<?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-88763303084058937</id><updated>2012-02-16T19:27:52.514-08:00</updated><category term='Ma chanson Préférée'/><category term='Cuisine'/><category term='Jornada Linguística'/><category term='Chansons françaises'/><category term='Expressions idiomatiques'/><category term='Gramática'/><category term='En Passant'/><category term='Grégory Lemarchal'/><category term='Festa da Musica'/><category term='Concours de Poésie'/><category term='Filmes'/><category term='Avez-vous déjà vu?'/><category term='Recettes'/><category term='Dossiers'/><category term='Divers'/><category term='Projetos'/><category term='activité en salle de classe'/><title type='text'>Françando</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://francando.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default?start-index=101&amp;max-results=100'/><author><name>Jordano Thomaz</name><uri>http://www.blogger.com/profile/00401409171776426324</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/_64j9BtWTTHI/TNqzp6CTNUI/AAAAAAAAAQw/4R--iCFrz_U/S220/EU.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>126</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-1172335770137485885</id><published>2012-02-02T14:20:00.000-08:00</published><updated>2012-02-02T14:30:20.815-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Divers'/><title type='text'>À voir absolument...</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:times new roman;"&gt;A colega Ana Carolina publicou no facebook um vídeo muito interessante que mostra algumas expressões françaises bastante usuais e um pouco vulgares (nem todas, claro!). Para aqueles alunos que vivem pedindo para o professor ensinar alguns palavrões (em francês &lt;/span&gt;&lt;/span&gt;&lt;span style="font-style: italic; font-family:times new roman;font-size:130%;"  &gt;gros mots&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:times new roman;"&gt;), este vídeo pode ajudar a sanar  um pouco essa curiosidade... Bom, se você conseguir entender a maioria dessas expressões, parabéns, seu francês está ótimo!!&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/4D0TkHZXIog" allowfullscreen="" frameborder="0" height="349" width="425"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/88763303084058937-1172335770137485885?l=francando.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://francando.blogspot.com/feeds/1172335770137485885/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://francando.blogspot.com/2012/02/voir-absolument.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/1172335770137485885'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/1172335770137485885'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/2012/02/voir-absolument.html' title='À voir absolument...'/><author><name>Marcos</name><uri>http://www.blogger.com/profile/14391052235377784421</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/4D0TkHZXIog/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-8044263645398092749</id><published>2011-12-21T10:05:00.000-08:00</published><updated>2011-12-21T10:09:46.531-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Divers'/><title type='text'>Suggestions pour décorer votre table de  Noël</title><content type='html'>&lt;span style="font-size:130%;"&gt;&lt;span style="font-family: times new roman;"&gt;Quer fazer bonito no natal? Ótimas sugestões para decorar a sua mesa da ceia:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/Jp1SJZZyJO4" allowfullscreen="" frameborder="0" height="349" width="425"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/88763303084058937-8044263645398092749?l=francando.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://francando.blogspot.com/feeds/8044263645398092749/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://francando.blogspot.com/2011/12/suggestions-pour-decorer-votre-table-de.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/8044263645398092749'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/8044263645398092749'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/2011/12/suggestions-pour-decorer-votre-table-de.html' title='Suggestions pour décorer votre table de  Noël'/><author><name>Marcos</name><uri>http://www.blogger.com/profile/14391052235377784421</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/Jp1SJZZyJO4/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-2437944180507971011</id><published>2011-12-19T11:11:00.000-08:00</published><updated>2011-12-19T11:23:58.637-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Chansons françaises'/><title type='text'>La chanson du jour: Comme un enfant</title><content type='html'>&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:times new roman;"&gt;La chanson d'aujourd'hui n'est pas forcément mon style préféré de musique française, en tout cas, je vous la fais découvrir, en espérant qu'elle plaira à quelqu'un:&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;YELLE&lt;/span&gt;: &lt;/span&gt;&lt;/span&gt;&lt;span style="font-style: italic;font-size:130%;" &gt;&lt;span style="font-family:times new roman;"&gt;COMME UN ENFANT&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/5c-GeBqUgAA" allowfullscreen="" width="425" frameborder="0" height="349"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/88763303084058937-2437944180507971011?l=francando.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://francando.blogspot.com/feeds/2437944180507971011/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://francando.blogspot.com/2011/12/la-chanson-du-jour-comme-un-enfant.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/2437944180507971011'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/2437944180507971011'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/2011/12/la-chanson-du-jour-comme-un-enfant.html' title='La chanson du jour: Comme un enfant'/><author><name>Marcos</name><uri>http://www.blogger.com/profile/14391052235377784421</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/5c-GeBqUgAA/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-3989196148470427331</id><published>2011-12-15T14:14:00.000-08:00</published><updated>2011-12-15T14:33:30.343-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Divers'/><title type='text'>L'amour est au menu!</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:times new roman;"&gt;Imaginez un célibataire (ou une célibataire) qui doit analyser cinq menus différents  proposés par 5 prétendantes (ou 5 prétendants) et en choisir trois. Il ou elle va donc déguster les trois menus choisis et bien sûr connaître celles ou ceux qui les préparent, l'amour sera-t-il au rendez-vous? &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:times new roman;"&gt;Une nouvelle manière de connaître l'amour de sa vie!&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/NCtJv5Jxkzs" allowfullscreen="" width="425" frameborder="0" height="349"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/88763303084058937-3989196148470427331?l=francando.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://francando.blogspot.com/feeds/3989196148470427331/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://francando.blogspot.com/2011/12/lamour-est-au-menu.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/3989196148470427331'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/3989196148470427331'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/2011/12/lamour-est-au-menu.html' title='L&apos;amour est au menu!'