<?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-3083321151985173891</id><updated>2012-01-09T12:50:57.009Z</updated><category term='r'/><category term='a'/><category term='http://www.blogger.com/img/blank.gif'/><category term='ança'/><category term='rr'/><category term='lves'/><title type='text'>25 de ABRIL Para Todo o Sempre</title><subtitle type='html'>POESIA e Intervenção</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://nossaspoesiaslibertarias.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://nossaspoesiaslibertarias.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default?start-index=101&amp;max-results=100'/><author><name>Marília  Gonçalves</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp1.blogger.com/_U4rk32bI3v8/R2AwF1k0oGI/AAAAAAAAACQ/nS4_hsUcu7Y/S220/Marilia.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>1222</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3083321151985173891.post-258998902260814417</id><published>2012-01-09T11:19:00.000Z</published><updated>2012-01-09T11:19:02.429Z</updated><title type='text'></title><content type='html'>o Frio dos dias&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3083321151985173891-258998902260814417?l=nossaspoesiaslibertarias.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nossaspoesiaslibertarias.blogspot.com/feeds/258998902260814417/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3083321151985173891&amp;postID=258998902260814417&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/258998902260814417'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/258998902260814417'/><link rel='alternate' type='text/html' href='http://nossaspoesiaslibertarias.blogspot.com/2012/01/o-frio-dos-dias.html' title=''/><author><name>Marília  Gonçalves</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp1.blogger.com/_U4rk32bI3v8/R2AwF1k0oGI/AAAAAAAAACQ/nS4_hsUcu7Y/S220/Marilia.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3083321151985173891.post-3029208981422281841</id><published>2011-12-26T07:34:00.001Z</published><updated>2011-12-26T07:34:54.136Z</updated><title type='text'>MANIFESTACION Desocupados (Desempregados), de 1934, do pintor argentino Antonio Berni</title><content type='html'>&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/--68ZlJMmLDE/TvgjPME5wZI/AAAAAAAAEl4/IIUWpYxU1VM/s1600/manifestacion.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="232" src="http://2.bp.blogspot.com/--68ZlJMmLDE/TvgjPME5wZI/AAAAAAAAEl4/IIUWpYxU1VM/s320/manifestacion.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;span class="caption"&gt;MANIFESTACION Desocupados (Desempregados), de 1934, do pintor argentino Antonio Berni&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3083321151985173891-3029208981422281841?l=nossaspoesiaslibertarias.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nossaspoesiaslibertarias.blogspot.com/feeds/3029208981422281841/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3083321151985173891&amp;postID=3029208981422281841&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/3029208981422281841'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/3029208981422281841'/><link rel='alternate' type='text/html' href='http://nossaspoesiaslibertarias.blogspot.com/2011/12/manifestacion-desocupados-desempregados.html' title='MANIFESTACION Desocupados (Desempregados), de 1934, do pintor argentino Antonio Berni'/><author><name>Marília  Gonçalves</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp1.blogger.com/_U4rk32bI3v8/R2AwF1k0oGI/AAAAAAAAACQ/nS4_hsUcu7Y/S220/Marilia.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/--68ZlJMmLDE/TvgjPME5wZI/AAAAAAAAEl4/IIUWpYxU1VM/s72-c/manifestacion.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3083321151985173891.post-1997716293677167559</id><published>2011-12-26T05:47:00.000Z</published><updated>2011-12-26T05:47:15.506Z</updated><title type='text'>BOAS FESTAS E FELIZ ANO NOVO</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-yGHWVmxzDGo/TvgKW8sy6FI/AAAAAAAAElI/hSLC0l3mlYc/s1600/joyeuxnoe.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="228" src="http://4.bp.blogspot.com/-yGHWVmxzDGo/TvgKW8sy6FI/AAAAAAAAElI/hSLC0l3mlYc/s320/joyeuxnoe.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3083321151985173891-1997716293677167559?l=nossaspoesiaslibertarias.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nossaspoesiaslibertarias.blogspot.com/feeds/1997716293677167559/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3083321151985173891&amp;postID=1997716293677167559&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/1997716293677167559'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/1997716293677167559'/><link rel='alternate' type='text/html' href='http://nossaspoesiaslibertarias.blogspot.com/2011/12/boas-festas-e-feliz-ano-novo.html' title='BOAS FESTAS E FELIZ ANO NOVO'/><author><name>Marília  Gonçalves</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp1.blogger.com/_U4rk32bI3v8/R2AwF1k0oGI/AAAAAAAAACQ/nS4_hsUcu7Y/S220/Marilia.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-yGHWVmxzDGo/TvgKW8sy6FI/AAAAAAAAElI/hSLC0l3mlYc/s72-c/joyeuxnoe.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3083321151985173891.post-6124158475927826313</id><published>2011-12-21T22:00:00.005Z</published><updated>2011-12-21T22:00:55.616Z</updated><title type='text'>Um padre no Youtube para libertar o povo</title><content type='html'>&lt;b&gt;&lt;a href="http://www.dn.pt/gente/interior.aspx?content_id=1757934"&gt;http://www.dn.pt/gente/interior.aspx?content_id=1757934&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;h2&gt;&lt;span id="NewsTitle"&gt;Um padre no Youtube para libertar o povo &lt;/span&gt;&lt;/h2&gt;&lt;span class="artigo-autor"&gt;por FRANCISCO MANGAS&lt;/span&gt;&lt;span class="dt "&gt;&lt;i&gt;15&lt;/i&gt; Janeiro &lt;i&gt;2011&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span id="NewsSummaryContent"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="artigo-intro" id="NewsSummary"&gt;Durante a ditadura, por causa das homilias da paz, foi preso duas vezes. Agora, aos 73 anos, é na blogosfera que o autor de 'Fátima Nunca Mais!' ataca "os poderes do mundo".&lt;/div&gt;&lt;br /&gt;&lt;div&gt;Evangelizar "é libertar o povo", defendia e praticava Mário de Oliveira, em plena ditadura. As suas homilias traziam esse fogo, por isso foi preso duas vezes pela PIDE. Por isso, desde Fevereiro de 1974, está privado de paróquia. Mas sempre pastoreou, e agora mais do que nunca. Através do YouTube, as suas "homilias" chegam a toda a parte.&lt;br /&gt;Mário de Oliveira, antigo pároco de Macieira da Lixa, corrige. Homilias, não. "Chamo-lhes Con-versas Jesus Século XXI". A palavra "homilia", diz, leva-nos para o interior dos templos, "todos eivados de moralismo e devocionismo, para os rituais nos altares, coisa mais sem sal e sem interpreta-ção profética. Direi mesmo, coisa mais obscena". (&lt;a href="http://www.dn.pt/gente/interior.aspx?content_id=1757934"&gt;CONTINUA AQUI&lt;/a&gt;)&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;span name="comments-wrapper" style="visibility: hidden;"&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3083321151985173891-6124158475927826313?l=nossaspoesiaslibertarias.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nossaspoesiaslibertarias.blogspot.com/feeds/6124158475927826313/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3083321151985173891&amp;postID=6124158475927826313&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/6124158475927826313'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/6124158475927826313'/><link rel='alternate' type='text/html' href='http://nossaspoesiaslibertarias.blogspot.com/2011/12/um-padre-no-youtube-para-libertar-o.html' title='Um padre no Youtube para libertar o povo'/><author><name>Marília  Gonçalves</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp1.blogger.com/_U4rk32bI3v8/R2AwF1k0oGI/AAAAAAAAACQ/nS4_hsUcu7Y/S220/Marilia.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3083321151985173891.post-2396302155515841439</id><published>2011-12-21T18:13:00.000Z</published><updated>2011-12-21T18:13:16.516Z</updated><title type='text'>Padre Mário da Lixa-A Hipocrisia no seu pior</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOG_video_class" id="BLOG_video-b6286e9e3b389759" 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.nonxt6.googlevideo.com/videoplayback?id%3Db6286e9e3b389759%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331116299%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D431A7A8DD1B345B2BCC41420A17A904E9B6B0092.31B255596DC536414685106E7FB1F00B3C2EF751%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Db6286e9e3b389759%26offsetms%3D5000%26itag%3Dw160%26sigh%3DooXPYjN9Z1JYj9d3VSZL6GYtLmc&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.nonxt6.googlevideo.com/videoplayback?id%3Db6286e9e3b389759%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331116299%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D431A7A8DD1B345B2BCC41420A17A904E9B6B0092.31B255596DC536414685106E7FB1F00B3C2EF751%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Db6286e9e3b389759%26offsetms%3D5000%26itag%3Dw160%26sigh%3DooXPYjN9Z1JYj9d3VSZL6GYtLmc&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3083321151985173891-2396302155515841439?l=nossaspoesiaslibertarias.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nossaspoesiaslibertarias.blogspot.com/feeds/2396302155515841439/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3083321151985173891&amp;postID=2396302155515841439&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/2396302155515841439'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/2396302155515841439'/><link rel='alternate' type='text/html' href='http://nossaspoesiaslibertarias.blogspot.com/2011/12/padre-mario-da-lixa-hipocrisia-no-seu.html' title='Padre Mário da Lixa-A Hipocrisia no seu pior'/><author><name>Marília  Gonçalves</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp1.blogger.com/_U4rk32bI3v8/R2AwF1k0oGI/AAAAAAAAACQ/nS4_hsUcu7Y/S220/Marilia.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3083321151985173891.post-3774571192911881935</id><published>2011-12-21T10:58:00.000Z</published><updated>2011-12-21T10:58:13.768Z</updated><title type='text'>interessante link: O Marxismo da Teologia da Libertação</title><content type='html'>&lt;br /&gt;Encontrei este texto na Internet&lt;br /&gt;e pareceu-me interessante trazê-lo a vosso conhecimento&lt;br /&gt;&lt;b&gt;o link para a página é o sequinte&lt;/b&gt; &lt;span style="font-size: large;"&gt;&lt;a href="http://www.espacoacademico.com.br/017/17clowy.htm"&gt;&lt;b style="color: red;"&gt;AQUI&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;b style="color: red;"&gt;&lt;a href="http://www.espacoacademico.com.br/017/17clowy.htm"&gt;Revista Espaço Académico&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;table border="0" cellpadding="8" cellspacing="0"&gt;  &lt;tbody&gt;&lt;tr&gt;     &lt;td bgcolor="#D5EAFF" width="96%"&gt;       &lt;div align="center"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr&gt;     &lt;td width="96%"&gt;       &lt;center&gt;                  &lt;/center&gt;&lt;center&gt;            &lt;/center&gt;&lt;table border="0" cellpadding="0" cellspacing="0"&gt;                &lt;tbody&gt;&lt;tr&gt;           &lt;td background="../rayures-gris.gif" bgcolor="#F0F0F0" valign="top" width="17%"&gt;               &lt;span style="font-family: arial,helvetica,sans-serif; font-size: x-small;"&gt;&lt;b&gt;&lt;img height="72" src="http://www.espacoacademico.com.br/017/img_lowy.jpg" width="57" /&gt;                 Por MICHAEL LÖWY&lt;/b&gt;&lt;/span&gt;&lt;span style="color: #666666; font-family: Arial,Helvetica,sans-serif; font-size: x-small;"&gt;&lt;br /&gt;                &lt;/span&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 10.0pt;"&gt;&lt;span style="color: #666666; font-family: Arial,Helvetica,sans-serif; font-size: x-small;"&gt;O                 autor nasceu no Brasil, se formou na USP e fez doutorado em Paris.                 