<?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>2012-02-02T03:08:00.403Z</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. 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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 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scheme='http://www.blogger.com/atom/ns#' term='Texto Lírico'/><title type='text'>Dor de alma</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;img style="width: 375px; height: 251px;" 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;     Meu pratinho de arroz doce&lt;br /&gt;     polvilhado de canela;&lt;br /&gt;     Era bom mas acabou-se&lt;br /&gt;     desde que a vida me trouxe&lt;br /&gt;     outros cuidados com ela.&lt;br /&gt;   &lt;br /&gt;     Eu, infante, não sabia&lt;br /&gt;     as mágoas que a vida tem.&lt;br /&gt;     Ingenuamente sorria,&lt;br /&gt;     me aninhava e adormecia&lt;br /&gt;     no colo da minha mãe.&lt;br /&gt;   &lt;br /&gt;Soube depois que há no mundo&lt;br /&gt;     umas tantas criaturas&lt;br /&gt;     que vivem num charco imundo&lt;br /&gt;     arrancando arroz do fundo&lt;br /&gt;     de pestilentas planuras.&lt;br /&gt;   &lt;br /&gt;     Um sol de arestas pastosas&lt;br /&gt;     cobre-os de cinza e de azebre&lt;br /&gt;     à flor das águas lodosas,&lt;br /&gt;     eclodindo em capciosas&lt;br /&gt;     intermitências de febre.&lt;br /&gt;   &lt;br /&gt;     Já não tenho o teu engodo,&lt;br /&gt;     Ó mãe, nem desejo tê-lo.&lt;br /&gt;     Prefiro o charco e o lodo.&lt;br /&gt;&lt;br /&gt;     Quero o sofrimento todo,&lt;br /&gt;     Quero senti-lo, e vencê-lo.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: right;"&gt;António Gedeão, &lt;span style="font-style: italic;"&gt;Obra Completa&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(102, 102, 102);font-size:85%;" &gt;Notas:&lt;br /&gt;1. azebre: espécie de verdete.&lt;br /&gt;2. eclodir: rebentar, surgir.&lt;br /&gt;3. capcioso: ardiloso, manhoso.&lt;/span&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;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;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;PT&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:enableopentypekerning/&gt;    &lt;w:dontflipmirrorindents/&gt;    &lt;w:overridetablestylehps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 6"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 7"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 8"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 9"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 1"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 2"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 3"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 4"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 5"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 6"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 7"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 8"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 9"&gt;   &lt;w:lsdexception locked="false" priority="35" qformat="true" name="caption"&gt;   &lt;w:lsdexception locked="false" priority="10" semihidden="false" unhidewhenused="false" qformat="true" name="Title"&gt;   &lt;w:lsdexception locked="false" priority="1" name="Default Paragraph Font"&gt;   &lt;w:lsdexception locked="false" priority="11" semihidden="false" unhidewhenused="false" qformat="true" name="Subtitle"&gt;   &lt;w:lsdexception locked="false" priority="22" semihidden="false" unhidewhenused="false" qformat="true" name="Strong"&gt;   &lt;w:lsdexception locked="false" priority="20" semihidden="false" unhidewhenused="false" qformat="true" name="Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="59" semihidden="false" unhidewhenused="false" name="Table Grid"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Placeholder Text"&gt;   &lt;w:lsdexception locked="false" priority="1" semihidden="false" unhidewhenused="false" qformat="true" name="No Spacing"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Revision"&gt;   &lt;w:lsdexception locked="false" priority="34" semihidden="false" unhidewhenused="false" qformat="true" name="List Paragraph"&gt;   &lt;w:lsdexception locked="false" priority="29" semihidden="false" unhidewhenused="false" qformat="true" name="Quote"&gt;   &lt;w:lsdexception locked="false" priority="30" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Quote"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 3"&gt;   &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="margin-bottom: 0.0001pt; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;1. Divide o poema em tr&lt;/span&gt;&lt;span style="color:black;"&gt;ê&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;s partes, justificando a tua 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.&lt;/span&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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;2. Interpreta a simbologia da frase exclamativa com que o poema come&lt;/span&gt;&lt;span style="color:black;"&gt;ç&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;a.&lt;/span&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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;3. Explica o predom&lt;/span&gt;&lt;span style="color:black;"&gt;í&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;nio do pret&lt;/span&gt;&lt;span style="color:black;"&gt;é&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;rito imperfeito do indicativo na segunda estrofe.&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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;4. Identifica o fato que vem acabar com a ilus&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 infantil do 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.&lt;/span&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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;5. Prova, com elementos do texto, que o ambiente descrito nas estrofes 4 e 5 &lt;/span&gt;&lt;span style="color:black;"&gt;é&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt; de doen&lt;/span&gt;&lt;span style="color:black;"&gt;ç&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;a e de degrada&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;/span&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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;6. Assinala os dois 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;rbios com valor temporal que marcam 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 tem&lt;/span&gt;&lt;span style="color:black;"&gt;á&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;tica do assunto do poema.&lt;/span&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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;7. Atenta na &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 estrofe.&lt;/span&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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-mso-bidi-font-weight:bold;font-family:Arial;color:black;"  &gt;7.1.&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;Seleciona a al&lt;/span&gt;&lt;span style="color:black;"&gt;í&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;nea que melhor d&lt;/span&gt;&lt;span style="color:black;"&gt;á&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt; conta do sentido em que &lt;/span&gt;&lt;span style="color:black;"&gt;é&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt; aqui utilizada a palavra &lt;i&gt;"engodo". &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 70.8pt; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;a. chamariz. &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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;b. cilada.&lt;span style="mso-spacerun:yes"&gt;           &lt;/span&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 70.8pt; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;c. ilus&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.&lt;span style="mso-spacerun:yes"&gt;           &lt;/span&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 70.8pt; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;d. mentira.