/><author><name>Marcos</name><uri>http://www.blogger.com/profile/14391052235377784421</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/NCtJv5Jxkzs/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-6562097621361589198</id><published>2011-12-15T02:41:00.001-08:00</published><updated>2011-12-15T03:00:39.276-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Chansons françaises'/><title type='text'>CHANSON DU JOUR: Des mots qui résonnent</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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  &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-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif"; 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  &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:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="--"&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; 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 mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal" style="mso-margin-top-alt:auto;margin-bottom:0cm;margin-bottom: .0001pt;text-align:justify;line-height:normal"&gt;&lt;span style="font-size: 14.0pt;mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language: PT-BR" lang="FR"&gt;Je viens de connaître une nouvelle chanteuse française: &lt;b&gt;&lt;i&gt;Jenifer&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size:10.0pt;mso-bidi-font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language: PT-BR" lang="FR"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="mso-margin-top-alt:auto;margin-bottom:0cm;margin-bottom: .0001pt;text-align:justify;line-height:normal"&gt;&lt;span style="font-size: 14.0pt;mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language: PT-BR" lang="FR"&gt;Allons voir ce que Wikipédia nous dit de cette personnalité française: &lt;/span&gt;&lt;span style="font-size:10.0pt;mso-bidi-font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language: PT-BR" lang="FR"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;line-height:normal"&gt;&lt;b&gt;&lt;span style="font-size:14.0pt; mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language:PT-BR" lang="FR"&gt;« Jenifer Yaël Dadouche Bartoli&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:14.0pt; mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language:PT-BR" lang="FR"&gt; » dite &lt;i&gt;Jenifer&lt;/i&gt;, née le &lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size:18.0pt; font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-fareast-language:PT-BR"&gt;&lt;a href="http://fr.wikipedia.org/wiki/15_novembre" title="15 novembre"&gt;&lt;span style="mso-bidi-font-size:11.0pt;color:blue; mso-ansi-language:FR;text-decoration:none;text-underline:none" lang="FR"&gt;15&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language: PT-BR"&gt; &lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size:18.0pt; font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-fareast-language:PT-BR"&gt;&lt;a href="http://fr.wikipedia.org/wiki/Novembre_1982" title="Novembre 1982"&gt;&lt;span style="mso-bidi-font-size:11.0pt; color:blue;mso-ansi-language:FR;text-decoration:none;text-underline:none" lang="FR"&gt;novembre&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language: PT-BR"&gt; &lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size:18.0pt; font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-fareast-language:PT-BR"&gt;&lt;a href="http://fr.wikipedia.org/wiki/1982" title="1982"&gt;&lt;span style="mso-bidi-font-size:11.0pt;color:blue; mso-ansi-language:FR;text-decoration:none;text-underline:none" lang="FR"&gt;1982&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language: PT-BR" lang="FR"&gt; à &lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size:18.0pt; font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-fareast-language:PT-BR"&gt;&lt;a href="http://fr.wikipedia.org/wiki/Nice" title="Nice"&gt;&lt;span style="mso-bidi-font-size:11.0pt;color:blue; mso-ansi-language:FR;text-decoration:none;text-underline:none" lang="FR"&gt;Nice&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language: PT-BR" lang="FR"&gt;, est une chanteuse et comédienne française révélée par sa participation à l'émission télévisée &lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size: 18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-fareast-language:PT-BR"&gt;&lt;a href="http://fr.wikipedia.org/wiki/Star_Academy_%28France%29" title="Star Academy (France)"&gt;&lt;span style="mso-bidi-font-size:11.0pt; color:blue;mso-ansi-language:FR;text-decoration:none;text-underline:none" lang="FR"&gt;Star Academy&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size: 18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-ansi-language:FR;mso-fareast-language:PT-BR" lang="FR"&gt; dont elle est lauréate en janvier 2002 ; à ce jour, elle a signé quatre albums studio et un live.&lt;/span&gt;&lt;span style="font-size:10.0pt;mso-bidi-font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language: PT-BR" lang="FR"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;line-height:normal"&gt;&lt;span style="font-size:14.0pt; mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language:PT-BR" lang="FR"&gt;Nommée aux &lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-fareast-language:PT-BR"&gt;&lt;a href="http://fr.wikipedia.org/wiki/Victoires_de_la_musique_2003" title="Victoires de la musique 2003"&gt;&lt;span style="mso-bidi-font-size: 11.0pt;color:blue;mso-ansi-language:FR;text-decoration:none;text-underline: none" lang="FR"&gt;Victoires de la Musique&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: 14.0pt;mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language: PT-BR" lang="FR"&gt; en 2003 dans la catégorie &lt;i&gt;Album Révélation&lt;/i&gt;, Jenifer a obtenu une récompense lors des &lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size: 18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-fareast-language:PT-BR"&gt;&lt;a href="http://fr.wikipedia.org/wiki/MTV_Europe_Music_Awards" title="MTV Europe Music Awards"&gt;&lt;span style="mso-bidi-font-size:11.0pt; color:blue;mso-ansi-language:FR;text-decoration:none;text-underline:none" lang="FR"&gt;MTV Europe Music Awards&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size:14.0pt; mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language:PT-BR" lang="FR"&gt; en 2004 ; elle détient le record avec &lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size: 18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-fareast-language:PT-BR"&gt;&lt;a href="http://fr.wikipedia.org/wiki/Myl%C3%A8ne_Farmer" title="Mylène Farmer"&gt;&lt;span style="mso-bidi-font-size:11.0pt;color:blue;mso-ansi-language:FR; text-decoration:none;text-underline:none" lang="FR"&gt;Mylène Farmer&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language: PT-BR"&gt; &lt;span lang="FR"&gt;de 8 Awards à l'occasion des &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-fareast-language:PT-BR"&gt;&lt;a href="http://fr.wikipedia.org/wiki/NRJ_Music_Awards" title="NRJ Music Awards"&gt;&lt;span style="mso-bidi-font-size:11.0pt;color:blue;mso-ansi-language:FR; text-decoration:none;text-underline:none" lang="FR"&gt;NRJ Music Awards&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language: PT-BR" lang="FR"&gt; entre 2003 et 2011. Elle est représentée par son double de cire au &lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-fareast-language:PT-BR"&gt;&lt;a href="http://fr.wikipedia.org/wiki/Mus%C3%A9e_Gr%C3%A9vin" title="Musée Grévin"&gt;&lt;span style="mso-bidi-font-size:11.0pt;color:blue;mso-ansi-language:FR; text-decoration:none;text-underline:none" lang="FR"&gt;Musée Grévin&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language: PT-BR" lang="FR"&gt; à &lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size:18.0pt; font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-fareast-language:PT-BR"&gt;&lt;a href="http://fr.wikipedia.org/wiki/Paris" title="Paris"&gt;&lt;span style="mso-bidi-font-size:11.0pt;color:blue; mso-ansi-language:FR;text-decoration:none;text-underline:none" lang="FR"&gt;Paris&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size:14.0pt;mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language: PT-BR" lang="FR"&gt; le 11 décembre 2007. (En savoir plus: &lt;a href="http://fr.wikipedia.org/wiki/Jenifer"&gt;&lt;span style="mso-bidi-font-size: 11.0pt;color:blue"&gt;http://fr.wikipedia.org/wiki/Jenifer&lt;/span&gt;&lt;/a&gt;).