Vive na França desde 1969; é diretor de pesquisas                 no CNRS e professor na Ecole des Hautes Etudes. Entre suas inúmeras                 obras, destaca-se &lt;i&gt;"A guerra dos deuses. Religiâo                 e Politica no Brasil"&lt;/i&gt;, pela qual recebeu o prêmio                 Sergio Buarque de Holanda, na categoria ensaio&lt;/span&gt;&lt;/span&gt;            &lt;/td&gt;            &lt;td width="3%"&gt;             &lt;/td&gt;                    &lt;td bgcolor="#FFFFFF" rowspan="3" valign="top" width="80%"&gt;             &lt;div class="Section1"&gt;               &lt;div class="Section1"&gt;                 &lt;table cellspacing="1"&gt;                  &lt;tbody&gt;&lt;tr&gt;                     &lt;td bgcolor="#FFE3D7" valign="top" width="48%"&gt;                       &lt;div class="Section1"&gt;                         &lt;div align="center"&gt;                           &lt;br /&gt;                          &lt;b&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="color: #ff6600; font-family: Verdana,Arial,Helvetica,sans-serif;"&gt;Le                             Marxisme de la Theologie de la Liberation&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;                           &lt;br /&gt;                        &lt;/div&gt;&lt;div align="center" class="Texte" style="margin-bottom: 6.0pt; text-align: center;"&gt;&lt;b&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;"&gt;Michael&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Löwy&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="Texte" style="margin-bottom: 6.0pt; text-align: center;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;img align="left" height="70" src="http://www.espacoacademico.com.br/017/017mnobrega.jpg" width="54" /&gt;&lt;img align="right" height="70" src="http://www.espacoacademico.com.br/017/017marx.jpg" width="54" /&gt;La                           théologie de la libération, c'est tout d'abord un ensemble                           d'écrits produit depuis&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;1971                           par des figures comme Gustavo Gutierrez (Pérou), Rubem                           Alves, Hugo Assmann, Carlos Mesters, Leonardo et Clodovis                           Boff (Brésil), Jon Sobrino, Ignacio Ellacuria (El Salvador),                           Segundo Galilea, Ronaldo Munoz (Chili), Pablo Richard                           (Chili, Costa Rica), José Miguel Bonino, Juan Carlos                           Scannone (Argentine), Enrique Dussel (Argentine, Mexique),                           Juan-Luis Segundo (Uruguay)&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;-&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;pour                           ne nommer que certains des plus connus.&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Mais ce corpus de textes est l'expression                           d'un vaste &lt;i&gt;mouvement social&lt;/i&gt;, qui est apparu au                           début des années 1960 - bien avant les nouveaux ouvrages                           de théologie. Ce mouvement comprenait des secteurs significatifs                           de l'Eglise - prêtres, ordres religieux, évêques- des                           mouvements religieux laïcs - Action catholique, Jeunesse                           universitaire chrétienne, Jeunes ouvriers chrétiens                           - des commissions pastorales à base populaire -pastorale                           ouvrière, pastorale de la terre, pastorale urbaine -                           et les communautés ecclésiastiques de base. Sans la                           &lt;i&gt;pratique&lt;/i&gt; de ce mouvement social - qu'on pourrait                           appeller &lt;i&gt;christianisme de la libération &lt;/i&gt;- on                           ne peut pas comprendre des phénomènes sociaux et historiques                           aussi importants dans l'Amérique Latine des 30 dernières                           années que la montée de la révolution en Amérique centrale                           - Nicaragua,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;El                           Salvador - ou l'émergence d'un nouveau mouvement ouvrier                           et paysan au Brésil (le Parti des Travailleurs,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;le Mouvement des Paysans Sans Terre,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;etc).&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;(Cf. Löwy,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;1998).&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;La découverte du marxisme par les chrétiens                           progressistes et par la théologie de la libération ne                           fut pas un processus purement intellectuel ou universitaire.                           Son point de départ fut un fait social incontournable,                           une réalité massive et brutale en Amérique latine :                           la pauvreté. Nombre de croyants choisirent le marxisme                           parce qu'il semblait offrir l'explication la plus systématique,                           cohérente et globale des causes de cette pauvreté, et                           parce qu'il etait la seule proposition qui fût suffisamment                           radicale pour l'abolir.&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&lt;/span&gt;Pour lutter efficacement contre la pauvreté, il                           faut en comprendre les causes. Comme l'a dit le cardinal                           brésilien dom Helder Câmara:&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;"Aussi                           longtemps que je demandais aux gens d'aider les pauvres,                           on m'appelait un saint. Mais lorsque j'ai posé la question:                           pourquoi y a-t-il tant de pauvreté ? on m'a traité de                           communiste ..."&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Il n'est pas facile de présenter une                           vue d'ensemble de la position de la théologie de la                           libération relative au marxisme. D'une part,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;on                           y trouve une très grande diversité d'attitudes - allant                           de l'utilisation prudente de quelques éléments à la                           synthèse intégrale (par exemple,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;dans                           le courant&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;"Chrétiens                           pour le Socialisme")&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;-, de l'autre, un certain changement s'est opéré                           entre la position des années 1968-1980, plus radicale,                           et celle d'aujourd'hui, plus réservée, suite aux critiques                           de Rome mais aussi aux développements en Europe de l'Est                           depuis 1989.. Mais on peut, à partir des ouvrage des                           théologiens les plus représentatifs et de certains documents                           épiscopaux, identifier quelques points de repère communs.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;(Cf.                           Enrique Dussel 1982,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;Guy Petitdemange 1985)&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Certains théologiens latino-américains                           (influencés par Althusser) se réfèrent au marxisme simplement                           comme une (ou &lt;i&gt;la) science sociale&lt;/i&gt;, que l'on utilise,                           de façon strictement instrumentale, pour mieux connaître                           la réalité latino-américaine. Une telle définition est                           à la fois trop large et trop étroite. Trop large, car                           le marxisme n'est pas la seule science sociale. Trop                           étroite, car le marxisme n'est pas seulement une science:                           il prend appui sur une option pratique qui vise non                           seulement à connaître, mais aussi à transformer le monde.&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;En réalité, l'intérêt - beaucoup d'auteurs                           parlent de “ fascination ” - que les théologiens de                           la libération manifestent pour le marxisme est plus                           large et plus profond que ne le ferait croire l'emprunt                           de quelques concepts à des fins scientifiques. Il concerne                           également les &lt;i&gt;valeurs&lt;/i&gt; du marxisme, ses options                           éthico-politiques et son anticipation d'une &lt;i&gt;utopie&lt;/i&gt;                           future. Il se trouve que c'est Gustavo Gutiérrez qui                           nous offre les vues les plus pénétrantes, soulignant                           que le marxisme ne se contente pas de proposer une analyse                           scientifique, mais aussi une aspiration utopique du                           changement social. Il critique la vision scientiste                           d'un Althusser, qui “empêche de voir l'unité profonde                           de l'oeuvre de Marx et, par conséquent, de comprendre                           comme il faut sa capacité d'inspirer une praxis révolutionnaire                           radicale et permanente ”&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;(Gutierrez,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;1972, p244) &lt;a href="http://www.espacoacademico.com.br/017/17clowy.htm#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="mso-special-character: footnote;"&gt;                                                     [1]                                                     &lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Quelles sont les sources marxistes                           dont s'inspirent&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;les                           théologiens de la libération?&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Leur                           connaissance des écrits de Marx est très variable.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Enrique                           Dussel est sans doute celui qui a poussé le plus loin                           l'étude de l'oeuvre de Marx,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;sur laquelle il a publié une série d'ouvrages                           d'une érudition et d'une originalité impressionante&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;(Dussel,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;1985,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;1988,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;1990).&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Mais l'on trouve aussi des références directes                           à Marx chez Gutierrez,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;les frères Boff,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;Hugo Assmann et plusieurs autres.