color:black"&gt;ú&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;ltima parte de "O sentimento dum ocidental", materializa uma vis&lt;/span&gt;&lt;span style="color:black"&gt;ã&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;o profundamente ______________, em que a ideia de ______________ &lt;i&gt;se &lt;/i&gt;desenvolve num crescendo at&lt;/span&gt;&lt;span style="color:black"&gt;é&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt; ao final do poema.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;a. otimista... abertura &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;b. otimista... clausura&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;c. pessimista... abertura &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;d. pessimista... clausura&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;Com base em AMARO, Ana Maria, "Introdu&lt;/span&gt;&lt;span style="color:black"&gt;çã&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;o", in VERDE, Ces&lt;/span&gt;&lt;span style="color:black"&gt;á&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;rio, 2009. O &lt;i&gt;Livro de Ces&lt;/i&gt;&lt;/span&gt;&lt;i&gt;&lt;span style="color:black"&gt;á&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;rio Verde (uma sele&lt;/span&gt;&lt;span style="color:black"&gt;çã&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial; color:black"&gt;o). &lt;/span&gt;&lt;/i&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;Porto: Porto Editora&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;4. Ao longo da composi&lt;/span&gt;&lt;span style="color:black"&gt;çã&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;o, o sujeito po&lt;/span&gt;&lt;span style="color:black"&gt;é&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;tico descreve o meio citadino que perceciona.&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;b&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;4.1. &lt;/span&gt;&lt;/b&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;Resume-o em dois adjetivos, fundamentando a tua escolha com passagens do texto.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;b&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;4.2. &lt;/span&gt;&lt;/b&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;Aponta os efeitos que essa ambi&lt;/span&gt;&lt;span style="color:black"&gt;ê&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;ncia lhe provoca.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background: none repeat scroll 0% 0% white;"&gt;&lt;span style="color: black;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;5. Envolto no ambiente urbano, o eu-narrador manifesta um desejo. &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;5.1. Transcreve um dos versos que o verbalizam.&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background: none repeat scroll 0% 0% white;"&gt;&lt;span style="color: black;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;6. Comenta a conota&lt;/span&gt;&lt;span style="color:black"&gt;çã&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;o simb&lt;/span&gt;&lt;span style="color:black"&gt;ó&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;lica da &lt;i&gt;"flauta" &lt;/i&gt;(v. 12) no contexto em que ocorre.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background: none repeat scroll 0% 0% white;"&gt;&lt;span style="color: black;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;7. Identifica a figura de estilo presente nas express&lt;/span&gt;&lt;span style="color:black"&gt;õ&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;es &lt;i&gt;"vale escuro das muralhas" &lt;/i&gt;(v. 26) e &lt;i&gt;"massa irregular / De pr&lt;/i&gt;&lt;/span&gt;&lt;i&gt;&lt;span style="color:black"&gt;é&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;dios sepulcrais" &lt;/span&gt;&lt;/i&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;(w. 41-42) e explica o seu valor expressivo.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background: none repeat scroll 0% 0% white;"&gt;&lt;span style="color: black;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;8. Destaca o efeito de sentido produzido pela anteposi&lt;/span&gt;&lt;span style="color:black"&gt;çã&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial; color:black"&gt;o dos adjetivos ao nome que carac­terizam nos versos &lt;i&gt;"E sujos, sem ladrar, &lt;/i&gt;&lt;/span&gt;&lt;i&gt;&lt;span style="color:black"&gt;ó&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;sseos, febris, errantes, / Amareladamente, os c&lt;/span&gt;&lt;span style="color:black"&gt;ã&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;es parecem lobos." &lt;/span&gt;&lt;/i&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;(w. 35-36)&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background: none repeat scroll 0% 0% white;"&gt;&lt;span style="color: black;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;9. Assinala como verdadeiras (V) ou falsas (F) as afirma&lt;/span&gt;&lt;span style="color:black"&gt;çõ&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial; color:black"&gt;es seguintes:&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;a. O grupo preposicional presente na passagem &lt;i&gt;"V&lt;/i&gt;&lt;/span&gt;&lt;i&gt;&lt;span style="color:black"&gt;ê&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial; color:black"&gt;m l&lt;/span&gt;&lt;span style="color:black"&gt;á&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;grimas de luz" &lt;/span&gt;&lt;/i&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;(v.3) possui um valor restritivo.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;b. O segmento textual &lt;i&gt;"Enleva-me a quimera azul de transmigrar." &lt;/i&gt;(v. 4) constitui um ato ilocut&lt;/span&gt;&lt;span style="color:black"&gt;ó&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;rio assertivo.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;c. O constituinte &lt;i&gt;"as fechaduras" &lt;/i&gt;no verso &lt;i&gt;"Colocam-se taipais, rangem as fechaduras" &lt;/i&gt;(v. 7) desempenha a fun&lt;/span&gt;&lt;span style="color:black"&gt;çã&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial; color:black"&gt;o sint&lt;/span&gt;&lt;span style="color:black"&gt;é&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;tica de complemento direto.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;d. Todos os adjetivos usados na frase &lt;i&gt;"Pois sobem, no sil&lt;/i&gt;&lt;/span&gt;&lt;i&gt;&lt;span style="color:black"&gt;ê&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial; color:black"&gt;ncio, infaustas e trinadas, / As notas pastoris duma long&lt;/span&gt;&lt;span style="color:black"&gt;í&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial; color:black"&gt;nqua flauta." &lt;/span&gt;&lt;/i&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;(w. 11-12) s&lt;/span&gt;&lt;span style="color:black"&gt;ã&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;o usados como modificadores do nome apositivos.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;e. As formas verbais &lt;i&gt;"espantam-me" &lt;/i&gt;(v. 8) e &lt;i&gt;"quero" &lt;/i&gt;(1.19) s&lt;/span&gt;&lt;span style="color:black"&gt;ã&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;o simultaneamente refer&lt;/span&gt;&lt;span style="color:black"&gt;ê&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;ncias de&lt;/span&gt;&lt;span style="color:black"&gt;í&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;ticas pessoais e temporais.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;f. Na frase &lt;i&gt;"Julgo avistar, na treva, as folhas das navalhas" &lt;/i&gt;(v. 27) o sujeito &lt;/span&gt;&lt;span style="color:black"&gt;é&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt; nulo subentendido.&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;g. O conector &lt;i&gt;"todavia" &lt;/i&gt;(v.33) introduz uma liga&lt;/span&gt;&lt;span style="color:black"&gt;çã&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial; color:black"&gt;o consecutiva.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;h. A ora&lt;/span&gt;&lt;span style="color:black"&gt;çã&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;o &lt;i&gt;"que revistam as escadas" &lt;/i&gt;(v. 37) &lt;/span&gt;&lt;span style="color:black"&gt;é&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt; subordinada adjetiva relativa restritiva.