&lt;/span&gt;&lt;span style="font-size:10.0pt;mso-bidi-font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language: PT-BR" lang="FR"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="mso-margin-top-alt:auto;margin-bottom:0cm;margin-bottom: .0001pt;text-align:justify;line-height:normal"&gt;&lt;span style="font-size: 14.0pt;mso-bidi-font-size:18.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language: PT-BR" lang="FR"&gt;Voici une des ses chansons:&lt;/span&gt;&lt;span style="font-size:10.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-ansi-language:FR;mso-fareast-language:PT-BR" lang="FR"&gt;&lt;/span&gt;&lt;/p&gt; &lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/LXiFo8ukeGI" allowfullscreen="" frameborder="0" height="349" width="425"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/88763303084058937-6562097621361589198?l=francando.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://francando.blogspot.com/feeds/6562097621361589198/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://francando.blogspot.com/2011/12/ch.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/6562097621361589198'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/6562097621361589198'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/2011/12/ch.html' title='CHANSON DU JOUR: Des mots qui résonnent'/><author><name>Marcos</name><uri>http://www.blogger.com/profile/14391052235377784421</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/LXiFo8ukeGI/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-746024740198324028</id><published>2011-12-12T05:47:00.000-08:00</published><updated>2011-12-12T05:56:57.240-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Divers'/><title type='text'>CHANSON DU JOUR: Someone like you (Quelqu'un comme toi)</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-family:times new roman;font-size:130%;"&gt;Acebei de receber no meu facebook um vídeo com a tradução em francês da música "Someone like you", da Adele, o maior expoente da música inglesa em 2011. Achei bem legal a tradução e compartilho com vocês esse vídeo. Vale lembrar que não curto muito música inglesa ou norte americana, com raras exceções, uma delas, com certeza, é esta. Aliás, não tem como não se emocionar com a voz marcante da Adele  e  com essa letra maravilhosamente composta. Espero que gostem:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/_4iMQzLORqI" allowfullscreen="" frameborder="0" height="325" width="440"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/88763303084058937-746024740198324028?l=francando.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://francando.blogspot.com/feeds/746024740198324028/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://francando.blogspot.com/2011/12/chanson-du-jour-someone-like-you.html#comment-form' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/746024740198324028'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/746024740198324028'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/2011/12/chanson-du-jour-someone-like-you.html' title='CHANSON DU JOUR: Someone like you (Quelqu&apos;un comme toi)'/><author><name>Marcos</name><uri>http://www.blogger.com/profile/14391052235377784421</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/_4iMQzLORqI/default.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-4629259928735022893</id><published>2011-12-05T06:13:00.000-08:00</published><updated>2011-12-05T06:36:28.130-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Divers'/><category scheme='http://www.blogger.com/atom/ns#' term='Chansons françaises'/><title type='text'>Momento: Amel Bent</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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  &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-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;PT-BR&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="--"&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; 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  &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-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;&lt;span style="mso-ansi-language:FR;font-size:13.5pt;" lang="FR" &gt;&lt;/span&gt;&lt;span style="mso-ansi-language:FR" lang="FR"&gt;&lt;/span&gt;  &lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;PT-BR&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="--"&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; 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  &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; 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 mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p  style="text-align: justify; font-family:times new roman;"&gt;&lt;span lang="FR"  style="font-size:130%;"&gt;Un peu plus sur &lt;span style="font-weight: bold;"&gt;Amel Bent:&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p  style="text-align: justify; font-family:times new roman;"&gt;&lt;span style="mso-ansi-language: FR;font-size:130%;" lang="FR" &gt;Née d'un père algérien et d'une mère marocaine, elle grandit à La Couneuve. Adolescente, elle se destine au métier de psychologue, tout en étant passionnée de musique. Ainsi, &lt;span class="nowrap"&gt;dès 16 ans&lt;/span&gt;, elle saisit l'occasion de chanter &lt;/span&gt;&lt;span class="nowrap"  style="font-size:130%;"&gt;&lt;i&gt;&lt;a href="http://fr.wikipedia.org/wiki/La_Marseillaise" title="La Marseillaise"&gt;&lt;span style="mso-ansi-language:FR;text-decoration:none; text-underline:nonecolor:windowtext;" lang="FR" &gt;La Marseillaise&lt;/span&gt;&lt;/a&gt;&lt;/i&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:FR;font-size:130%;" lang="FR" &gt; dans un stade près de chez elle devant trois mille personnes.