&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Par contre,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;ils&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;manifestent                           peu d'interêt pour le marxisme des&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;manuels soviétiques de “Diamat”, ni pour le celui des partis communistes                           latinoaméricains. C'est plutôt le “ marxisme occidental                           ” - parfois appelé “ néo-marxisme ” dans leurs documents                           - qui les attire. Ernst Bloch est l'auteur marxiste                           le plus cité dans &lt;i&gt;Théologie de la libération - Perspectives,                           &lt;/i&gt;le grand ouvrage inaugural de Gustavo Gutiérrez                           (l971). On y trouve aussi des références à Althusser,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;Marcuse,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Lukàcs,                           Gramsci, Henri Lefèbvre,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;Lucien Goldmann et Emest Mandel.&lt;i&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;a href="http://www.espacoacademico.com.br/017/17clowy.htm#_ftn2" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="mso-special-character: footnote;"&gt;                                                     [2]                                                     &lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Mais ces références européennes sont                           moins importantes que les repères latino-américains:                           le penseur&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;péruvien José Carlos Mariàtegui, source d'une                           marxisme original, d'inspiration indo-américaine; la                           révolution cubaine, tournant crucial dans l'histoire                           de l'Amérique latine;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;et enfin,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;la                           théorie de la dépendance, critique du capitalisme dépendant,                           avancée par Fernando Henrique Cardoso, André Gunder                           Frank, Theotonio dos Santos et Anibal Quijano (tous                           mentionnés à plusieurs reprises dans le livre de Gutiérrez).&lt;a href="http://www.espacoacademico.com.br/017/17clowy.htm#_ftn3" name="_ftnref3" style="mso-footnote-id: ftn3;" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="mso-special-character: footnote;"&gt;                                                     [3]                                                     &lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Les théologiens de la libération -                           et les "chrétiens de la libération" au sens                           large - ne se limitent pas à utiliser les sources marxistes                           existantes.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Ils vont aussi innover et reformuler,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;à la lumière de leur culture religieuse,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;mais aussi de leur expérience sociale,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;certains thèmes fondamentaux du marxisme.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Dans                           ce sens,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;on peut les considérer comme des "néo-marxistes",&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;c'est                           à dire des innovateurs qui donnent à la pensée marxiste                           une inflexion nouvelle,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;des perspectives inédites,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;ou des apports originaux.&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Un exemple frappant c'est leur utilisation,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;à                           côté des termes "classiques"&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;de travailleurs ou prolétaires,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;du                           concept de&lt;i&gt; pauvre.&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Le souci des pauvres est une tradition millénaire de l'Église,remontant                           jusqu'aux sources évangéliques du christianisme. Les                           théologiens latino-américains se situent dans la continuité                           de cettetradition qui leur sert constamment de référence                           et d'inspiration.Mais ils sont en rupture profonde avec                           le passé sur un point capital: pour eux, lespauvres                           ne sont plus essentiellement des objets de charité,                           mais lessujets de leur propre libération. L'aide ou                           l'assistance paternaliste cèdent la place à une attitude                           de solidarité avec la lutte despauvres pour leur auto-émancipation.                           C'est ici que s'opère la jonction avec le principe véritablement                           fondamental du marxisme,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;à                           savoir "l'émancipation des travailleurs sera l'oeuvre                           des travailleurs eux-mêmes". Ce changement est                           peut-être la nouveauté politique la plus importante                           et la plus riche de conséquences apportée par les théologiens                           de la libération par rapport à la doctrine sociale de                           l'Eglise.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Il                           aura aussi les plus grandes conséquences dans le domaine                           de la praxis sociale.&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Certains marxistes critiqueront sans                           doute cette façon de substituer une catégorie vague,                           émotionnelle et imprécise ("les pauvres")                           au concept&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;"matérialiste"&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;de prolétariat. En réalité, ce terme correspond                           à la situation latino-américaine où l'on trouve, aussi                           bien dans les villes que dans les campagnes, une masse                           énorme de pauvres - chômeurs, semi-chômeurs, saisonniers,                           vendeurs ambulants, marginaux, prostituées, etc. - tous                           exclu(e)s du système de production&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;"formel". Les syndicalistes chrétiens                           marxistes du Salvador ont inventé un terme, qui associe                           toutes les composantes de la population opprimée et                           exploitée: le &lt;i&gt;pobretariado &lt;/i&gt;ou "pauvrétariat".&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Il&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;faut souligner que la majorité de ces pauvres&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;- comme d'ailleurs la majorité des membres des                           communautés écclésiales de base - sont des &lt;i&gt;femmes&lt;/i&gt;.                           &lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Un autre aspect distinctif du marxisme                           de la Théologie de la Libération c'est la &lt;i&gt;critique                           morale du capitalisme&lt;/i&gt;. Le christianisme de la libération,                           dont l'inspiration est tout&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;d'abord religieuse et éthique, manifeste un anticapitalismc                           beaucoup plus radical, intransigeant et catégorique                           - parce que chargé de répulsion morale - que ne le font                           les partis communistes du continent&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;- issus du moule stalinien - qui croient encore                           aux vertus progressistes de la bourgeoisie industrielle                           et au rôle historique “ antiféodal ” du développement                           industriel (capitaliste). Un exemple suffit pour illustrer                           ce paradoxe. Le parti communiste&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;brésilien expliquait dans les résolutions de                           son Vle congrès (1967) que “ la socialisation des moyens                           de production ne correspond pas au niveau actuel de                           la contradiction entre forces&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;productives et rapports de production ” - en                           d'autres terme le capitalisme industriel doit d'abord                           développer l'économie et moderniser le pays avant même                           qu'il puisse être question&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;de socialisme.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Or, les évêques et supérieurs réligieux de la région Centre-Ouest                           du Brésil publièrent en 1973 un document intitulé &lt;i&gt;Le                           Cri de l'Église &lt;/i&gt;dont la conclusion est la suivante:&lt;/span&gt;&lt;br /&gt;                      &lt;/div&gt;&lt;blockquote&gt;                         &lt;div class="Section1"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;“Il                           faut vaincre le capitalisme: c'est le plus grand mal,                           le péché accumulé, la racine pourrie, l'arbre qui produit                           tous les fruits que nous connaissons si bien: la pauvreté,                           la faim, la maladie, la mort.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;                           &lt;/span&gt;Pour cela, il faut que la propriété privée des                           moyens de production (usines, terre, commerce, banques)                           soit dépassée.”&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;(Obispos                           Latinoamericanos,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;1978,                           p. 71).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div class="Section1"&gt;                         &lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Comme l'on voit par ce document - et                           par beaucoup d'autres issus du courant chrétien-libérateur                           -, la solidarité avec les pauvres conduit à la condamnation                           du capitalisme et celle-ci à l'aspiration socialiste.