&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;i. A utiliza&lt;/span&gt;&lt;span style="color:black"&gt;çã&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;o da conjun&lt;/span&gt;&lt;span style="color:black"&gt;çã&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;o &lt;i&gt;"e" &lt;/i&gt;no verso &lt;i&gt;"Caminham de lanterna e servem de chaveiros" &lt;/i&gt;(v.38) concretiza um mecanismo de coes&lt;/span&gt;&lt;span style="color:black"&gt;ã&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;o fr&lt;/span&gt;&lt;span style="color:black"&gt;á&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;sica.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;j. O antecedente do determinante possessivo &lt;i&gt;"seus" &lt;/i&gt;(v. 39) &lt;/span&gt;&lt;span style="color:black"&gt;é&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt; &lt;i&gt;"imorais" &lt;/i&gt;(v. 39).&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;b&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;9.1. &lt;/span&gt;&lt;/b&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;Corrige as afirma&lt;/span&gt;&lt;span style="color:black"&gt;çõ&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;es falsas.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4197403767253794221-317069071092348659?l=testesdeportugues.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4197403767253794221/posts/default/317069071092348659'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4197403767253794221/posts/default/317069071092348659'/><link rel='alternate' type='text/html' href='http://testesdeportugues.blogspot.com/2012/02/horas-mortas.html' title='Horas Mortas'/><author><name>Helena Maria</name><uri>http://www.blogger.com/profile/14311387130603583986</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_G76NFNcUugU/SzLgoqbINOI/AAAAAAAAOTg/d9aPt9SK9ZU/S220/femme14.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4197403767253794221.post-804750933272826615</id><published>2012-02-01T05:48:00.000Z</published><updated>2012-02-01T05:48:00.408Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Crónica'/><title type='text'>Anástrofe e incerteza em Tony Carreira</title><content type='html'>&lt;div style="text-align: justify;"&gt;Quem é, hoje, o mais conhecido e apreciado poeta português?&lt;br /&gt;A Academia1 divide-se, o que demonstra, uma vez mais, que a Academia não percebe  nada do as-sunto. Inúmeros portugueses sabem de cor os seus versos - e, no entanto, a universidade despreza-o, a crítica ignora-o, as seletas barram-lhe a entrada. Valha-nos o povo, especialmente aquela parcela do povo que é constituída por senhoras maiores de 50 anos, que o venera. O mais famoso poeta português da atualidade é, sem dúvida nenhuma, Tony Carreira. Fazia falta um estudo sério sobre a sua obra. Um pouco vergado sob o peso de ser sempre pioneiro a fazer o que faz falta, aqui o apresento.&lt;br /&gt;O primeiro aspeto que o leitor de Tony Carreira deverá ter em conta é o seu universo vocabular. Carreira definiu um vocabulário restrito, não porque queira, como Eugénio de Andrade, estabelecer um conjunto de vocábulos essenciais e, a partir desse núcleo, obter uma expressividade reforçada pelos contextos inesperados em que eles surgem, mas, ao que tudo indica, porque conhece poucas palavras. E a maior parte das que conhece não tem muitas sílabas. Tony Carreira não perde tempo a procurar o adjetivo certo. Na dúvida, é tudo "lindo". É o caso da vida, no poema "Não chores mais" ("Não chores mais / não nunca mais / que a vida é tão linda"), da mãe, em "Mãe querida" ("Hoje velhinha estás, querida mãezinha / Mas para mim sempre serás tu a mais linda"), de uma casa, em "Coração perdido" ("Hoje vives numa linda casa"), ou de várias coisas, no poema "Ai que saudades" (nele, o herói parte de "uma casinha branca tão linda", recorda "esse cantinho doce e tão lindo" e anseia pelo regresso "à ilha linda (...) que o viu nascer", que é, evidentemente, a "linda Madeira")&lt;br /&gt;Enquanto poeta, Tony Carreira está preocupado com dois problemas principais: a só quantidade de frases que, não terminando numa palavra acabada em "ar", não podem rimar com outras frases que terminem numa palavra acabada em "ar" (e por isso recorre com frequência a belas anástrofes, como em "Morena bonita": "Um dia destes eu vou com ela falar / Vou fazer tudo p'ra seu amor conquistar"); e as idiossincrasias do amor, e as perplexidades que elas causam. Neste capítulo, são exemplares os poemas "Qualquer dia posso-me cansar" ("E quando as coisas correm mal porque é que tu me ofendes / Se ao fim da noite queres fazer as pazes na cama?") e "Cai nos meus braços, Maria" ("Tu que estás aí dançando / Faz aquilo que eu desejo / Vem para mini bamboleando / Sim, tropeça nos meus beijos (...) Vem nesse bamboleado / Escorrega nos meus lábios"), sendo que este último parece alertar para o caráter traiçoeiro dos beijos, que ora fazem tropeçar, ora saem de lábios escorregadios. A registar por quem, desejando entregar-se aos prazeres do amor, não queira, ainda assim, partir uma perna.&lt;br /&gt;Fica o incentivo para uma leitura atenta da poesia de Tony Carreira - que, por ser inclassificável, não me sinto capaz de adjetivar. A não ser, talvez, com a expressão "muito linda".&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: right;"&gt;Ricardo Araújo Pereira, &lt;span style="font-style: italic;"&gt;Boca do Inferno&lt;/span&gt;,&lt;br /&gt;15.ª  ed., Tinta da China, 2008 (texto com supressões)&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(102, 102, 102);font-size:85%;" &gt;Notas:&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: rgb(102, 102, 102);font-size:85%;" &gt;1. Academia: designação tradicionalmente dada à escola de Filosofia em que Platão ensinava, em Atenas, junto a um jardim dedicado a Academo, personagem mitológica. A palavra 'Academia' é também utilizada para designar sociedades de escritores, artistas ou cientistas que, por norma, se pronunciam sobre assuntos da sua especialidade.&lt;br /&gt;2. Ricardo Araújo Pereira é um conhecido humorista e um cronista irreverente, cujos textos são profundamente críticos.&lt;br /&gt;3. A anástrofe é um recurso estilístico que consiste na alteração da ordem direta das palavras dentro de um constituinte da frase.&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-weight: bold;"&gt;I&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:documentproperties&gt;   &lt;o:version&gt;14.00&lt;/o:Version&gt;  &lt;/o:DocumentProperties&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:targetscreensize&gt;800x600&lt;/o:TargetScreenSize&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt; 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&lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabela normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Calibri","sans-serif";  mso-bidi-font-family:"Times New Roman";} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;1. Na opini&lt;/span&gt;ã&lt;span style="mso-bidi-font-family:Arial"&gt;o de Ricardo Ara&lt;/span&gt;ú&lt;span style="mso-bidi-font-family:Arial"&gt;jo Pereira, qual &lt;/span&gt;é&lt;span style="mso-bidi-font-family:Arial"&gt; a resposta &lt;/span&gt;à&lt;span style="mso-bidi-font-family: Arial"&gt; pergunta com que o texto come&lt;/span&gt;ç&lt;span style="mso-bidi-font-family: Arial"&gt;a?&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;2. Como justifica ele a afirma&lt;/span&gt;çã&lt;span style="mso-bidi-font-family: Arial"&gt;o: " &lt;i&gt;a Academia n&lt;/i&gt;&lt;/span&gt;&lt;i&gt;ã&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;o percebe nada do assunto. " &lt;/span&gt;&lt;/i&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;3. &lt;i&gt;"Fazia falta um estudo s&lt;/i&gt;&lt;/span&gt;&lt;i&gt;é&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;rio sobre a sua obra. Um pouco vergado sob o peso de ser sempre pioneiro a fazer o que faz falta, aqui o apresento." &lt;/span&gt;&lt;/i&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:35.4pt;margin-bottom:.0001pt;text-align:justify;mso-layout-grid-align: none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;3.1. Que expetativa criam no leitor estas frases do texto em rela&lt;/span&gt;çã&lt;span style="mso-bidi-font-family:Arial"&gt;o ao que vai ser dito sobre a poe­sia de Tony Carreira?&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:35.4pt;margin-bottom:.0001pt;text-align:justify;mso-layout-grid-align: none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;3.2. Explica por que raz&lt;/span&gt;ã&lt;span style="mso-bidi-font-family:Arial"&gt;o Ricardo Ara&lt;/span&gt;ú&lt;span style="mso-bidi-font-family:Arial"&gt;jo Pereira invoca o exemplo de Eug&lt;/span&gt;é&lt;span style="mso-bidi-font-family:Arial"&gt;nio de Andrade.