&lt;/span&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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;7.2. Esclarece o sentido da met&lt;/span&gt;&lt;span style="color:black;"&gt;á&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;fora do verso 23.&lt;/span&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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-mso-bidi-font-weight:bold;font-family:Arial;color:black;"  &gt;7.3.&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;Explica a decis&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 do 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 expressa nos tr&lt;/span&gt;&lt;span style="color:black;"&gt;ê&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;s &lt;/span&gt;&lt;span style="color:black;"&gt;ú&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;ltimos versos.&lt;/span&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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;8. 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 do poema.&lt;/span&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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &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; line-height: 150%; text-align: justify;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;9. Analisa o poema do ponto de vista formal: rima, m&lt;/span&gt;&lt;span style="color:black;"&gt;é&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;trica e disposi&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 estr&lt;/span&gt;&lt;span style="color:black;"&gt;ó&lt;/span&gt;&lt;span style=";font-family:Arial;color:black;"  &gt;fica.&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: 150%; text-align: center;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: 150%; text-align: center;"&gt;&lt;span style="font-weight: bold;"&gt;II&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: 150%; text-align: justify;"&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; 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text-align: justify; line-height: 150%;"&gt;&lt;span style=";font-family:Arial;color:black;"  &gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:150%;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;1. L&lt;/span&gt;&lt;span style="color:black;"&gt;ê&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;, com aten&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, as duas quadras do poeta popular Ant&lt;/span&gt;&lt;span style="color:black;"&gt;ó&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;nio Aleixo.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:150%;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;line-height:150%;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="color:black;"&gt;Que o mundo está mal, dizemos, &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:150%;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="color:black;"&gt;E vai de mal a pior; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:150%;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="color:black;"&gt;E, afinal, nada fazemos &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:150%;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="color:black;"&gt;P'ra que ele seja melhor.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:150%;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;line-height:150%;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="color:black;"&gt;Se os homens chegam a ver &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:150%;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="color:black;"&gt;Por que razão se consomem, &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:150%;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="color:black;"&gt;O homem deixa de ser &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:150%;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="color:black;"&gt;O lobo do outro homem.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:150%;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;line-height:150%;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="color:black;"&gt;António Aleixo, &lt;i&gt;Este livro que vos deixo.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:150%;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;line-height:150%;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;1.1. Num texto de &lt;b&gt;cinquenta a oitenta &lt;/b&gt;palavras, redige um coment&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 a esta afirma­&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, orientando-te, entre outros, pelos t&lt;/span&gt;&lt;span style="color:black;"&gt;ó&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;picos seguintes:&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;" &gt;&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;line-height:150%; 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; interpreta&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 do sentido das quadras;&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;" &gt;&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;line-height:150%; 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; a necessidade da cidadania ativa; &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&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;line-height:150%; 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; o combate &lt;/span&gt;&lt;span style="color:black;"&gt;à&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt; indiferen&lt;/span&gt;&lt;span style="color:black;"&gt;ç&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;a e a den&lt;/span&gt;&lt;span style="color:black;"&gt;ú&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;ncia da explora&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 do homem pelo homem;&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;line-height:150%;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="margin-bottom: 0.0001pt; text-align: justify; line-height: 150%;"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;O teu texto deve apresentar claramente uma divis&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 em tr&lt;/span&gt;&lt;span style="color:black;"&gt;ê&lt;/span&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;s partes - 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, desenvolvimento e conclus&lt;/span&gt;&lt;span style="color:black;"&gt;ã&lt;/span&gt;&lt;span style="color:black;"&gt;o - claras e articuladas entre si.&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; line-height: 150%;"&gt;&lt;br /&gt;&lt;span style="color:black;"&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:150%;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="mso-bidi-;font-family:Arial;color:black;"  &gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: 150%; text-align: justify;"&gt;&lt;br /&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;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4197403767253794221-6752284316457986024?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/6752284316457986024'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4197403767253794221/posts/default/6752284316457986024'/><link rel='alternate' type='text/html' href='http://testesdeportugues.blogspot.com/2012/02/dor-de-alma.html' title='Dor de alma'/><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-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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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;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;PT&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:enableopentypekerning/&gt;    &lt;w:dontflipmirrorindents/&gt;    &lt;w:overridetablestylehps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 6"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 7"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 8"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 9"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 1"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 2"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 3"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 4"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 5"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 6"&gt;   &lt;w:lsdexception locked="false" prio