&lt;/span&gt;&lt;/p&gt;  &lt;p  style="text-align: justify; font-family:times new roman;"&gt;&lt;span style="mso-ansi-language: FR;font-size:130%;" lang="FR" &gt;Elle souhaite ensuite entrer en faculté de psychologie après sa participation à l'émission &lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;a href="http://fr.wikipedia.org/wiki/Nouvelle_Star" title="Nouvelle Star"&gt;&lt;span style="mso-ansi-language:FR;text-decoration:none; text-underline:nonecolor:windowtext;" lang="FR" &gt;Nouvelle Star&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:FR;font-size:130%;" lang="FR" &gt; en 2004 dans laquelle elle finit troisième, malgré une jambe cassée et un plâtre qui la contraint à chanter sur un canapé. Cette occasion lui permet d'entrer ainsi dans le milieu musical du &lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;a href="http://fr.wikipedia.org/wiki/R%27n%27B_contemporain" title="R'n'B contemporain"&gt;&lt;span style="mso-ansi-language: FR;text-decoration:none;text-underline:nonecolor:windowtext;" lang="FR" &gt;RnB&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:FR;font-size:130%;" lang="FR" &gt;. Cependant et malgré le fait qu'elle ait perdu, elle est sollicitée par des producteurs. Elle enregistre alors l'album &lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;i&gt;&lt;a href="http://fr.wikipedia.org/wiki/Un_jour_d%27%C3%A9t%C3%A9_%28album%29" title="Un jour d'été (album)"&gt;&lt;span style="mso-ansi-language: FR;text-decoration:none;text-underline:nonecolor:windowtext;" lang="FR" &gt;Un jour d'été&lt;/span&gt;&lt;/a&gt;&lt;/i&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:FR;font-size:130%;" lang="FR" &gt; qui sort le &lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;a href="http://fr.wikipedia.org/wiki/30_novembre" title="30 novembre"&gt;&lt;span style="mso-ansi-language: FR;text-decoration:none;text-underline:nonecolor:windowtext;" lang="FR" &gt;30&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:FR;font-size:130%;" lang="FR" &gt; &lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;a href="http://fr.wikipedia.org/wiki/Novembre_2004" title="Novembre 2004"&gt;&lt;span style="mso-ansi-language: FR;text-decoration:none;text-underline:nonecolor:windowtext;" lang="FR" &gt;novembre&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:FR;font-size:130%;" lang="FR" &gt; &lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;a href="http://fr.wikipedia.org/wiki/2004" title="2004"&gt;&lt;span style="mso-ansi-language:FR; text-decoration:none;text-underline:nonecolor:windowtext;" lang="FR" &gt;2004&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:FR;font-size:130%;" lang="FR" &gt;. Le premier single tiré de cet album, &lt;/span&gt;&lt;span class="nowrap"  style="font-size:130%;"&gt;&lt;i&gt;&lt;a href="http://fr.wikipedia.org/wiki/Ma_philosophie" title="Ma philosophie"&gt;&lt;span style="mso-ansi-language:FR;text-decoration:none; text-underline:nonecolor:windowtext;" lang="FR" &gt;Ma philosophie&lt;/span&gt;&lt;/a&gt;&lt;/i&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:FR;font-size:130%;" lang="FR" &gt; (co-écrit avec la rappeuse &lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;a href="http://fr.wikipedia.org/wiki/Diam%27s" title="Diam's"&gt;&lt;span style="mso-ansi-language:FR; text-decoration:none;text-underline:nonecolor:windowtext;" lang="FR" &gt;Diam's&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:FR;font-size:130%;" lang="FR" &gt;), entre directement &lt;span class="nowrap"&gt;numéro 1&lt;/span&gt; des classements. Le titre est sélectionné pour la catégorie de la &lt;i&gt;Chanson originale de l'année&lt;/i&gt; aux &lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;a href="http://fr.wikipedia.org/wiki/Victoires_de_la_musique_2006" title="Victoires de la musique 2006"&gt;&lt;span style=" mso-ansi-language:FR;text-decoration:none;text-underline:nonecolor:windowtext;" lang="FR" &gt;Victoires de la musique 2006&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="mso-ansi-language: FR;font-size:130%;" lang="FR" &gt;. L'album, comprenant également les titres &lt;i&gt;Le Droit à l'erreur&lt;/i&gt; et &lt;i&gt;Ne retiens pas tes larmes&lt;/i&gt;, est certifié &lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;a href="http://fr.wikipedia.org/wiki/Disque_de_platine" title="Disque de platine"&gt;&lt;span style="mso-ansi-language:FR;text-decoration:none; text-underline:nonecolor:windowtext;" lang="FR" &gt;disque de platine&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang="FR"  style="font-size:130%;"&gt; et s'est vendu à 650 000 exemplaires. (&lt;span style="font-weight: bold; font-style: italic;"&gt;Source&lt;/span&gt;&lt;span style="font-style: italic;"&gt;: http://fr.wikipedia.org/wiki/Amel_Bent&lt;/span&gt;).&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span lang="FR"  style="font-size:130%;"&gt;&lt;span style="font-family:times new roman;"&gt;Ci-dessous, une vidéo de l'émission "Invité", diffusée sur Direct 8, où Amel Bent parle un peu de ses débuts et de sa carrière aujourd'hui:&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span lang="FR"  style="font-size:130%;"&gt;&lt;iframe src="http://www.youtube.com/embed/FFAH_vUscWU" allowfullscreen="" frameborder="0" height="349" width="435"&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span lang="FR"  style="font-size:130%;"&gt;&lt;span style="font-family: times new roman;"&gt;Voilà la vidéo du single &lt;/span&gt;&lt;span style="font-style: italic; font-family: times new roman;"&gt;Ma philosophie&lt;/span&gt;&lt;span style="font-family: times new roman;"&gt;:&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;iframe src="http://www.youtube.com/embed/D38EUIll1pM" allowfullscreen="" frameborder="0" height="349" width="425"&gt;&lt;/iframe&gt;&lt;br /&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/88763303084058937-4629259928735022893?l=francando.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://francando.blogspot.com/feeds/4629259928735022893/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://francando.blogspot.com/2011/12/momento-amel-bent.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/4629259928735022893'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/4629259928735022893'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/2011/12/momento-amel-bent.html' title='Momento: Amel Bent'/><author><name>Marcos</name><uri>http://www.blogger.com/profile/14391052235377784421</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/FFAH_vUscWU/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-4901413719717108291</id><published>2011-12-04T05:54:00.000-08:00</published><updated>2011-12-04T06:11:30.660-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Gramática'/><title type='text'>Comment écrire les noms qui se terminent en [e]?</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family: times new roman;"&gt;Les &lt;span style="font-weight: bold;"&gt;noms féminins qui se terminent par le son [e]&lt;/span&gt; s'écrivent &lt;span style="font-weight: bold;"&gt;-ée en finale&lt;/span&gt;: une f&lt;span style="font-weight: bold;"&gt;ée&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Attention&lt;/span&gt;! Le mot &lt;span style="font-weight: bold;"&gt;clé &lt;/span&gt;se termine pas par &lt;span style="font-weight: bold;"&gt;-e&lt;/span&gt;. Il peut aussi s'écrire clef.&lt;br /&gt;&lt;br /&gt;Cependant les noms féminins qui se terminent en &lt;span style="font-weight: bold;"&gt;té &lt;/span&gt;ou en &lt;span style="font-weight: bold;"&gt;tié &lt;/span&gt;s'écrivent sans -&lt;span style="font-weight: bold;"&gt;e &lt;/span&gt;final. Ce sont des noms abstraits qui expriment une qualité ou un état: l'amit&lt;span style="font-weight: bold;"&gt;ié&lt;/span&gt;, la moit&lt;span style="font-weight: bold;"&gt;ié&lt;/span&gt;.