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:35.4pt;margin-bottom:.0001pt;text-align:justify;mso-layout-grid-align: none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;3.3. Nas tuas pr&lt;/span&gt;ó&lt;span style="mso-bidi-font-family:Arial"&gt;prias palavras, diz quais s&lt;/span&gt;ã&lt;span style="mso-bidi-font-family:Arial"&gt;o as duas grandes preocupa&lt;/span&gt;çõ&lt;span style="mso-bidi-font-family:Arial"&gt;es do 'poeta' Tony Carreira.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;4. Nesta cr&lt;/span&gt;ó&lt;span style="mso-bidi-font-family:Arial"&gt;nica, o autor d&lt;/span&gt;á&lt;span style="mso-bidi-font-family:Arial"&gt; a sua opini&lt;/span&gt;ã&lt;span style="mso-bidi-font-family:Arial"&gt;o acerca da poe­sia de Tony Carreira.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:35.4pt;margin-bottom:.0001pt;text-align:justify;mso-layout-grid-align: none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;4.1. Identifica dois momentos em que a ironia* seja mais evidente.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:35.4pt;margin-bottom:.0001pt;text-align:justify;mso-layout-grid-align: none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;4.2. Destaca a inten&lt;/span&gt;çã&lt;span style="mso-bidi-font-family:Arial"&gt;o de Ricardo Ara&lt;/span&gt;ú&lt;span style="mso-bidi-font-family:Arial"&gt;jo Pereira ao escolher a express&lt;/span&gt;ã&lt;span style="mso-bidi-font-family:Arial"&gt;o &lt;i&gt;"muito linda"&lt;/i&gt; para classificar a 'poesia' do cantor.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:35.4pt;margin-bottom:.0001pt;text-align:justify;mso-layout-grid-align: none;text-autospace:none"&gt; &lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:70.8pt;margin-bottom:.0001pt;text-align:justify;mso-layout-grid-align: none;text-autospace:none"&gt;&lt;i&gt;Mãe, mar, amigo,&lt;/i&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:70.8pt;margin-bottom:.0001pt;text-align:justify;mso-layout-grid-align: none;text-autospace:none"&gt;&lt;i&gt;corpo, rumor." *&lt;/i&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:70.8pt;margin-bottom:.0001pt;text-align:justify;mso-layout-grid-align: none;text-autospace:none"&gt;&lt;i&gt;"O silêncio e o branco são,&lt;/i&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:70.8pt;margin-bottom:.0001pt;text-align:justify;mso-layout-grid-align: none;text-autospace:none"&gt;&lt;i&gt;talvez, as palavras maiores&lt;/i&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:35.4pt;margin-bottom:.0001pt;text-align:justify;mso-layout-grid-align: none;text-autospace:none"&gt; &lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:35.4pt;margin-bottom:.0001pt;text-align:justify;mso-layout-grid-align: none;text-autospace:none"&gt;&lt;i&gt;* &lt;/i&gt;Resposta de Eugénio de Andrade à pergunta "Quais são as palavras, cinco palavras, que mais amaste?"&lt;/p&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-weight: bold;"&gt;II&lt;/span&gt;&lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;1. Atenta no seguinte excerto do texto:&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;"In&lt;/span&gt;ú&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;meros &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;portugueses sabem de cor os seus versos - e, &lt;b&gt;no entanto, &lt;/b&gt;a universidade &lt;b&gt;despreza-o, &lt;/b&gt;a cr&lt;/span&gt;í&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;tica &lt;b&gt;ignora-o, as seletas barram-lhe &lt;/b&gt;a entrada. Valha-nos o povo, &lt;b&gt;especialmente &lt;/b&gt;aquela &lt;b&gt;parcela &lt;/b&gt;do povo que &lt;/span&gt;é&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt; constitu&lt;/span&gt;í&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;da por senhoras maiores de 50 anos, que o &lt;b&gt;venera. &lt;/b&gt;O mais &lt;b&gt;famoso &lt;/b&gt;poeta portugu&lt;/span&gt;ê&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;s &lt;b&gt;da atualidade &lt;/b&gt;&lt;/span&gt;&lt;b&gt;é&lt;/b&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;, sem d&lt;/span&gt;ú&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;vida nenhuma, &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;Tony Carreira." &lt;/span&gt;&lt;/i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;mso-layout-grid-align:none;text-autospace:none"&gt; &lt;/p&gt;  &lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;1.1. Reescreve-o, substituindo todos os voc&lt;/span&gt;á&lt;span style="mso-bidi-font-family:Arial"&gt;bulos e express&lt;/span&gt;õ&lt;span style="mso-bidi-font-family:Arial"&gt;es destacadas por outras equivalentes neste contexto.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;2. Para ilustrar a sua afirma&lt;/span&gt;çã&lt;span style="mso-bidi-font-family: Arial"&gt;o de que Tony Carreira usa um vocabul&lt;/span&gt;á&lt;span style="mso-bidi-font-family: Arial"&gt;rio restrito nas letras das suas can&lt;/span&gt;çõ&lt;span style="mso-bidi-font-family: Arial"&gt;es, Ricardo Ara&lt;/span&gt;ú&lt;span style="mso-bidi-font-family:Arial"&gt;jo Pereira d&lt;/span&gt;á&lt;span style="mso-bidi-font-family:Arial"&gt; os seguintes exemplos:&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;a. &lt;i&gt;"N&lt;/i&gt;&lt;/span&gt;&lt;i&gt;ã&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;o chores mais /n&lt;/span&gt;ã&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;o nunca mais /que a vida &lt;/span&gt;é&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt; t&lt;/span&gt;ã&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;o linda"&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;b. &lt;i&gt;"Hoje velhinha est&lt;/i&gt;&lt;/span&gt;&lt;i&gt;á&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;s, querida m&lt;/span&gt;ã&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;ezinha/Mas para mim sempre ser&lt;/span&gt;á&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;s tu a mais linda"&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;c. &lt;i&gt;"uma casinha branca t&lt;/i&gt;&lt;/span&gt;&lt;i&gt;ã&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;o linda"&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;d. "esse &lt;i&gt;cantinho doce e t&lt;/i&gt;&lt;/span&gt;&lt;i&gt;ã&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;o lindo"&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;e. &lt;i&gt;"&lt;/i&gt;&lt;/span&gt;&lt;i&gt;à&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt; ilha linda (...) que o viu nascer"&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;f.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;i&gt;"linda Madeira"&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;2.1. Substitui, em todas as frases, o adjetivo &lt;i&gt;"lindo", &lt;/i&gt;nas suas v&lt;/span&gt;á&lt;span style="mso-bidi-font-family:Arial"&gt;rias formas, por sin&lt;/span&gt;ó&lt;span style="mso-bidi-font-family:Arial"&gt;nimos, sem nunca te repetires.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;3. Nos versos "Um &lt;i&gt;dia destes eu vou com ela falar / Vou fazer tudo p'ra seu amor con­quistar", &lt;/i&gt;Tony Carreira recorre &lt;/span&gt;à&lt;span style="mso-bidi-font-family:Arial"&gt; an&lt;/span&gt;á&lt;span style="mso-bidi-font-family: Arial"&gt;strofe.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;3.1. Reescreve as frases pela ordem direta.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;4. L&lt;/span&gt;ê&lt;span style="mso-bidi-font-family:Arial"&gt; as frases que se seguem.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;a. In&lt;/span&gt;ú&lt;span style="mso-bidi-font-family:Arial"&gt;meros portugueses sabem de &lt;b&gt;cor &lt;/b&gt;os versos de Tony Carreira. &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;b. A minha &lt;b&gt;cor &lt;/b&gt;preferida &lt;/span&gt;é&lt;span style="mso-bidi-font-family: Arial"&gt; o azul.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;4.1. As palavras destacadas estabelecem entre si uma rela&lt;/span&gt;çã&lt;span style="mso-bidi-font-family:Arial"&gt;o de: &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;a. sinon&lt;/span&gt;í&lt;span style="mso-bidi-font-family:Arial"&gt;mia. &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;b. homografia. &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;c. hiperon&lt;/span&gt;í&lt;span style="mso-bidi-font-family:Arial"&gt;mia.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;5. Atenta nas seguintes frases:&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;a. Tony Carreira &lt;/span&gt;é&lt;span style="mso-bidi-font-family:Arial"&gt; um cantor &lt;b&gt;pimba.