&lt;/span&gt;&lt;br /&gt;                        &lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Les chrétiens socialistes,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;grâce à la radicalité éthique de leur anti-capitalisme,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;se                           sont souvent montrés plus sensibles aux catastrophes                           sociales provoquées par la "modernité réellement                           existante" en Amérique Latine et par la logique                           du "dévéloppement du sous-dévéloppement" (pour&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;reprendre l'expression bien connue&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;d'André Gunder Frank),&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;que beaucoup de marxistes emprisonnés dans les                           mailles d'une logique "dévéloppementiste"                           purement économique. Par exemple, l'ethnologue marxiste                           "orthodoxe" Otavio Guilherme Velho a sevérement                           critiqué l'Eglise progréssiste brésilienne&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;pour avoir&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;"considéré le capitalisme comme un mal absolu",&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;et pour s'être opposé à la transformation capitaliste                           de l'agriculture,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;porteuse                           de progrès,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;au                           nom de traditions&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;et d'idéologies pré-capitalistes de la paysannerie&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;(Otavio Guilherme Velho,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;1982, pp. 125-126).&lt;/span&gt;&lt;br /&gt;                        &lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Depuis la fin des années 70,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;un autre thème va jouer un role croissant dans                           la reflexion marxiste de certains penseurs chrétiens:&lt;i&gt;                           l'affinité éléctive entre le combat biblique contre                           les idoles et la critique marxiste du fétichisme de                           la marchandise&lt;/i&gt;.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;L'articulation des deux dans la théologie&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;de la libération a été largement facilitée&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;par le fait que Marx lui-meme utilisait souvent                           des images et concepts bibliques dans sa critique du                           capitalisme. &lt;/span&gt;&lt;br /&gt;                      &lt;/div&gt;&lt;div class="Section1"&gt; &lt;i&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Baal,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;le Veau d'Or,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Mammon,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Moloch &lt;/span&gt;&lt;/i&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;sont quelques unes de ces&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;"métaphores théologiques"dont Marx                         fait généreusement usage dans&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;&lt;i&gt;Le                         Capital&lt;/i&gt; et dans d'autres écrits économiques,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;pour dénoncer, dans un language directement inspiré par les prophètes                         vetero-testamentaires,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;l'esprit&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                         &lt;/span&gt;du capitalisme comme idolâtrie&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;de                         l'argent, de la marchandise,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                         &lt;/span&gt;du profit,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;du marché ou du capital lui-meme.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;La Bourse est souvent désignée comme "Temple                         de Baal" ou de "Mammon". Le concept le                         plus important de la critique marxienne du capitalisme                         est lui aussi une "métaphore théologique",&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;qui se refère à l'idolâtrie: &lt;b&gt;le fétichisme&lt;/b&gt;.                         &lt;/span&gt;                         &lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Ces moments "théologico-métaphoriques" - et d'autres                           semblables - de la critique marxienne du capitalisme,                           sont connus de plusieurs théologiens de la libération                           qui n'hésitent pas à s'en référer dans leurs écrits.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;On trouve une analyse détaillée de ces "métaphores"                           dans le livre d'Enrique Dussel de 1993,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;une étude philosophique approffondie de la théorie                           marxienne du fétichisme du point de vue du christianisme                           de la libération.&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;La critique du système de domination économique et sociale&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;existant                           en A.Latine comme forme d' idolâtrie&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;sera esquissée,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;pour la prémière fois,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;dans un recueil de textes du&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;i&gt;Departamento Ecumenico de Investigacones&lt;/i&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;(D.E.I.)&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;de                           San José de Costa Rica,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;publié                           sous le titre &lt;i&gt;La lutte des dieux.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Les idoles de l'oppression et la recherche du Dieu li bérateur&lt;/i&gt;,                           qui a rencontré un écho&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;considérable:&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;paru en 1980, il sera traduit en sept langues.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Le                           point de vue commun aux cinq auteurs - H.Assmann, F.Hinkelammert,                           J.Pixley,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;P.Richard et J.Sobrino - est exposé dans une introduction.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Il s'agit d'une rupture decisive avec la tradition                           conservatrice et rétrograde&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;de                           l'Eglise, qui présentait, depuis des siècles,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;l'"athéisme" - dont le marxisme était                           la forme moderne - comme l'archi-ennemi du christianisme:&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;blockquote&gt;                         &lt;div class="Section1"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;"La                           question centrale aujourd'hui en Amérique Latine n'est                           pas la question de l'athéisme, le problème ontologique                           de l'existence ou non de Dieu (...).La question centrale                           est l'idolâtrie,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;l'adoration                           des fausses divinités du système de domination. (...)&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Chaque système de domination se caractérise précisement par ceci,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;qu'il crée des dieux et des idoles qui sanctifient                           l'oppression et l'hostilité à la vie.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;(...)&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;La recherche du vrai                           Dieu dans ce combat des dieux nous conduit à une vision                           des choses dirigée contre l'idolâtrie,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;rejettant les fausses divinités,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;les fétiches qui tuent et leurs armes religieuses                           de la mort.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;La                           foi dans le Dieu libérateur,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;celui                           qui révèle son visage et son secret dans la lutte des                           pauvres contre l'oppression, s'accomplit nécéssairement                           dans la négation des fausses divinités... La foi se                           tourne contre l'idolâtrie" &lt;i&gt;(La lucha de los                           dioses&lt;/i&gt;,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;1980,                           p. 9).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div class="Section1"&gt;                         &lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Cette problématique sera l'objet d'une analyse approfondie                           et novatrice&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;dans                           le remarquable livre commun de Hugo Assmann et Franz                           Hinkelammert, &lt;i&gt;L'idolatrie du marché. Essai sur l'économie                           et la théologie&lt;/i&gt; (1989). Cette importante contribution                           est la première, dans l'histoire de la théologie de                           la libération,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;qui est explicitement dédiée au combat contre                           le système capitaliste défini comme idolâtrie. La doctrine                           sociale des&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Eglises                           n'avait exercé, le plus souvent,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;qu'une critique éthique à l'économie "libérale" (i.e.                           capitaliste);&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;or,                           il faudrait aussi,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;souligne                           Hugo Assmann, une critique proprement théologique,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;qui                           dévoile le capitalisme comme fausse religion.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;En                           quoi consiste l'essence de idolâtrie du marché?&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Selon Hugo Assmann, c'est dans la théologie                           implucite du paradigme économique lui-même, et dans                           la pratique dévotionelle fétichiste&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;quotidienne que se manifeste la "religion                           économique" capitaliste.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Les concepts explicitement religieux qu'on trouve dans la litterature                           du "christianisme de marché" - par exemple,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;dans les discours de Ronald Reagan,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;dans les écrits des courants religieux néo-conservateurs,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;ou dans les oeuvres des "théologiens de                           l'entreprise" comme Michael Novack - n'ont qu'une                           fonction complémentaire.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;La théologie du marché,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;depuis Malthus jusqu'au dernier document de la                           Banque Mondiale,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;est                           une théologie férocement sacrificielle: elle exige des                           pauvres qu'ils offrent leur vie sur l'autel des idoles                           économiques.