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;font-size:130%;" &gt;&lt;span style="font-family: times new roman;"&gt;Attention aux exceptions:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family: times new roman;"&gt;-la dict&lt;span style="font-weight: bold;"&gt;ée&lt;/span&gt;, la jet&lt;span style="font-weight: bold;"&gt;ée&lt;/span&gt;, la mont&lt;span style="font-weight: bold;"&gt;ée&lt;/span&gt;, la pât&lt;span style="font-weight: bold;"&gt;ée&lt;/span&gt; et la port&lt;span style="font-weight: bold;"&gt;ée&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family: times new roman;"&gt;Les noms qui expriment un contenu se terminent en -tée: la pelletée (le contenu d'une pelle), l'assiettée (le contenu d'une assiette).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family: times new roman;"&gt;Les &lt;span style="font-weight: bold;"&gt;noms masculins qui se terminent par le son [e]&lt;/span&gt; s'écrivent généralement -&lt;span style="font-weight: bold;"&gt;é &lt;/span&gt;ou -&lt;span style="font-weight: bold;"&gt;er en finale&lt;/span&gt;: le caf&lt;span style="font-weight: bold;"&gt;é&lt;/span&gt;, un herbi&lt;span style="font-weight: bold;"&gt;er&lt;/span&gt;. Ainsi, les noms de métiers et d'arbres fruitiers se terminent par -&lt;span style="font-weight: bold;"&gt;er&lt;/span&gt;: un charcuti&lt;span style="font-weight: bold;"&gt;er&lt;/span&gt;, un pommi&lt;span style="font-weight: bold;"&gt;er&lt;/span&gt;.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family: times new roman;"&gt;Cependant, les noms masculins suivants, qui viennent du grec, se terminent en -&lt;span style="font-weight: bold;"&gt;ée&lt;/span&gt;: un ath&lt;span style="font-weight: bold;"&gt;ée&lt;/span&gt;, un cam&lt;span style="font-weight: bold;"&gt;ée&lt;/span&gt;, un lyc&lt;span style="font-weight: bold;"&gt;ée&lt;/span&gt;, un mausol&lt;span style="font-weight: bold;"&gt;ée&lt;/span&gt;, un mus&lt;span style="font-weight: bold;"&gt;ée&lt;/span&gt;, un Pygm&lt;span style="font-weight: bold;"&gt;ée&lt;/span&gt;, un scarab&lt;span style="font-weight: bold;"&gt;ée&lt;/span&gt;, un troph&lt;span style="font-weight: bold;"&gt;ée&lt;/span&gt;.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: right;"&gt;&lt;span style="font-style: italic;"&gt;Source: &lt;span style="font-weight: bold;"&gt;Orthographe&lt;/span&gt;. Hatier: Paris, 2010&lt;/span&gt;&lt;br /&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/88763303084058937-4901413719717108291?l=francando.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://francando.blogspot.com/feeds/4901413719717108291/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://francando.blogspot.com/2011/12/comment-ecrire-les-noms-qui-se.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/4901413719717108291'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/4901413719717108291'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/2011/12/comment-ecrire-les-noms-qui-se.html' title='Comment écrire les noms qui se terminent en [e]?'/><author><name>Marcos</name><uri>http://www.blogger.com/profile/14391052235377784421</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-6209498774461196465</id><published>2011-12-03T08:54:00.001-08:00</published><updated>2011-12-03T09:07:10.883-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Avez-vous déjà vu?'/><title type='text'>Avez-vous déjà vu un magasin de bruits?</title><content type='html'>&lt;div  style="text-align: justify; font-family:times new roman;"&gt;&lt;span style="font-size:130%;"&gt;Já coloquei alguns vídeos dessa série (vocês podem ver ou rever alguns deles &lt;a href="http://francando.blogspot.com/2010/06/avez-vous-deja-vu-une-girafe-avec-un.html"&gt;aqui&lt;/a&gt;). Acho muito legal esses vídeos justamente porque eles propõem situações bem diferentes, mas que de certa forma fazem sentido...&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;span style="font-family:times new roman;"&gt;Bom, espero que curtam mais este vídeo:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/LtilmmN_nZ0" allowfullscreen="" frameborder="0" height="349" width="425"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/88763303084058937-6209498774461196465?l=francando.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://francando.blogspot.com/feeds/6209498774461196465/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://francando.blogspot.com/2011/12/avez-vous-deja-vu-un-magasin-de-bruits.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/6209498774461196465'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/6209498774461196465'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/2011/12/avez-vous-deja-vu-un-magasin-de-bruits.html' title='Avez-vous déjà vu un magasin de bruits?'/><author><name>Marcos</name><uri>http://www.blogger.com/profile/14391052235377784421</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/LtilmmN_nZ0/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-2006023798012266529</id><published>2011-12-03T08:36:00.000-08:00</published><updated>2011-12-03T08:39:54.632-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Chansons françaises'/><title type='text'>CHANSON DU JOUR: Tu trouveras</title><content type='html'>&lt;span style="font-family: times new roman;font-size:130%;" &gt;Pour les amoureux, une très belle chanson:&lt;br /&gt;&lt;br /&gt;Les paroles sont au "commentário"&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/yB_UBqMRvKk" allowfullscreen="" frameborder="0" height="345" width="425"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/88763303084058937-2006023798012266529?l=francando.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://francando.blogspot.com/feeds/2006023798012266529/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://francando.blogspot.com/2011/12/chanson-du-jour-tu-trouveras.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/2006023798012266529'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/2006023798012266529'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/2011/12/chanson-du-jour-tu-trouveras.html' title='CHANSON DU JOUR: Tu trouveras'/><author><name>Marcos</name><uri>http://www.blogger.com/profile/14391052235377784421</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/yB_UBqMRvKk/default.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-7041580825782848456</id><published>2011-12-01T17:22:00.000-08:00</published><updated>2011-12-01T17:34:36.992-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Cuisine'/><title type='text'>Le tapioca, spécialité du Nordeste brésilien</title><content type='html'>&lt;div style="text-align: justify; font-family: times new roman;"&gt;&lt;span style="font-size:130%;"&gt;Solange, une de mes élèves du basique 3, m'a envoyé une vidéo qui montre la préparation du tapioca au Nordeste Brésilien. Merci Solange pour cette vidéo.&lt;br /&gt;&lt;br /&gt;La voici:&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;object width="320" height="266" class="BLOG_video_class" id="BLOG_video-1f521807c2fd76db" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"&gt;&lt;param name="movie" value="http://www.youtube.com/get_player"&gt;&lt;param name="bgcolor" value="#FFFFFF"&gt;&lt;param name="allowfullscreen" value="true"&gt;&lt;param name="flashvars" value="flvurl=http://v24.nonxt3.googlevideo.com/videoplayback?id%3D1f521807c2fd76db%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331719028%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D136B11EE8E673CEE7A822863D560181FC5C23956.30D3D82B922A28F3B7E53D95DAFE3373EB1CD8A3%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D1f521807c2fd76db%26offsetms%3D5000%26itag%3Dw160%26sigh%3DPBWUXLXptnDyTXuKh4N_GABTjTA&amp;amp;autoplay=0&amp;amp;ps=blogger"&gt;&lt;embed src="http://www.youtube.com/get_player" type="application/x-shockwave-flash"width="320" height="266" bgcolor="#FFFFFF"flashvars="flvurl=http://v24.nonxt3.googlevideo.com/videoplayback?id%3D1f521807c2fd76db%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331719028%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D136B11EE8E673CEE7A822863D560181FC5C23956.30D3D82B922A28F3B7E53D95DAFE3373EB1CD8A3%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D1f521807c2fd76db%26offsetms%3D5000%26itag%3Dw160%26sigh%3DPBWUXLXptnDyTXuKh4N_GABTjTA&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/88763303084058937-7041580825782848456?l=francando.