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;b. Como n&lt;/span&gt;ã&lt;span style="mso-bidi-font-family:Arial"&gt;o estava a prestar aten&lt;/span&gt;çã&lt;span style="mso-bidi-font-family:Arial"&gt;o, trope&lt;/span&gt;ç&lt;span style="mso-bidi-font-family:Arial"&gt;ou e &lt;b&gt;pimba!&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial;mso-bidi-font-weight: bold"&gt;5.1. &lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;Diz a que classes pertencem as palavras destacadas nas duas frases e explicita os respetivos sentidos.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;6. Considera os seguintes pares de voc&lt;/span&gt;á&lt;span style="mso-bidi-font-family: Arial"&gt;bulos:&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;a. seleta [nome]/ seleta [adjetivo] &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;b. atenta [verbo] / atenta [adjetivo]&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial;mso-bidi-font-weight:bold"&gt;6.1.&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;Utiliza-os em frases simples em que cada um deles respeite a classe de palavras indicada.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;7. &lt;i&gt;"Carreira definiu um vocabul&lt;/i&gt;&lt;/span&gt;&lt;i&gt;á&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;rio restrito, (...) porque conhece poucas palavras. E a maior parte das que conhece n&lt;/span&gt;ã&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;o tem muitas s&lt;/span&gt;í&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;labas." &lt;/span&gt;&lt;/i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;(II. 17-21)&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;7.1. Indica o valor sem&lt;/span&gt;â&lt;span style="mso-bidi-font-family:Arial"&gt;ntico dos conetores assinalados.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 35.4pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;7.2. Analisa agora a primeira frase do exerc&lt;/span&gt;í&lt;span style="mso-bidi-font-family:Arial"&gt;cio 7., identificando:&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 70.8pt; text-align: justify;"&gt;•&lt;span style="mso-bidi-font-family:Arial"&gt; as duas ora&lt;/span&gt;çõ&lt;span style="mso-bidi-font-family:Arial"&gt;es que a comp&lt;/span&gt;õ&lt;span style="mso-bidi-font-family: Arial"&gt;em;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 70.8pt; text-align: justify;"&gt;•&lt;span style="mso-bidi-font-family:Arial"&gt; o sujeito e o predicado de cada uma delas;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 70.8pt; text-align: justify;"&gt;•&lt;span style="mso-bidi-font-family:Arial"&gt; a(s) fun&lt;/span&gt;çã&lt;span style="mso-bidi-font-family:Arial"&gt;o(&lt;/span&gt;õ&lt;span style="mso-bidi-font-family: Arial"&gt;es) sint&lt;/span&gt;á&lt;span style="mso-bidi-font-family:Arial"&gt;tica(s) dos elementos selecionados pelos verbos.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;8. Encontra, na coluna da direita, a classe e subclasse de palavras a que pertencem os voc&lt;/span&gt;á&lt;span style="mso-bidi-font-family:Arial"&gt;bulos assinalados na da esquerda.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="color: black"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;table class="MsoNormalTable" style="border-collapse: collapse; border: medium none; text-align: left; margin-left: 0px; margin-right: 0px;" border="1" cellpadding="0" cellspacing="0"&gt;  &lt;tbody&gt;&lt;tr style="mso-yfti-irow:0;mso-yfti-firstrow:yes"&gt;   &lt;td style="width:246.4pt;border:solid windowtext 1.0pt;   mso-border-alt:solid windowtext .5pt;padding:0cm 5.4pt 0cm 5.4pt" valign="top" width="329"&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;b style="mso-bidi-font-weight:   normal"&gt;&lt;span style="color:#31849B;mso-themecolor:accent5;mso-themeshade:   191"&gt;Vocábulos&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;   &lt;/td&gt;   &lt;td style="width:200.35pt;border:solid windowtext 1.0pt;   border-left:none;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:   solid windowtext .5pt;padding:0cm 5.4pt 0cm 5.4pt" valign="top" width="267"&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;b&gt;&lt;span style="mso-bidi-font-family:Arial;color:#31849B;mso-themecolor:accent5;   mso-themeshade:191"&gt;Classes e subclasses&lt;/span&gt;&lt;/b&gt;&lt;span style="mso-bidi-font-family:   Arial;color:#31849B;mso-themecolor:accent5;mso-themeshade:191"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;/td&gt;  &lt;/tr&gt;  &lt;tr style="mso-yfti-irow:1;mso-yfti-lastrow:yes"&gt;   &lt;td style="width:246.4pt;border:solid windowtext 1.0pt;   border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;   padding:0cm 5.4pt 0cm 5.4pt" valign="top" width="329"&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;1. "... &lt;b style="mso-bidi-font-weight:normal"&gt;sob&lt;/b&gt; &lt;i&gt;o peso..."&lt;/i&gt;&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;2. "... &lt;i&gt;o &lt;b style="mso-bidi-font-weight:normal"&gt;seu&lt;/b&gt; universo vocabular." &lt;/i&gt;&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;3. "... &lt;i&gt;um vocabul&lt;/i&gt;&lt;/span&gt;&lt;i&gt;&lt;span style="color:black"&gt;á&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial;   color:black"&gt;rio &lt;b&gt;restrito..." &lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;span style="mso-bidi-font-family:   Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black;mso-bidi-font-weight:bold"&gt;4.   "... &lt;i&gt;com &lt;b&gt;dois&lt;/b&gt; &lt;/i&gt;&lt;/span&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:   Arial;color:black"&gt;problemas..." &lt;/span&gt;&lt;/i&gt;&lt;span style="mso-bidi-font-family:   Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black;mso-bidi-font-weight:bold"&gt;5."...   &lt;i&gt;de&lt;b&gt; &lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial;   color:black"&gt;ser &lt;b&gt;sempre &lt;/b&gt;pioneiro..." &lt;/span&gt;&lt;/i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black;mso-bidi-font-weight:bold"&gt;6. &lt;i&gt;''O&lt;b&gt;   primeiro &lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial;   color:black"&gt;aspeto..."&lt;/span&gt;&lt;/i&gt;&lt;span style="mso-bidi-font-family:   Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black;mso-bidi-font-weight:bold"&gt;7. &lt;i&gt;"&lt;b&gt;Quem   &lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;i&gt;&lt;span style="color:black"&gt;é&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;, hoje, ...?" &lt;/span&gt;&lt;/i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;8. &lt;i&gt;"O primeiro aspeto &lt;b style="mso-bidi-font-weight:normal"&gt;que&lt;/b&gt;..."&lt;/i&gt;&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black;mso-bidi-font-weight:bold"&gt;9.&lt;b&gt;   "... &lt;i&gt;aqui &lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial;   color:black"&gt;o apresento." &lt;/span&gt;&lt;/i&gt;&lt;span style="mso-bidi-font-family:   Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black;mso-bidi-font-weight:bold"&gt;10.&lt;b&gt;   &lt;/b&gt;&lt;/span&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;"Valha-nos   o &lt;b&gt;povo..." &lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black;mso-bidi-font-weight:bold"&gt;11.   "...&lt;b&gt; &lt;i&gt;porque &lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:   Arial;color:black"&gt;conhece poucas palavras."&lt;/span&gt;&lt;/i&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;12. "... &lt;i&gt;Tony Carreira   &lt;b&gt;est&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;b&gt;&lt;i&gt;&lt;span style="color:black"&gt;á&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt; &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;i&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;preocupado..." &lt;/span&gt;&lt;/i&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="color:black"&gt; &lt;/span&gt;&lt;/p&gt;   &lt;/td&gt;   &lt;td style="width:200.35pt;border-top:none;border-left:   none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;   mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;   mso-border-alt:solid windowtext .5pt;padding:0cm 5.4pt 0cm 5.4pt" valign="top" width="267"&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:#20292A"&gt;a.