&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Franz&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Hinkelammert,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;pour                           sa part,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;analyse la nouvelle théologie de l'Empire Américain                           des années 70 et 80,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;fortement imprégnée de fondamentalisme religieux.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Son dieu n'est autre chose que "la personnification                           transcendentalisée des lois du marché",&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;et son culte substitue la compassion par le                           sacrifice.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;La                           divinisation du marché crée un dieu de l'argent,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;dont la devise sacrée est inscrite sur chaque                           billet de dollar:&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;&lt;i&gt;In God we Trust &lt;/i&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;(H.Assmann,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;F.Hinkelammert,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;1989,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;pp. 105, 254, 321).&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Les recherches du DEI de Costa Rica ont influencé les chrétiens                           socialement engagés et ont inspiré une nouvelle génération                           de théologiens de la libération. Par exemple, le jeune                           théologien brésilien (d'origine coréenne) Jung Mo Sung,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;qui développe,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;dans son livre&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;i&gt;L'idolatrie du capital et la mort des pauvres&lt;/i&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;(1989),&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;une pénétrante critique ethico-religieuse du                           système capitaliste international,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;dont&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;les&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;institutions - comme le FMI ou la Banque Mondiale                           - condamnent,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;par                           la logique implacable de la dette externe,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;des                           millions de pauvres du Tiers Monde à sacrifier leur                           vie sur l'autel du dieu "marché mondial".&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Bien                           entendu,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;comme le souligne Sung dans son dernier livre,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;&lt;i&gt;Théologie et Economie&lt;/i&gt;&lt;b&gt; &lt;/b&gt;(1994), il                           ne s'agit pas, comme dans l'idolatrie ancienne,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;d'un autel visible,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;mais                           d'un système qui exige des sacrifices humains au nom                           de contraintes "objectives",&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;"scientifiques",&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;profanes,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;apparemment                           non-religieuse.&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Qu'y-a-t'il donc de commun et de different entre la critique                           marxiste et celle du christianisme de la libération                           contre l'idolâtrie du marché? A mon avis,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;l'on ne peut ni trouver de l'athéisme dans                           le christianisme (comme le pensait Ernst Bloch),&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;ni une théologie implicite chez Marx,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;comme le suggère le brillant théologien et marxologue Enrique Dussel                           (Enrique Dussel, &lt;i&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/i&gt;1993,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;p.153). Les métaphores théologiques - comme                           le concept de "fétichisme" - sont&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                           &lt;/span&gt;utilisées par Marx comme des outils pour une                           analyse scientifique,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;tandis que dans le christianisme de la libération                           elles ont une signification proprement religieuse.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Ce que les deux ont en commun c'est l'éthos                           moral,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;la révolte                           prophétique,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;l'indignation humaniste contre l'idolâtrie                           du marché et - ce qui est encore plus important - la                           solidarité avec ses victimes.&lt;/span&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;La critique du culte fétichiste de la marchandise&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;était pour Marx une critique de l'aliénation                           capitaliste,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;du                           point de vue du prolétariat et des classes exploitées                           - mais aussi révolutionnaires.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Pour la théologie de la libération,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;il s'agit du combat entre le vrai Dieu de la                           Vie et les faux idoles de la mort.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Mais                           les deux prennent position pour le travail vivant contre                           la réification,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;pour la vie des pauvres et des opprimés contre                           la puissance aliénée des choses mortes.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Et                           surtout,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;marxistes                           non-croyants&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;et chrétiens engagés parient sur l'auto-émancipation                           sociale des exploités.&lt;/span&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;blockquote&gt;                           &lt;div class="Section1"&gt;                             &lt;div class="Section1"&gt;                               &lt;hr align="left" size="1" width="33%" /&gt;                            &lt;/div&gt;&lt;/div&gt;&lt;div class="Section1"&gt;                             &lt;div class="Section1"&gt;                               &lt;div id="ftn1" style="mso-element: footnote;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;&lt;a href="http://www.espacoacademico.com.br/017/17clowy.htm#_ftnref1" name="_ftn1" style="mso-footnote-id: ftn1;" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 12.0pt;"&gt;&lt;span style="mso-special-character: footnote;"&gt;                                                                 [1]                                                                 &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif;"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 12.0pt;"&gt;&lt;span style="font-size: xx-small;"&gt;Il est vrai que Gutiérrez, depuis 1984,                                 et suite aux critiques du Vatican, paraît s'être                                 replié sur des positions moins exposées, réduisant                                 la relation au marxisme à une rencontre entre                                 la théologie et les sciences sociales. (cf. Gutierrez,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                                 &lt;/span&gt;1985).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: xx-small;"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 12.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 12.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="Section1"&gt;                             &lt;div class="Section1"&gt;                               &lt;div id="ftn1" style="mso-element: footnote;"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 12.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="Section1"&gt;                             &lt;div class="Section1"&gt;                               &lt;div id="ftn2" style="mso-element: footnote;"&gt;&lt;a href="http://www.espacoacademico.com.br/017/17clowy.htm#_ftnref2" name="_ftn2" style="mso-footnote-id: ftn2;" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 12.0pt;"&gt;&lt;span style="mso-special-character: footnote;"&gt;                                                                 [2]                                                                 &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 12.0pt;"&gt;&lt;span style="font-size: xx-small;"&gt;Dans l'ouvrage remarquable qu'il a                                 consacré au christianisme révolutionnaire en Amérique                                 latine, Samuel Silva Gotay énumère les auteurs                                 marxistes suivants parmi les références de la                                 théologie de la libération: Goldmann, Garaudy,                                 Schaff, Kolakowski, Lukàcs, Gramsci, Lombardo-Radice,                                 Luporini, Sanchez Vasquez, Mandel, Fanon et la                                 Monthly Review. ( Samuel Silva Gotay, 1985) &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="Section1"&gt;                             &lt;div class="Section1"&gt;                               &lt;div id="ftn2" style="mso-element: footnote;"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 12.0pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="Section1"&gt;                             &lt;div class="Section1"&gt;                               &lt;div id="ftn2" style="mso-element: footnote;"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 12.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="Section1"&gt;                             &lt;div class="Section1"&gt;                               &lt;div id="ftn3" style="mso-element: footnote;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;&lt;a href="http://www.espacoacademico.com.br/017/17clowy.htm#_ftnref3" name="_ftn3" style="mso-footnote-id: ftn3;" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 12.0pt;"&gt;&lt;span style="mso-special-character: footnote;"&gt;                                                                 [3]                                                                 &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif;"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 12.0pt;"&gt;&lt;span style="font-size: xx-small;"&gt;Sur l'emploi de la théorie de dépendance                                 par les théologiens de la libération, cf. Luigi                                 Bordini,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;1987, chap. 6, et Samuel Silva Gotay,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;1985, p. 192-197.