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://francando.blogspot.com/feeds/7041580825782848456/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://francando.blogspot.com/2011/12/le-tapioca-specialite-du-nordeste.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/7041580825782848456'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/7041580825782848456'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/2011/12/le-tapioca-specialite-du-nordeste.html' title='Le tapioca, spécialité du Nordeste brésilien'/><author><name>Marcos</name><uri>http://www.blogger.com/profile/14391052235377784421</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-4550444096512843534</id><published>2011-11-27T10:59:00.000-08:00</published><updated>2011-11-27T11:04:22.425-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Divers'/><title type='text'>Ça vous dirait...?</title><content type='html'>&lt;span style="font-size:180%;"&gt;&lt;span style="font-family:times new roman;"&gt;Une journée cuisine portes ouvertes!&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/B3sJXwzZH0U" allowfullscreen="" frameborder="0" height="349" width="425"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/88763303084058937-4550444096512843534?l=francando.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://francando.blogspot.com/feeds/4550444096512843534/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://francando.blogspot.com/2011/11/ca-vous-dirait.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/4550444096512843534'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/4550444096512843534'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/2011/11/ca-vous-dirait.html' title='Ça vous dirait...?'/><author><name>Marcos</name><uri>http://www.blogger.com/profile/14391052235377784421</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/B3sJXwzZH0U/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-857810975195589891</id><published>2011-11-27T10:36:00.000-08:00</published><updated>2011-11-27T10:50:28.604-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Gramática'/><title type='text'>LES PRÉPOSITIONS "PAR" ET "POUR"</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:times new roman;"&gt;Ao logo do curso, não é raro  ouvirmos questionamentos sobre a correta utilização dos preposições  "par" e "pour" en francês. Apesar de saber que nem sempre é a melhor  explicação, eu acabo fazendo uma &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:times new roman;"&gt;pequena  comparação em português, na verdade uma comparação ao inverso!  Explico-me: Na maioria das vezes quando se usa "par" em francês, em  português o equivalente seria "por", sobretudo quando usamos a voz  passiva: &lt;/span&gt;&lt;span style="font-style: italic; font-family:times new roman;" &gt;Ce texte est écrit par Marcos&lt;/span&gt;&lt;span style="font-family:times new roman;"&gt;  (Este texte é escrito por Marcos), se por acaso trocarmos a preposição  "par", desse mesmo exemplo, pela preposição "pour" mudamos o sentido da  frase&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:times new roman;"&gt;: &lt;/span&gt;&lt;span style="font-style: italic;font-family:times new roman;" &gt;Ce texte est écrit &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-style: italic; font-family:times new roman;" &gt;pour vous&lt;/span&gt;&lt;span style="font-family:times new roman;"&gt; (Este texto é escrito para vocês). Então, no geral basta pensar da seguinte forma:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:times new roman;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Français&lt;/span&gt;------- &lt;span style="font-weight: bold;"&gt;Portugais&lt;/span&gt;&lt;br /&gt;Par --------------- Por&lt;br /&gt;Pour ------------- Para&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:times new roman;"&gt;No entanto, para um melhor entendimento, apresento-lhes dois quadros com utilizações mais específicas dessas duas preposições. Para melhorar a visualização, clique sobre a imagem que ela aumentará de tamanho:&lt;/span&gt;&lt;/span&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-sKa6LjxtIQc/TtKD_uWJXPI/AAAAAAAAAQ0/aFQ2JpGcuTk/s1600/Par.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 489px; height: 475px;" src="http://4.bp.blogspot.com/-sKa6LjxtIQc/TtKD_uWJXPI/AAAAAAAAAQ0/aFQ2JpGcuTk/s400/Par.jpg" alt="" id="BLOGGER_PHOTO_ID_5679747210863533298" border="0" /&gt;&lt;/a&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-y6VhJK_yKxk/TtKERyfowlI/AAAAAAAAARA/MFg93FUWTsw/s1600/Pour.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 487px; height: 520px;" src="http://4.bp.blogspot.com/-y6VhJK_yKxk/TtKERyfowlI/AAAAAAAAARA/MFg93FUWTsw/s400/Pour.jpg" alt="" id="BLOGGER_PHOTO_ID_5679747521214726738" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/88763303084058937-857810975195589891?l=francando.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://francando.blogspot.com/feeds/857810975195589891/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://francando.blogspot.com/2011/11/les-preposition-par-et-pour.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/857810975195589891'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/857810975195589891'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/2011/11/les-preposition-par-et-pour.html' title='LES PRÉPOSITIONS &quot;PAR&quot; ET &quot;POUR&quot;'/><author><name>Marcos</name><uri>http://www.blogger.com/profile/14391052235377784421</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-sKa6LjxtIQc/TtKD_uWJXPI/AAAAAAAAAQ0/aFQ2JpGcuTk/s72-c/Par.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-3504937398360618791</id><published>2011-11-21T14:17:00.000-08:00</published><updated>2011-11-21T14:25:42.074-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Chansons françaises'/><title type='text'>La chanson du jour: Joana Francesa</title><content type='html'>&lt;div  style="text-align: left; font-family:times new roman;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;O meu aluno e colega Paulo Martins, em um comentário aqui do blog, me sugeriu escutar a música   &lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:allowpng/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;PT-BR&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:enableopentypekerning/&gt;    &lt;w:dontflipmirrorindents/&gt;    &lt;w:overridetablestylehps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont 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;o:officedocumentsettings&gt;   &lt;o:allowpng/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt; 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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-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;  