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Pronome interrogativo&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;b. Adv&lt;/span&gt;&lt;span style="color:black"&gt;é&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;   color:black"&gt;rbio - com valor locativo&lt;/span&gt;&lt;span style="mso-bidi-font-family:   Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;c. Adjetivo numeral&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:#20292A"&gt;d. Conjun&lt;/span&gt;&lt;span style="color:#20292A"&gt;çã&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;   color:#20292A"&gt;o subordinativa causal&lt;/span&gt;&lt;span style="mso-bidi-font-family:   Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;e. Nome comum cont&lt;/span&gt;&lt;span style="color:black"&gt;á&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;   color:black"&gt;vel coletivo&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:#20292A"&gt;f.&lt;span style="mso-spacerun:yes"&gt;   &lt;/span&gt;Pronome relativo g. Preposi&lt;/span&gt;&lt;span style="color:#20292A"&gt;çã&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;   color:#20292A"&gt;o&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:#20292A"&gt;h. Verbo copulativo&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:#20292A"&gt;i. Adjetivo qualificativo&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:#20292A"&gt;j. Adv&lt;/span&gt;&lt;span style="color:#20292A"&gt;é&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;   color:#20292A"&gt;rbio - com valor temporal&lt;/span&gt;&lt;span style="mso-bidi-font-family:   Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:#20292A"&gt;I. Determinante possessivo&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align:   justify;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;m. 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  &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabela normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Calibri","sans-serif";  mso-bidi-font-family:"Times New Roman";} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;9. L&lt;/span&gt;ê&lt;span style="mso-bidi-font-family:Arial"&gt;, agora, um par&lt;/span&gt;á&lt;span style="mso-bidi-font-family:Arial"&gt;grafo de uma outra cr&lt;/span&gt;ó&lt;span style="mso-bidi-font-family:Arial"&gt;nica de Ricardo Ara&lt;/span&gt;ú&lt;span style="mso-bidi-font-family:Arial"&gt;jo Pereira - "Triste sina" - ao qual retir&lt;/span&gt;á&lt;span style="mso-bidi-font-family:Arial"&gt;mos toda a pontua&lt;/span&gt;çã&lt;span style="mso-bidi-font-family:Arial"&gt;o.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;Esta semana fui comprar cuecas peço porém ao leitor que contenha a emoção bem sei que num país de cronistas insossos haver um que enceta uma crónica despertando imediatamente no leitor a inquietação que só a grande literatura consegue provocar comove toda a gente sofisticada com­preendo que o leitor deseje largar imediatamente a revista percebo a urgên­cia de ir verter a frase que ali está para latim e tatuá-la nas costas mas aquelas cinco palavras que de resto compõem um estupendo decassílabo não são apenas um achado estilístico são também a mais pura verdade é por isso que chamo a atenção para o que se segue (...)&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;Ricardo Araújo Pereira, &lt;i&gt;Boca do Inferno, &lt;/i&gt;15.ª ed., Tinta da China, 2008 (texto adaptado)&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;span style="mso-bidi-font-family: Arial"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;9.1. Pontua o excerto corretamente.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;9.2. L&lt;/span&gt;ê&lt;span style="mso-bidi-font-family:Arial"&gt;-o em voz alta, respeitando a expressividade da pontua&lt;/span&gt;çã&lt;span style="mso-bidi-font-family: Arial"&gt;o.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;mso-layout-grid-align:none;text-autospace:none"&gt; &lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4197403767253794221-804750933272826615?l=testesdeportugues.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4197403767253794221/posts/default/804750933272826615'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4197403767253794221/posts/default/804750933272826615'/><link rel='alternate' type='text/html' href='http://testesdeportugues.blogspot.com/2012/02/anastrofe-e-incerteza-em-tony-carreira.html' title='Anástrofe e incerteza em Tony Carreira'/><author><name>Helena Maria</name><uri>http://www.blogger.com/profile/14311387130603583986</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_G76NFNcUugU/SzLgoqbINOI/AAAAAAAAOTg/d9aPt9SK9ZU/S220/femme14.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4197403767253794221.post-2008882025510280125</id><published>2012-01-31T06:02:00.002Z</published><updated>2012-01-31T06:02:00.641Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Cesário Verde'/><title type='text'>A débil</title><content type='html'>Lê o poema abaixo e, em seguida, responde às questões que te são colocadas.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img style="width: 438px; height: 528px;" src="http://s54.radikal.ru/i145/1110/20/30bbee7bfe99.jpg?wap_mail_ru" /&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-weight:bold;"&gt;&lt;br /&gt;A débil&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Eu, que sou feio, sólido, leal,&lt;br /&gt;A ti, que és bela, frágil, assustada,&lt;br /&gt;Quero estimar-te, sempre, recatada&lt;br /&gt;Numa existência honesta, de cristal.&lt;br /&gt;&lt;br /&gt;Sentado à mesa dum café devasso,&lt;br /&gt;Ao avistar-te, há pouco, fraca e loura,&lt;br /&gt;Nesta Babel tão velha e corruptora,&lt;br /&gt;Tive tenções de oferecer-te o braço.&lt;br /&gt;&lt;br /&gt;E, quando socorreste um miserável,&lt;br /&gt;Eu que bebia cálices de absinto,&lt;br /&gt;Mandei ir a garrafa, porque sinto&lt;br /&gt;Que me tornas prestante, bom, saudável.&lt;br /&gt;&lt;br /&gt;«Ela aí vem!» disse eu para os demais;&lt;br /&gt;E pus-me a olhar, vexado e suspirando,&lt;br /&gt;O teu corpo que pulsa, alegre e brando,&lt;br /&gt;Na frescura dos linhos matinais.&lt;br /&gt;&lt;br /&gt;Via-te pela porta envidraçada;&lt;br /&gt;E invejava, - talvez não o suspeites! –&lt;br /&gt;Esse vestido simples, sem enfeites,&lt;br /&gt;Nessa cintura tenra, imaculada.&lt;br /&gt;&lt;br /&gt;Ia passando, a quatro, o patriarca1.&lt;br /&gt;Triste eu saí. Doía-me a cabeça.&lt;br /&gt;Uma turba2 ruidosa, negra, espessa,&lt;br /&gt;Voltava das exéquias3 dum monarca.&lt;br /&gt;&lt;br /&gt;Adorável! Tu muito natural,&lt;br /&gt;Seguias a pensar no teu bordado;&lt;br /&gt;Avultava, num largo arborizado,&lt;br /&gt;Uma estátua de rei num pedestal.&lt;br /&gt;&lt;br /&gt;Sorriam, nos seus trens, os titulares4;&lt;br /&gt;E ao claro sol, guardava-te, no entanto,&lt;br /&gt;A tua boa mãe, que te ama tanto,&lt;br /&gt;Que não te morrerá sem te casares!&lt;br /&gt;&lt;br /&gt;Soberbo dia! Impunha-me respeito&lt;br /&gt;A limpidez do teu semblante grego;&lt;br /&gt;E uma família, um ninho de sossego,&lt;br /&gt;Desejava beijar sobre o teu peito.&lt;br /&gt;&lt;br /&gt;Com elegância e sem ostentação,&lt;br /&gt;Atravessavas branca, esbelta e fina,&lt;br /&gt;Uma chusma5 de padres de batina,&lt;br /&gt;E de altos funcionários da nação.&lt;br /&gt;&lt;br /&gt;"Mas se a atropela o povo turbulento!&lt;br /&gt;Se fosse, por acaso, ali pisada!"&lt;br /&gt;De repente, paraste embaraçada&lt;br /&gt;Ao pé dum numeroso ajuntamento.&lt;br /&gt;&lt;br /&gt;E eu, que urdia6 estes fáceis esbocetos7,&lt;br /&gt;Julguei ver, com a vista de poeta,&lt;br /&gt;Uma pombinha tímida e quieta&lt;br /&gt;Num bando ameaçador de corvos pretos.&lt;br /&gt;&lt;br /&gt;E foi, então, que eu, homem varonil8,&lt;br /&gt;Quis dedicar-te a minha pobre vida,&lt;br /&gt;A ti, que és ténue, dócil, recolhida, E&lt;br /&gt;u, que sou hábil, prático, viril.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: right;"&gt;Cesário Verde, in &lt;span style="font-style: italic;"&gt;O Livro de Cesário Verde&lt;/span&gt;,&lt;br /&gt;Lisboa, Edições Ática, 1992.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 153, 153);"&gt;1patriarca: chefe de família.&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 153, 153);"&gt;2turba: magote de gente; multidão. &lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 153, 153);"&gt; 3exéquias: cerimónias religiosas fúnebres: &lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 153, 153);"&gt;4titular: que tem título de nobreza; que é fidalgo com título. &lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 153, 153);"&gt;5chusma: multidão. &lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 153, 153);"&gt;6urdir: imaginar.&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 153, 153);"&gt;7esboceto: pequeno esquema ou desenho utilizado para desenvolver mais tarde numa obra maior, mais extensa; curto esboço. &lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 153, 153);"&gt;8varonil: másculo.