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: xx-small;"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 12.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 12.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="Section1"&gt;                             &lt;div class="Section1"&gt;                                                           &lt;/div&gt;&lt;/div&gt;&lt;div class="Section1"&gt;                             &lt;blockquote&gt;                               &lt;blockquote&gt;                                                               &lt;/blockquote&gt;&lt;/blockquote&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div class="Section1"&gt;                           &lt;div class="Section1"&gt; &lt;/div&gt;&lt;/div&gt;&lt;div class="Texte" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;blockquote&gt;                         &lt;div class="Section1"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote&gt;                         &lt;div class="Section1"&gt;                           &lt;b&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;BIBLIOGRAPHIE&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                          &lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: xx-small;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Section1"&gt;                           &lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;H.Assmann,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                             &lt;/span&gt;F.Hinkelammert (1989),&lt;i&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;A                             Idolatria do Mercado.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Ensaio sobre Economia e Teologia&lt;/i&gt;,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Vozes,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;S.                             Paulo.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                        &lt;/div&gt;&lt;div class="Section1"&gt;                           &lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;Ernst                             Bloch&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;(1978),&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;&lt;i&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;L'athéisme dans le christianisme&lt;/i&gt; ,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Gallimard,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                             &lt;/span&gt;Paris.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: xx-small;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                        &lt;/div&gt;&lt;div class="Section1"&gt;                           &lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;Luigi                             Bordini, (1985)&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;0                             &lt;i&gt;marxismo e a teologia da libertaçâo,&lt;/i&gt; Editora                             Dois Pontos,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Rio de Janeiro.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                        &lt;/div&gt;&lt;div class="Section1"&gt;                           &lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;E.                             Dussel&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;(1982),                             "Encuentro de cristianos y marxistas en América                             Latina"&lt;i&gt;, Cristianismo y sociedad, &lt;/i&gt;Santo                             Domingo, n° 74.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                        &lt;/div&gt;&lt;div class="Section1"&gt;                           &lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;Enrique                             Dussel&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;(1985),                             &lt;i&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;La produccion                             téorica de Marx.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                             &lt;/span&gt;Un comentario a los Grundrisse, &lt;/i&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Siglo                             XXI,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Mexico.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                        &lt;/div&gt;&lt;div class="Section1"&gt;                           &lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;Enrique                             Dussel (1988),&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;&lt;i&gt;Hacia                             un Marx definitivo.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Un&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                             &lt;/span&gt;comentario de los Manuscritos del 61-63,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/i&gt;Siglo                             XXI,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Mexico&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                        &lt;/div&gt;&lt;div class="Section1"&gt;                           &lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;Enrique                             Dussel (1990),&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;&lt;i&gt;El                             ultimo Marx (1863-1882) y la liberacion latinoamericana&lt;/i&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;(1990),&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Siglo                             XXI, Mexico.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                        &lt;/div&gt;&lt;div class="Section1"&gt;                           &lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;Enrique                             Dussel&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;(1993),&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;i&gt;Las metaforas teologicas de Marx&lt;/i&gt;,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Verbo Divino, Estella. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                        &lt;/div&gt;&lt;div class="Section1"&gt;                           &lt;i&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;La                             lucha de los dioses. Los idolos de la opresion y la                             busqueda del Dios liberador &lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;(1980)&lt;i&gt;,                             &lt;/i&gt;DEI;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;S.                             Jose de Costa Rica.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;                             &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;br /&gt;                        &lt;/div&gt;&lt;div class="Section1"&gt;                           &lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;Guy                             Petitdemange (1985),&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;"Théologie(s)                             de libération et marxisme(s)"&lt;i&gt;, in “ Pourquoi                             &lt;/i&gt;la théologie de la libération ”, supplément au                             numéro 307 des &lt;i&gt;Cahiers de l'actualité religieuse                             et sociale,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/i&gt;Paris.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                        &lt;/div&gt;&lt;div class="Section1"&gt;                           &lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;Gustavo                             Gutiérrez&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;(1985)                             , “ Théologie et sciences sociales ”, in &lt;i&gt;Théologies                             de la libération,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;                             &lt;/span&gt;documents et debats&lt;/i&gt;,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Editions du Cerf,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Paris .&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                        &lt;/div&gt;&lt;div class="Section1"&gt;                           &lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;Samuel                             Silva Gotay&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;(1985)                             ,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;i&gt;0 pensamento                             cristâo revolucionario na América Latina e no Caribe,                             1969-73, &lt;/i&gt;Ediçôes Paulinas,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;S. Paulo.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                        &lt;/div&gt;&lt;div class="Section1"&gt;                           &lt;i&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;Los                             obispos Latinoamericanos entre Medellin y Puebla&lt;/span&gt;                             &lt;/span&gt;&lt;/i&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;(1978),                             UCA (Universidad Centroamericana,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;San                             Salvador. &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;br /&gt;                        &lt;/div&gt;&lt;div class="Section1"&gt;                           &lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;Jung                             Mo Sung (1989)&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;&lt;i&gt;A                             idolatria do capital e a morte dos pobres&lt;/i&gt;, Edições                             Paulinas,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;S.Paulo.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                        &lt;/div&gt;&lt;div class="Section1"&gt;                           &lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;Jung                             Mo Sung&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;(1995),&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;&lt;i&gt;Teologia                             e Economia,&lt;/i&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Vozes,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Petropolis.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                        &lt;/div&gt;&lt;div class="Section1"&gt;                           &lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;Otavio                             Guilherme Velho (1982),&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;&lt;i&gt;Sociedade                             e Agricultura&lt;/i&gt;,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Editora                             Zahar, Rio. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                        &lt;/div&gt;&lt;div class="Section1"&gt;                                                   &lt;/div&gt;&lt;/blockquote&gt;&lt;div class="Section1"&gt;                                               &lt;/div&gt;&lt;blockquote&gt;                         &lt;div class="Section1"&gt;                           &lt;br /&gt;                        &lt;/div&gt;&lt;/blockquote&gt;&lt;div style="mso-element: footnote-list;"&gt;                                               &lt;/div&gt;&lt;/td&gt;                    &lt;td bgcolor="#FF0000" valign="top" width="4"&gt;&amp;nbsp;&lt;/td&gt;                    &lt;td valign="top" width="48%"&gt;                       &lt;div class="Section1"&gt;                         &lt;div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; text-align: center;"&gt;&lt;b&gt;&lt;span style="color: #ff6600; font-family: Verdana; font-size: 14.0pt; mso-bidi-font-size: 10.0pt;"&gt;&lt;span style="color: black; font-family: Verdana,Arial,Helvetica,sans-serif;"&gt;O                           Marxismo da Teologia da Libertação&lt;a href="http://www.espacoacademico.com.br/017/17clowy.htm#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;*&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif;"&gt;&lt;a href="http://www.espacoacademico.com.br/017/17clowy.htm#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: Verdana; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; text-align: center;"&gt;&lt;b&gt;&lt;span style="font-family: Verdana; font-size: 10.0pt;"&gt;Michael Löwy&lt;a href="http://www.espacoacademico.com.br/017/17clowy.htm#_ftn2" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;**&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: Verdana; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;span style="font-family: Verdana; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; text-align: center;"&gt;&lt;span style="font-family: Verdana; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;span style="font-family: Verdana; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoBodyText"&gt;&lt;span style="font-family: Arial;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: x-small;"&gt;A                           teologia da libertação é antes de mais nada um conjunto                           de escritos produzidos a partir de 1971 por personalidades                           como Gustavo Gutierrez (Peru), Rubem Alves, Hugo Assmann,                           Carlos Mesters, Leonardo e Clodovis Boff (Brasil), Jon                           Sobrino, Ignacio Ellacuria (El Salvador), Segundo Galilea,                           Ronaldo Munoz (Chile), Pablo Richard (Chile, Costa Rica),                           José Miguel Bonino, Juan Carlos Scannone (Argentina),                           Enrique Dussel (Argentina, México), Juan-Luis Segundo                           (Uruguai) - para apontar apenas alguns dos mais conhecidos.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoBodyText"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: x-small;"&gt;&lt;span style="font-family: Arial;"&gt;Esse                           corpo de textos é contudo a expressão de um vasto movimento                           social, que surgiu no começo dos anos 1960 – muito antes                           das novas obras de teologia. Esse movimento compreendia                           setores importantes da Igreja – padres, ordens religiosas,                           bispos - movimentos religiosos laicos – Ação Católica,                           Juventude Universitária Cristã, Juventude Operária Cristão                           - comissões pastorais de base popular – Pastoral Operária,                           Pastoral da Terra, Pastoral Urbana - e as comunidades                           eclesiais de base. Sem a prática desse movimento social                           – que se poderia chamar de cristianismo da libertação                           – não se pode compreender fenômenos sociais e históricos                           tão importantes na América Latina dos últimos 30 anos                           como a ascensão da revolução na América Central - Nicarágua,                           El Salvador - ou a emergência de um novo movimento operário                           e camponês no Brasil (o Partido dos Trabalhadores, o                           Movimento dos Camponeses Sem Terra, etc). (Cf. Löwy,                           1998).&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-family: Arial;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Arial;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;A descoberta do marxismo pelos cristãos progressistas e pela                           teologia da libertação não foi um processo puramente                           intelectual ou universitário. Seu ponto de partida foi                           um fato social incontornável, uma realidade sólida e                           brutal na América Latina: a pobreza. Muitos crentes                           escolheram o marxismo porque ele parecia oferecer a                           explicação mais sistemática, coerente e global sobre                           as causas dessa pobreza, e porque ele era a única proposta                           suficientemente radical para aboli-la. Para lutar de                           maneira eficaz contra a pobreza, é preciso compreender                           suas causas. Como disse o cardeal brasileiro dom Hélder                           Câmara: “Durante todo o período em que eu pedia às pessoas                           para ajudar os pobres, me chamavam de santo. Mas quando                           eu coloquei a questão: porque existe tanta pobreza?                           me chamaram de comunista...”&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Não é fácil apresentar uma visão de conjunto da posição da                           teologia da libertação em relação ao marxismo. Por um                           lado, existe uma grande diversidade de atitudes – indo                           da utilização prudente de alguns elementos até a síntese                           integral (por exemplo, na corrente “Cristãos pelo Socialismo”)                           -, de outro, uma certa mudança ocorreu entre a posição                           dos anos 1968-1980, mais radical, e a de hoje, mais                           reservada, no seguimento das críticas de Roma mas também                           dos desenvolvimentos da Europa do Leste a partir de                           1989. Mas pode-se, a partir das obras dos teólogos mais                           representativos e de alguns documentos episcopais, destacar                           alguns pontos comuns de identificação. (Cf. Enrique                           Dussel 1982, Guy Petitdemange 1985)&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Alguns teólogos latino-americanos (influenciados por Althusser)                           se referem ao marxismo simplesmente como uma (ou &lt;i&gt;a)                           ciência social&lt;/i&gt;, utilizada, de maneira estritamente                           instrumental, para melhor conhecer a realidade latino-americana.                           Tal definição é ao mesmo tempo muito ampla e muito estreita.                           Muito ampla porque o marxismo não é a única ciência                           social. Muito estreita porque o marxismo não é apenas                           uma ciência: ele se baseia em uma opção prática que                           visa não apenas conhecer, mas também transformar o mundo.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Na verdade, o interesse – muitos autores falam de “fascinação”                           - que os teólogos da libertação manifestam pelo marxismo                           é mais amplo e mais profundo do que o faria supor o                           empréstimo de alguns conceitos para fins científicos.                           Ele se refere, igualmente, aos &lt;i&gt;valores&lt;/i&gt; do marxismo,                           suas opções ético-políticas e sua antecipação de uma                           &lt;i&gt;utopia&lt;/i&gt; futura. Gustavo Gutiérrez é quem nos oferece                           a visão mais penetrante, sublinhando que o marxismo                           não se satisfaz em propor uma análise científica, mas                           também uma aspiração utópica de mudança social. Ele                           critica a visão cientista de um Althusser, que “impede                           de ver a unidade profunda da obra de Marx e, em conseqüência,                           de compreender adequadamente sua capacidade de inspirar                           uma &lt;i&gt;práxis &lt;/i&gt;revolucionária radical e permanente”                           (Gutierrez, 1972, p. 244) &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Quais são as fontes marxistas nas quais se inspiram os teólogos                           da libertação? Seu conhecimento dos textos de Marx é                           muito variável. Enrique Dussel é sem dúvida quem levou                           mais longe o estudo da obra de Marx, sobre a qual ele                           publicou uma série de obras de uma erudição e de uma                           originalidade impressionante (Dussel, 1985, 1988, 1990).                           Mas encontram-se também referências diretas a Marx em                           Gutierrez, os irmãos Boff, Hugo Assmann e muitos outros.                           &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Em contrapartida, eles manifestam pouco interesse pelo marxismo                           dos manuais soviéticos do “Diamat”, nem pelo dos partidos                           comunistas latino-americanos. É mais bem o “marxismo                           ocidental” – por vezes chamado “neo-marxismo” em seus                           documentos - que os atrai. Ernst Bloch é o autor marxista                           mais citado na &lt;i&gt;Teologia da libertação - Perspectivas,                           &lt;/i&gt;a grande obra inaugural de Gustavo Gutiérrez (1971).                           Também se encontram referências a Althusser, Marcuse,                           Lukàcs, Gramsci, Henri Lefèbvre, Lucien Goldmann e Ernest                           Mandel. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Mas essas referências européias são menos importantes que os                           marcos latino-americanos: o pensador peruano José Carlos                           Mariátegui, fonte de um marxismo original, de inspiração                           indo-americana; a revolução cubana, reviravolta crucial                           na história da América Latina; e enfim, a teoria da                           dependência, crítica do capitalismo dependente, proposta                           por Fernando Henrique Cardoso, André Gunder Frank, Theotonio                           dos Santos e Anibal Quijano (todos mencionados diversas                           vezes no livro de Gutiérrez).&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Os teólogos da libertação - e os “cristãos da libertação” num                           sentido amplo – não se limitam a utilizar as fontes                           marxistas existentes. Eles irão também inovar e reformular,                           à luz de sua cultura religiosa, mas também de sua experiência                           social, alguns temas fundamentais do marxismo. Nesse                           sentido, pode-se considerá-los como “neo-marxistas”,                           isto é, inovadores que dão ao pensamento marxista uma                           nova inflexão, perspectivas inéditas ou contribuições                           originais.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Um exemplo marcante é a utilização, ao lado dos termos “clássicos”                           de trabalhadores ou proletários, do conceito de &lt;i&gt;pobre.&lt;/i&gt;                           &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;O cuidado com os pobres é uma tradição milenar da Igreja, remontando                           até as fontes evangélicas do cristianismo. Os teólogos                           latino-americanos se situam na continuidade desta tradição                           que lhes serve constantemente de referência e de inspiração.                           