mso-fareast-language:EN-US;} &lt;/style&gt; &lt;![endif]--&gt;&lt;span style="line-height: 115%;font-family:&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;mso-ascii-theme-font:minor-latin; mso-fareast-font-family:Calibri;mso-fareast-theme-font:minor-latin;mso-hansi-theme-font: minor-latin;mso-bidi-Times New Roman&amp;quot;;mso-bidi-theme-font:minor-bidi; mso-ansi-language:FR;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:130%;"  lang="FR" &gt;«&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-style: italic;"&gt; Joana Francesa&lt;/span&gt; &lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:allowpng/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;PT-BR&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:enableopentypekerning/&gt;    &lt;w:dontflipmirrorindents/&gt;    &lt;w:overridetablestylehps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont 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; 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  &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; 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  &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-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;  mso-fareast-language:EN-US;} &lt;/style&gt; &lt;![endif]--&gt;&lt;span style="line-height: 115%;font-family:&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;mso-ascii-theme-font:minor-latin; mso-fareast-font-family:Calibri;mso-fareast-theme-font:minor-latin;mso-hansi-theme-font: minor-latin;mso-bidi-Times New Roman&amp;quot;;mso-bidi-theme-font:minor-bidi; mso-ansi-language:FR;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:130%;"  lang="FR" &gt;»&lt;/span&gt;&lt;span style="font-size:130%;"&gt; de Chico Buarque. Como meus conhecimentos em música brasileira são praticamente inexistentes, fui conferir esse &lt;span style="font-style: italic;"&gt;single &lt;/span&gt;de título bem sugestivo. Não deu outra, me apaixonei pela música.  Não deixem de conferi-la:&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/PviHj0R_g7Q" allowfullscreen="" frameborder="0" height="349" width="425"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/88763303084058937-3504937398360618791?l=francando.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://francando.blogspot.com/feeds/3504937398360618791/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://francando.blogspot.com/2011/11/la-chanson-du-jour-joana-francesa.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/3504937398360618791'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/3504937398360618791'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/2011/11/la-chanson-du-jour-joana-francesa.html' title='La chanson du jour: Joana Francesa'/><author><name>Marcos</name><uri>http://www.blogger.com/profile/14391052235377784421</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/PviHj0R_g7Q/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-2157606134034536051</id><published>2011-10-29T12:34:00.000-07:00</published><updated>2011-11-27T11:14:30.977-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ma chanson Préférée'/><title type='text'>Ma chanson préférée: Voyage, voyage</title><content type='html'>&lt;strong&gt;&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:times new roman;"&gt;Axsell nous a présenté une chanson assez connue: &lt;/span&gt;&lt;i&gt;&lt;span style=" font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-Times New Roman&amp;quot;; mso-ansi-language:FR;mso-fareast-language:PT-BRfont-family:&amp;quot;;font-size:13.5pt;"  lang="FR" &gt;« &lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;span style="font-style: italic;font-size:130%;" &gt;&lt;span style="font-family:times new roman;"&gt;Voyage, voyage&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;i&gt;&lt;span style=" font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-Times New Roman&amp;quot;; mso-ansi-language:FR;mso-fareast-language:PT-BRfont-family:&amp;quot;;font-size:13.5pt;"  lang="FR" &gt; » &lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:times new roman;"&gt;, et nous a expliqué la raison de ce choix:&lt;/span&gt;&lt;br /&gt;&lt;/span&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; 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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-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; line-height: normal;"&gt;&lt;span style="font-size:130%;"&gt;&lt;i&gt;&lt;span style=" font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-Times New Roman&amp;quot;; mso-ansi-language:FR;mso-fareast-language:PT-BRfont-family:&amp;quot;;font-size:13.5pt;"  lang="FR" &gt;J'aime la chanson « Voyage, Voyage » parce qu'elle est très agrèable et aussi un symbole d'une époque qui a marqué des générations. Par ailleurs, son rythme très agité c'est une invitation à bourger le corps et faire fuir le découragement alors qu'on parcourt le monde en suivant les paroles&lt;/span&gt;&lt;/i&gt;&lt;span style=" Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;font-family:&amp;quot;;font-size:13.5pt;"  lang="FR" &gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;iframe src="http://www.youtube.com/embed/6PDmZnG8KsM" allowfullscreen="" frameborder="0" height="349" width="425"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/88763303084058937-2157606134034536051?l=francando.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://francando.blogspot.com/feeds/2157606134034536051/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://francando.blogspot.com/2011/10/ma-chanson-preferee-voyage-voyage.html#comment-form' title='3 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/2157606134034536051'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/2157606134034536051'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/2011/10/ma-chanson-preferee-voyage-voyage.html' title='Ma chanson préférée: Voyage, voyage'/><author><name>Marcos</name><uri>http://www.blogger.com/profile/14391052235377784421</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/6PDmZnG8KsM/default.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-5027230466943528183</id><published>2011-10-26T07:23:00.000-07:00</published><updated>2011-10-26T07:43:40.002-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Chansons françaises'/><title type='text'>CHANSON DU JOUR: Je voulais te dire que je t'attends</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:times new roman;"&gt;Aujourd'hui, j'ai eu envie d'écouter une chanson un peu plus différente de celles que j'écoute normalement, donc je me suis rappelé de Jonatan Cerrada et de la chanson &lt;/span&gt;&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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  &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-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;&lt;span style="line-height: 115%;font-family:&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;mso-ascii-theme-font:minor-latin; mso-fareast-font-family:Calibri;mso-fareast-theme-font:minor-latin;mso-hansi-theme-font: minor-latin;mso-bidi-Times New Roman&amp;quot;;mso-bidi-theme-font:minor-bidi; mso-ansi-language:FR;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:130%;"  lang="FR" &gt;« &lt;/span&gt;&lt;span style="font-style: italic;font-size:130%;" &gt;&lt;span style="font-family:times new roman;"&gt;je voulais te dire que je t'attends&lt;/span&gt;&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;PT-BR&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="--"&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; 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  &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; 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Alors,  je me suis connecté sur &lt;span style="font-style: italic;"&gt;you tube&lt;/span&gt; et je suis parti à la recherche de ce single. Du coup, je suis tombé sur une version que je ne connaissais pas dans la voix de Maurane, que je ne connaissais pas non plus! Et voilà, je vous la présente ci-dessous. En fait, je vous présente les deux versions, celle dans la voix de Maurane et celle interprétée par Jonatan.