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;I&lt;br /&gt;&lt;br /&gt;1. Neste poema, o sujeito poético refere uma mulher do campo que se encontra na cidade.&lt;br /&gt;1.1. Demonstra que o poema apresentado está construído com uma estrutura de diálogo.&lt;br /&gt;1.2. Caracteriza o espaço citadino descrito pelo sujeito poético.&lt;br /&gt;1.3. Identifica a figura de retórica presente em «nesta Babel tão velha e corruptora» (2.a quadra, 3.° verso), explicando a sua importância para o sentido que se pretende construir.&lt;br /&gt;1.4. Indica o tipo de relação que é possível estabelecer entre o perfil da mulher e o espaço em que ela se encontra.&lt;br /&gt;2. O sujeito poético apresenta-se bastante vulnerável em relação à mulher descrita.&lt;br /&gt;2.1. Identifica a figura de retórica presente em «sentado à mesa dum café devasso» (2.a quadra, 1.° verso) e explica em que medida serve a caracterização do sujeito poético.&lt;br /&gt;2.2. Explica, de modo fundamentado, o tipo de influência que a mulher avistada exerce sobre o sujeito poético.&lt;br /&gt;3. 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  &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabela normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Calibri","sans-serif";  mso-bidi-font-family:"Times New Roman";} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;II&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;1. Observa os versos a seguir transcritos:&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="color:black"&gt;«&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;Eu, &lt;b&gt;que sou feio, s&lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="color:black"&gt;ó&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;lido, leal, &lt;/span&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black; mso-bidi-font-weight:bold"&gt;A ti,&lt;b&gt; que &lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="color:black"&gt;é&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;s bela, fr&lt;/span&gt;&lt;span style="color:black"&gt;á&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="mso-bidi-font-family:Arial; color:black"&gt;gil, assustada,&lt;/span&gt;&lt;span style="color:black"&gt;»&lt;/span&gt;&lt;/b&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black; mso-bidi-font-weight:bold"&gt;1.1. Classifica&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt; as duas ora&lt;/span&gt;&lt;span style="color:black"&gt;çõ&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;es destacadas a negrito.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black; mso-bidi-font-weight:bold"&gt;1.2. Indica&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt; a classe e a subclasse das palavras &lt;/span&gt;&lt;span style="color:black"&gt;«&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;feio&lt;/span&gt;&lt;span style="color:black"&gt;»&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;, &lt;/span&gt;&lt;span style="color:black"&gt;«&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;s&lt;/span&gt;&lt;span style="color:black"&gt;ó&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;lido&lt;/span&gt;&lt;span style="color:black"&gt;»&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;, &lt;/span&gt;&lt;span style="color:black"&gt;«&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;leal&lt;/span&gt;&lt;span style="color:black"&gt;»&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;, &lt;/span&gt;&lt;span style="color: black"&gt;«&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;bela&lt;/span&gt;&lt;span style="color:black"&gt;»&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;, &lt;/span&gt;&lt;span style="color:black"&gt;«&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;fr&lt;/span&gt;&lt;span style="color:black"&gt;á&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;gil&lt;/span&gt;&lt;span style="color:black"&gt;»&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;, &lt;/span&gt;&lt;span style="color:black"&gt;«&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;assus­tada&lt;/span&gt;&lt;span style="color:black"&gt;»&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;.&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;2. Indica a classe de palavras a que pertence o termo sublinhado no verso a seguir transcrito: E, quando socorreste um &lt;u&gt;miser&lt;/u&gt;&lt;/span&gt;&lt;u&gt;&lt;span style="color:black"&gt;á&lt;/span&gt;&lt;/u&gt;&lt;u&gt;&lt;span style="mso-bidi-font-family:Arial; color:black"&gt;vel.&lt;/span&gt;&lt;/u&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;3. Refere o valor sem&lt;/span&gt;&lt;span style="color:black"&gt;â&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;ntico do adv&lt;/span&gt;&lt;span style="color:black"&gt;é&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;rbio &lt;/span&gt;&lt;span style="color:black"&gt;«&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;talvez&lt;/span&gt;&lt;span style="color:black"&gt;»&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt; no enunciado &lt;/span&gt;&lt;span style="color:black"&gt;«&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;talvez n&lt;/span&gt;&lt;span style="color:black"&gt;ã&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;o o suspeites!»&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt; &lt;br /&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;III&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="background:white;mso-layout-grid-align:none; text-autospace:none"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;Elabora um texto bem estruturado, com um m&lt;/span&gt;&lt;span style="color:black"&gt;í&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;nimo de duzentas palavras e um m&lt;/span&gt;&lt;span style="color:black"&gt;á&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;ximo de trezentas palavras, em que expresses a tua impress&lt;/span&gt;&lt;span style="color:black"&gt;ã&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;o relativa a um quadro representativo de uma figura feminina.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;A aprecia&lt;/span&gt;&lt;span style="color:black"&gt;çã&lt;/span&gt;&lt;span style="mso-bidi-font-family: Arial;color:black"&gt;o cr&lt;/span&gt;&lt;span style="color:black"&gt;í&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial;color:black"&gt;tica deve ser feita em rela&lt;/span&gt;&lt;span style="color:black"&gt;çã&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial; color:black"&gt;o ao quadro que deves escolher como o teu preferido, fundamentando devidamente o teu ponto de vista.&lt;/span&gt;&lt;span style="mso-bidi-font-family:Arial"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-family:Arial"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4197403767253794221-2008882025510280125?l=testesdeportugues.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4197403767253794221/posts/default/2008882025510280125'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4197403767253794221/posts/default/2008882025510280125'/><link rel='alternate' type='text/html' href='http://testesdeportugues.blogspot.com/2012/01/debil.html' title='A débil'/><author><name>Helena Maria</name><uri>http://www.blogger.com/profile/14311387130603583986</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_G76NFNcUugU/SzLgoqbINOI/AAAAAAAAOTg/d9aPt9SK9ZU/S220/femme14.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4197403767253794221.post-7661671352366214670</id><published>2012-01-28T05:30:00.001Z</published><updated>2012-01-28T05:30:00.088Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Alves Redol'/><category scheme='http://www.blogger.com/atom/ns#' term='Texto narrativo'/><title type='text'>Obrigada!</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;img 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" alt="" /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;As surpresas não acabavam para a Sementinha. (...)&lt;br /&gt;Dando mais atenção às suas raízes, a Sementinha reparou que nelas tinham nascido umas coifas para lhes protegerem as pontas, não as quebrassem os obstáculos da terra, ao mesmo tempo que lhes orientavam o cresci¬mento. Isto envaideceu-a. Sentiu-se munida de uma bússola e de um escudo de guerreiro. O pior é que notou que nas hastezinhas das raízes lhe nasciam pelos.&lt;br /&gt;"Querem ver que vou ter barba? Que coisa feia!... Uma menina de barba!..."&lt;br /&gt;E a Sementinha choramingou a sua triste sorte. A Terra sorriu daquele desabafo e não se deu ao cuidado de a sossegar.&lt;br /&gt;Uma das raízes é que lhe falou:&lt;br /&gt;- Ouve lá! Que disparate é esse de estares aí com lamúrias? Estamos nós aqui a trabalhar... (...)&lt;br /&gt;Entretidas nesta conversa, nem reparavam que o Sol se apagara e que nuvens negras carregavam o céu. Já os trovões ameaçadores ralhavam ao longe, chegando-se pouco a pouco, e depois tão apressadamente, que a chuva desabou, cerrada e áspera, tocada por um vento agreste.&lt;br /&gt;A primeira sensação foi de prazer - o prazer de quem toma um banho.&lt;br /&gt;Mas a chuvada prosseguiu durante horas, até que a água começou a entrar aos jorros pelas fendas da terra, e em tal abundância que o ar foi desaparecendo. (...)&lt;br /&gt;Sempre ameaçador, o céu parecia indiferente à angústia dos campos e dos homens. (...)&lt;br /&gt;As folhas verdes não podiam ver a batalha aguerrida que se travava no céu entre as nuvens negras e o Sol. E por isso se abandonavam, sem esperança, àquela terrível morte por asfixia.&lt;br /&gt;Embora fraco! o Sol não deixava de apontar as suas lanças de fogo ao corpo espesso das nuvens, querendo rasgá-las para ir em socorro da Sementinha e dos seus companheiros. Num momento parecia-lhe que a luta iria acabar a seu favor; mas logo uma nova massa de nuvens o enrolava e envolvia, tornando inútil o seu esforço. (...)&lt;br /&gt;Num adeus exausto, as folhas verdes sussurraram-lhe: "Obrigada."&lt;br /&gt;Quando as viu assim, o Sol arranjou novas forças e luziu mais, atirando calor sobre a terra, empapada de chuva. As folhas tentaram respirar, mas a seiva já mal corria no seu corpo.&lt;br /&gt;Foi nesse instante que o Vento Bonançoso veio também em auxílio da seara para lhe enxugar as folhas, levando consigo o hálito das suas milhentas bocas.&lt;br /&gt;Numa ressurreição, as hastes delgadas engrossaram mais, sempre protegidas pelas bainhas das folhas, que as defendiam das geadas e dos insectos.&lt;br /&gt;Dias depois, como para festejar o esplendor da seara revivida, veio um rancho de raparigas fazer a monda, arrancando as ervas ruins que roubavam ao trigo a seiva da terra.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: right;"&gt;Alves Redol, A Vida Mágica da Sementinha, Ed. Caminho&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(102, 102, 102);font-size:85%;" &gt;&lt;span style="font-weight: bold;"&gt;Notas:&lt;/span&gt;&lt;br /&gt;coifas: protecção das raízes.&lt;br /&gt;munida: provida.&lt;br /&gt;lamúrias: lamentações.&lt;br /&gt;jorros: esguichos.&lt;br /&gt;asfixia: sufocação ou sufoco.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:documentproperties&gt;   &lt;o:version&gt;14.00&lt;/o:Version&gt;  &lt;/o:DocumentProperties&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:targetscreensize&gt;800x600&lt;/o:TargetScreenSize&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt; 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 &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabela normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Calibri","sans-serif";  mso-bidi-font-family:"Times New Roman";} &lt;/style&gt; &lt;![endif]--&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="background: none repeat scroll 0% 0% white; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;; mso-bidi-font-family:Arial"&gt;1. Aponta a raz&lt;/span&gt;&lt;span style="font-family: &amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;ã&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;; mso-bidi-font-family:Arial"&gt;o pela qual o t&lt;/span&gt;&lt;span style="font-family: &amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;í&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;; mso-bidi-font-family:Arial"&gt;tulo se encontra no g&lt;/span&gt;&lt;span style="font-family: &amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;é&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;; mso-bidi-font-family:Arial"&gt;nero feminino.&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="background: none repeat scroll 0% 0% white; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;; mso-bidi-font-family:Arial"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="background: none repeat scroll 0% 0% white; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;; mso-bidi-font-family:Arial"&gt;2. A ac&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;çã&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;;mso-bidi-font-family:Arial"&gt;o do texto centra-se num conflito iniciado por um fen&lt;/span&gt;&lt;span style="font-family: &amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;ó&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;; mso-bidi-font-family:Arial"&gt;meno meteorol&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;ó&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;;mso-bidi-font-family:Arial"&gt;gico. &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 35.4pt; background: none repeat scroll 0% 0% white; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;; mso-bidi-font-family:Arial;mso-bidi-font-weight:bold"&gt;2.1. &lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;;mso-bidi-font-family:Arial"&gt;Indica esse fen&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;ó&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;;mso-bidi-font-family:Arial"&gt;meno.&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 35.4pt; background: none repeat scroll 0% 0% white; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;; mso-bidi-font-family:Arial;mso-bidi-font-weight:bold"&gt;2.2. &lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;;mso-bidi-font-family:Arial"&gt;Detecta e transcreve a frase do texto que se lhe refere.&lt;/span&gt;&lt;span style="font-family: &amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 35.4pt; background: none repeat scroll 0% 0% white; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;; mso-bidi-font-family:Arial;mso-bidi-font-weight:bold"&gt;2.3. &lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;;mso-bidi-font-family:Arial"&gt;Da frase transcrita, indica a ora&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;çã&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;;mso-bidi-font-family:Arial"&gt;o cuja forma verbal expressa uma personifica­&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;çã&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;;mso-bidi-font-family:Arial"&gt;o.&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="background: none repeat scroll 0% 0% white; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;; mso-bidi-font-family:Arial"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="background: none repeat scroll 0% 0% white; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;; mso-bidi-font-family:Arial"&gt;3. O d&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;é&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;;mso-bidi-font-family:Arial"&gt;cimo primeiro &lt;i&gt;par&lt;/i&gt;&lt;/span&gt;&lt;i&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;á&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;;mso-bidi-font-family:Arial"&gt;grafo &lt;/span&gt;&lt;/i&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;;mso-bidi-font-family:Arial"&gt;termina com a express&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;ã&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;;mso-bidi-font-family:Arial"&gt;o &lt;i&gt;"morte por asfixia".&lt;/i&gt;&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;; mso-bidi-font-family:Arial;mso-bidi-font-weight:bold"&gt;3.1. &lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;;mso-bidi-font-family:Arial"&gt;Indica a realidade anterior que j&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;á&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;;mso-bidi-font-family:Arial"&gt; indiciava a possibilidade de as folhas pode rem morrer asfixiadas.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="background: none repeat scroll 0% 0% white; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;; mso-bidi-font-family:Arial"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="background: none repeat scroll 0% 0% white; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;; mso-bidi-font-family:Arial"&gt;4. Atenta na s&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;é&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;;mso-bidi-font-family:Arial"&gt;rie de palavras que traduzem viv&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;ê&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;;mso-bidi-font-family:Arial"&gt;ncias interiores. Encontra para cada palavra o elemento do texto adequado. Desta forma, encontrar&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;á&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;;mso-bidi-font-family:Arial"&gt;s as principais personagens que intervieram na ac&lt;/span&gt;&lt;span style="font-family: &amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;"&gt;çã&lt;/span&gt;&lt;span style="font-family:&amp;quot;Book Antiqua&amp;quot;,&amp;quot;serif&amp;quot;; mso-bidi-font-family:Arial"&gt;o.