&lt;br /&gt;&lt;br /&gt;Mon avis: J'ai bien aimé cette première, mais je préfère la deuxième. C'est à vous de choisir!&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/jnZUJf-kZio" allowfullscreen="" frameborder="0" height="349" width="425"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/Zjz2KhZB7LI" allowfullscreen="" frameborder="0" height="349" width="425"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/88763303084058937-5027230466943528183?l=francando.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://francando.blogspot.com/feeds/5027230466943528183/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://francando.blogspot.com/2011/10/chanson-du-jour-je-voulais-te-dire-que.html#comment-form' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/5027230466943528183'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/5027230466943528183'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/2011/10/chanson-du-jour-je-voulais-te-dire-que.html' title='CHANSON DU JOUR: Je voulais te dire que je t&apos;attends'/><author><name>Marcos</name><uri>http://www.blogger.com/profile/14391052235377784421</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/jnZUJf-kZio/default.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-916671069931328514</id><published>2011-10-24T15:31:00.000-07:00</published><updated>2011-10-24T15:38:17.001-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Divers'/><title type='text'>La Peur!</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-family:times new roman;font-size:130%;"&gt;Semana  passada, trabalhei com a minha turma de conversação o tema "o medo".  Esse assunto gerou muitas discussões interessantes que tomaram  praticamente toda a aula, me impossibilitando, assim, de passar um vídeo  que havia preparado com essa temática.&lt;br /&gt;&lt;br /&gt;Conheci esse vídeo há alguns meses e achei-o fantástico, é o tipo de curta que nos surpreende no final. Vale muito a pena!&lt;br /&gt;&lt;br /&gt;Divirtam-se!&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:times new roman;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/ILmjvmsExNQ" allowfullscreen="" width="425" frameborder="0" height="349"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:times new roman;"&gt;Então, diga-me, quais são os seus medos?&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/88763303084058937-916671069931328514?l=francando.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://francando.blogspot.com/feeds/916671069931328514/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://francando.blogspot.com/2011/10/la-peur.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/916671069931328514'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/88763303084058937/posts/default/916671069931328514'/><link rel='alternate' type='text/html' href='http://francando.blogspot.com/2011/10/la-peur.html' title='La Peur!'/><author><name>Marcos</name><uri>http://www.blogger.com/profile/14391052235377784421</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/ILmjvmsExNQ/default.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-88763303084058937.post-8205018404166341569</id><published>2011-10-23T10:48:00.000-07:00</published><updated>2011-10-23T11:11:04.166-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Divers'/><title type='text'>Mon journal de vacances: partie 8</title><content type='html'>&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="FR"  style="color:red;"&gt;&lt;/span&gt;&lt;span style="font-family: times new roman;font-family:Times,&amp;quot;;font-size:180%;"  &gt;Malheureusement, nous sommes arrivés à la dernière partie  de notre voyage, guidés par Luiza et Patrícia qui nous ont fait  découvrir quelques villes françaises et leurs particularités...&lt;/span&gt;&lt;/div&gt;&lt;div  style="font-family: times new roman;font-family:times new roman;" class="MsoNormal"&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"   style="font-family: times new roman;font-family:Times,&amp;quot;;color:black;"&gt;&lt;span style="font-size:130%;"&gt;&lt;b&gt;GAILLAC&lt;/b&gt; &lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: times new roman;font-family:Times,&amp;quot;;font-size:130%;"  &gt;  &lt;/span&gt;&lt;span style="font-family: times new roman;font-family:Times,&amp;quot;;font-size:130%;"  &gt;  &lt;/span&gt;&lt;span style="font-family:times new roman;font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="MsoNormal"  style="font-family: times new roman; text-align: justify;font-family:Times,&amp;quot;;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span lang="FR"&gt;C’est un village médiéval connu par ses vignes et aussi par la dégustation de vins.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"  style="font-family: times new roman;font-family:Times,&amp;quot;;"&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"  style="font-family: times new roman;font-family:Times,&amp;quot;;"&gt;&lt;span style="font-size:130%;"&gt;&lt;img alt="" 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" /&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span lang="FR"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"  style="font-family: times new roman;font-family:Times,&amp;quot;;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span lang="FR"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"  style="font-family: times new roman;font-family:Times,&amp;quot;;"&gt;&lt;span style="font-size:130%;"&gt;&lt;b&gt;&lt;span lang="FR"  style="color:black;"&gt;&lt;br /&gt;CORDES-SUR-CIEL&lt;/span&gt;&lt;/b&gt;&lt;span lang="FR"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: times new roman;font-family:Times,&amp;quot;;font-size:130%;"  &gt;  &lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="MsoNormal"  style="font-family: times new roman; text-align: justify;font-family:Times,&amp;quot;;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span lang="FR"&gt;C’est une fascinante petite ville du XII&lt;sup&gt;e&lt;/sup&gt; siècle. La ville haute de Cordes a conservé de superbes maisons gothiques, ses rues sont bordées d’échoppes d’artisans et de galeries d’artistes. C’est un lieu à ne pas manquer!&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"  style="font-family: times new roman;font-family:Times,&amp;quot;;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span lang="FR"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"  style="font-family: times new roman;font-family:Times,&amp;quot;;"&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"  style=" text-align: justify;font-family:times new roman;"&gt;&lt;span style="font-size:130%;"&gt;&lt;img alt="" 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