&lt;/span&gt;&lt;/p&gt; &lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img 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" alt="" /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4197403767253794221-7661671352366214670?l=testesdeportugues.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4197403767253794221/posts/default/7661671352366214670'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4197403767253794221/posts/default/7661671352366214670'/><link rel='alternate' type='text/html' href='http://testesdeportugues.blogspot.com/2012/01/obrigada.html' title='Obrigada!'/><author><name>Helena Maria</name><uri>http://www.blogger.com/profile/14311387130603583986</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_G76NFNcUugU/SzLgoqbINOI/AAAAAAAAOTg/d9aPt9SK9ZU/S220/femme14.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4197403767253794221.post-5572832129034057725</id><published>2012-01-24T05:23:00.000Z</published><updated>2012-01-24T05:23:00.496Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Frei Luís de Sousa'/><title type='text'>Frei Luís de Sousa</title><content type='html'>&lt;div style="text-align: justify;"&gt;Leia, atentamente, o seguinte excerto do &lt;span style="font-style: italic;"&gt;Frei Luís de Sousa&lt;/span&gt;, de Almeida Garrett.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;MARIA (Saindo pela porta da esquerda e trazendo pela mão a Telmo, que parece vir de pouca vontade.) – Vinde, não façais bulha, que minha mãe ainda dorme. Aqui, aqui nesta sala é que quero conversar. E não teimes, Telmo, que fiz tenção e acabou-se.&lt;br /&gt;TELMO – Menina!...&lt;br /&gt;MARIA – “Menina e moça me levaram de casa de meu pai”(1): é o princípio daquele livro tão bonito que minha mãe diz que não entende; entendo-o eu. Mas aqui não há menina nem moça; e vós, senhor Telmo Pais, meu fiel escudeiro, “faredes o que mandado vos é”. E não me repliques, que então altercamos, faz-se bulha, e acorda minha mãe, que é o que eu não quero. Coitada! Há oito dias que aqui estamos nesta casa, e é a primeira noite que dorme com sossego. Aquele palácio a arder, aquele povo a gritar, o rebate dos sinos, aquela cena toda... oh! Tão grandiosa e sublime, que a mim me encheu de maravilha, que foi um espectáculo como nunca vi outro de igual majestade!... À minha pobre mãe aterrou-a, não se lhe tira dos olhos: vai a fechá-los para dormir e diz que vê aquelas chamas enoveladas em fumo a rodear-lhe a casa, a crescer para o ar, e a devorar tudo com fúria infernal... O retrato de meu pai, aquele do quarto de lavor(2) tão seu favorito, em que ele estava tão gentil-homem(3), vestido de Cavaleiro de Malta(4) com a sua cruz branca no peito, – aquele retrato, não se pode consolar de que lho não salvassem, que se queimasse ali. Vês tu? Ela que não cria em agouros, que sempre me estava a repreender pelas minhas cismas, agora não lhe sai da cabeça que a perda do retrato é prognóstico fatal de outra perda maior que está perto, de alguma desgraça inesperada, mas certa, que a tem de separar de meu pai. E eu agora é que faço de forte e assisada, que zombo de agouros e de sinas... para a animar, coitada!... que aqui entre nós, Telmo, nunca tive tanta fé neles. Creio, oh! se creio! que são avisos que Deus nos manda para nos preparar. E há... oh! há grande desgraça a cair sobre meu pai... decerto, e sobre minha mãe também, que é o mesmo.&lt;br /&gt;TELMO (Disfarçando o terror de que está tomado.) – Não digais isso... Deus há-de fazê-lo por melhor, que lho merecem ambos. (Cobrando ânimo e exaltando-se.) Vosso pai, D. Maria, é um português às direitas. Eu sempre o tive em boa conta; mas agora, depois que lhe vi fazer aquela acção, – que o vi, com aquela alma de português velho, deitar as mãos às tochas e lançar ele mesmo o fogo à sua própria casa, queimar e destruir numa hora tanto do seu haver, tanta coisa do seu gosto, para dar um exemplo de liberdade, uma lição tremenda a estes nossos tiranos... Oh minha querida filha, aquilo é um homem. A minha vida, que ele queira, é sua. E a minha pena, toda a minha pena é que o não conheci, que o não estimei sempre no que ele valia.&lt;br /&gt;MARIA (Com lágrimas nos olhos e tomando-lhe as mãos.) – Meu Telmo, meu bom Telmo!... É uma glória ser filha de tal pai: não é? Dize.&lt;br /&gt;TELMO – Sim, é. Deus o defenda!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(102, 102, 102);font-size:85%;" &gt;NOTAS&lt;br /&gt;(1) Com estas palavras inicia uma novela sentimental de Bernardim Ribeiro (séc. XVI). Nela são relatados os amores infelizes de dois jovens e também nela se observam vários enigmas.&lt;br /&gt;(2) Sala dos lavores, onde se executam trabalhos de renda, bordados, ou de costura.&lt;br /&gt;(3) Fidalgo.&lt;br /&gt;(4) A Ordem de Malta só admitia cavaleiros da mais distinta fidalguia, o que confirma a estirpe social de Manuel de Sousa.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-weight: bold;"&gt;I&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;1. Considere a estrutura global do texto garrettiano trabalhado.&lt;br /&gt;1.1. Localize o excerto lido, resumindo, em cerca de 40-50 palavras, o sucedido até ao momento considerado.&lt;br /&gt;1.2. Compare o início deste segundo ato (cena 1) com o início do primeiro ato (cena 1), tendo em conta a atitude das personagens envolvidas.&lt;br /&gt;&lt;br /&gt;2. Na segunda réplica de Maria são evocados dois elementos temáticos fulcrais do ato anterior.&lt;br /&gt;2.1. Identifique esses elementos temáticos.&lt;br /&gt;2.2. Apresente o posicionamento de Maria relativamente a esses dois elementos temáticos.&lt;br /&gt;2.3. Caracterize o tipo de relação que Maria assume com o seu interlocutor, apoiando-se nas formas de tratamento por ela reveladas nesta réplica.&lt;br /&gt;2.4. Explicite os referentes dos pronomes “o” e “lhe” presentes no segmento “… não se pode consolar de que lho não salvassem, ...”&lt;br /&gt;&lt;br /&gt;3. O caráter fatídico do acontecimento evocado está evidenciado na mesma sequência dialogal.&lt;br /&gt;3.1. Evidencie os aspetos que aí podem ser considerados fatalistas.&lt;br /&gt;3.2. Indique em que medida os receios de D. Madalena são indícios da tragédia que vai ocorrer.&lt;br /&gt;3.3. Confirme a presença de um pendor religioso na caracterização da personagem Maria.&lt;br /&gt;&lt;br /&gt;4. A penúltima réplica de Telmo revela uma mudança atitudinal face a Manuel de Sousa Coutinho.&lt;br /&gt;4.1. Indique o motivo e em que sentido se faz essa mudança de atitude.&lt;br /&gt;4.2. Justifique a utilização das vírgulas presentes no período “Vosso pai, D. Maria, é um português às direitas.”&lt;br /&gt;4.3. Reescreva o segmento anterior substituindo o modificador presente por um adjetivo.&lt;br /&gt;4.4. Explique o significado lógico do articulador sublinhado no segmento “A minha vida, que ele queira, é sua.”&lt;br /&gt;&lt;br /&gt;5. Atente na última réplica de Maria.&lt;br /&gt;5.1. Relacione a didascália apresentada com o discurso proferido pela personagem.&lt;br /&gt;&lt;br /&gt;6. O excerto termina com uma réplica breve de Telmo.&lt;br /&gt;6.1. Comente a expressividade dos tipos de frases nela contidos.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-weight: bold;"&gt;II&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;Elabore uma sequência dramática que retrate um possível encontro entre Maria e Manuel de Sousa Coutinho e na qual este toma conhecimento do diálogo que a filha mantivera com Telmo.&lt;br /&gt;Contemple, na sua produção escrita, os seguintes critérios:&lt;br /&gt;– utilização de didascálias para situar a ação no espaço e no tempo, bem como para caracterizar&lt;br /&gt;movimentos/falas dos interlocutores;&lt;br /&gt;– formulação de três turnos de fala para cada personagem;&lt;br /&gt;– adequação do discurso às personagens;&lt;br /&gt;– correção na ortografia, na construção sintática e na seleção vocabular;&lt;br /&gt;– expressividade da pontuação.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img 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