Mas eles se situam em ruptura profunda com o passado                           em um ponto capital: para eles, os pobres não são mais,                           essencialmente, objetos de caridade, mas os mestres                           de sua própria libertação. A ajuda ou assistência paternalista                           cede lugar a uma atitude de solidariedade com a luta                           dos pobres pela sua auto-emancipação. É aqui que faz                           a junção com o principio verdadeiramente fundamental                           do marxismo, a saber “a emancipação dos trabalhadores                           será feita pelos próprios trabalhadores”. Esta mudança                           constitui talvez a novidade política mais importante                           e a mais rica de conseqüências trazida pelos teólogos                           da libertação em relação à doutrina social da Igreja.                           Ela terá também as maiores conseqüências no terreno                           da &lt;i&gt;práxis &lt;/i&gt;social.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Alguns marxistas criticarão certamente esta maneira de colocar                           uma categoria vaga, emocional e imprecisa (“os pobres”)                           no lugar do conceito “materialista” de proletariado.                           Na verdade, esse termo corresponde à situação latino-americana                           na qual se encontra, tanto nas cidades como no campo,                           uma massa enorme de pobres – desempregados, semi-desempregados,                           trabalhadores temporários, vendedores ambulantes, marginais,                           prostitutas, etc. - todos excluídos do sistema de produção                           “formal”. Os sindicalistas cristãos marxistas de El                           Salvador inventaram um termo que associa todos os componentes                           da população oprimida e explorada: o &lt;i&gt;pobretariado&lt;/i&gt;.                           Cabe enfatizar que a maioria desses pobres - como aliás                           a maioria dos membros das comunidades eclesiais de base                           – são as &lt;i&gt;mulheres&lt;/i&gt;. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Um outro aspecto peculiar do marxismo da teologia da libertação                           é a &lt;i&gt;crítica moral do capitalismo&lt;/i&gt;. O cristianismo                           da libertação, cuja inspiração é antes de mais nada                           religiosa e ética, expressa um anticapitalismo muito                           mais radical, intransigente e categórico – pois que                           impregnado de repulsa moral – do que o manifestado pelos                           partidos comunistas do continente – saído do molde stalinista                           - que acreditam ainda nas virtudes progressistas da                           burguesia industrial e no papel histórico “antifeudal”                           do desenvolvimento industrial (capitalista). Um exemplo                           basta para ilustrar esse paradoxo. O Partido Comunista                           brasileiro explicava nas resoluções de seu Vl congresso                           (1967) que “a socialização dos meios de produção não                           corresponde ao nível atual da contradição entre as forças                           produtivas e as relações de produção” – em outros termos                           o capitalismo industrial deve primeiro desenvolver a                           economia e modernizar o país antes mesmo que se possa                           falar de socialismo. Ora, os bispos e superiores religiosos                           da região Centro-Oeste do Brasil publicaram em 1973                           um documento intitulado &lt;i&gt;O Grito da Igreja &lt;/i&gt;cuja                           conclusão era a seguinte:&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;blockquote&gt;                         &lt;div class="Section1"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;“É                           preciso vencer o capitalismo: é o maior mal, o pecado                           acumulado, a raiz apodrecida, a árvore que produz todos                           os frutos que nós conhecemos tão bem: a pobreza, a fome,                           a doença, a morte. Para isso, é preciso que a propriedade                           privada dos meios de produção (fábricas, terra, comércio,                           bancos) seja superada.” (Obispos Latinoamericanos, 1978,                           p. 71).&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div class="Section1"&gt;                         &lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Como se vê por esse documento - e por muitos outros saídos                           da corrente cristã-libertadora -, a solidariedade com                           os pobres conduz à condenação do capitalismo e esta                           à aspiração socialista.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Os cristãos socialistas, em virtude da radicalidade ética de                           seu anti-capitalismo, se mostraram freqüentemente mais                           sensíveis às catástrofes sociais provocadas pela “modernidade                           realmente existente” na América Latina e pela lógica                           do “desenvolvimento do sub-desenvolvimento” (para retomar                           a expressão bem conhecida de André Gunder Frank), do                           que muitos marxistas aprisionados nas malhas de uma                           lógica “desenvolvimentista” puramente econômica. Por                           exemplo, o etnólogo marxista “ortodoxo” Otavio Guilherme                           Velho criticou severamente a Igreja progressista brasileira                           por ela ter “considerado o capitalismo um mal absoluto”,                           e por se ter oposto à transformação capitalista da agricultura,                           portadora de progresso, em nome de tradições e ideologias                           pré-capitalistas do campesinato (Otavio Guilherme Velho,                           1982, pp. 125-126).&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Desde o final dos anos 70, um outro tema vai desempenhar um                           papel crescente na reflexão marxista de alguns pensadores                           cristãos: a &lt;i&gt;afinidade eletiva entre o combate bíblico                           contra os ídolos e a crítica marxista do fetichismo                           da mercadoria&lt;/i&gt;. A articulação dos dois na teologia                           da libertação foi largamente facilitada pelo fato que                           o próprio Marx utilizava freqüentemente imagens e conceitos                           bíblicos na sua crítica do capitalismo. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;i&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Baal, o Bezerro de Ouro, Mamon, Moloch &lt;/span&gt;&lt;/i&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;são algumas dessas “metáforas teológicas”                           das quais Marx se utiliza abundamentemente n’&lt;i&gt;O Capital&lt;/i&gt;                           e em outros escritos econômicos, para denunciar, numa                           linguagem diretamente inspirada nos profetas do Velho                           Testamento, o espírito do capitalismo como idolatria                           do dinheiro, da mercadoria, do lucro, do mercado ou                           do próprio capital. A Bolsa é usualmente designada como                           “Templo de Baal” ou de “Mamon”. O conceito mais importante                           da crítica marxiana do capitalismo é igualmente uma                           “metáfora teológica”, que se refere à idolatria : &lt;b&gt;o                           fetichismo&lt;/b&gt;. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Esses momentos “teológico-metafóricos” - e outros similares                           – da crítica marxiana do capitalismo, são conhecidos                           de vários teólogos da libertação que não hesitam a referir-se                           a eles em seus escritos. Pode-se encontrar uma análise                           detalhada dessas “metáforas” no livro de Enrique Dussel                           de 1993 , um estudo filosófico profundo da teoria marxiana                           do fetichismo do ponto de vista do cristianismo da libertação.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;A crítica do sistema de dominação econômica e social existente                           na América Latina como forma de idolatria seria esboçada,                           pela primeira vez, em uma coleção de textos do &lt;i&gt;Departamento                           Ecumenico de Investigaciones&lt;/i&gt; (D.E.I.) de San José                           da Costa Rica, publicada sob o título &lt;i&gt;La lucha de                           los dioses. Los idolos de la opresion y la busqueda                           del Dios liberador&lt;/i&gt;, que teve uma repercussão considerável:                           publicado em 1980, ele seria traduzido em sete línguas.                           O ponto de vista comum aos cinco autores - H. Assmann,                           F. Hinkelammert, J. Pixley, P. Richard e J. Sobrino                           – encontra-se expresso na introdução. Trata-se de uma                           ruptura decisiva com a tradição conservadora e retrógrada                           da Igreja, que apresentava, desde séculos, o “ateísmo”                           – do qual o marxismo era a forma moderna - como o arqui-inimigo                           do cristianismo:&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;“A                           questão central atualmente na América Latina não é a                           questão do ateísmo, o problema ontológico da existência                           ou não de Deus (...). A questão central é a idolatria,                           a adoração das falsas divindades do sistema de dominação.                           (...) Cada sistema de dominação é caracterizado, precisamente,                           pelo fato de que ele cria os deuses e os ídolos que                           santificam a opressão e a hostilidade contra a vida.                           (...) A busca do Deus verdadeiro neste combate dos deuses                           nos conduz a uma visão das coisas dirigida contra a                           idolatria, rejeitando as falsas divindades, os fetiches                           que matam e suas armas religiosas da morte. A fé no                           Deus libertador, aquele que revela sua face e seu segredo                           na luta dos pobres contra a opressão, se realiza necessariamente                           na negação das falsas divindades... A fé se volta contra                           a idolatria” &lt;i&gt;(La lucha de los dioses&lt;/i&gt;, 1980, p.                           9).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Esta problemática constituirá o objeto de uma análise profunda                           e inovadora no notável livro comum de Hugo Assmann e                           Franz Hinkelammert, &lt;i&gt;A Idolatria do Mercado. Ensaio                           sobre Economia e Teologia&lt;/i&gt; (1989). Esta importante                           contribuição é a primeira, na história da teologia da                           libertação, que está explicitamente voltada para o combate                           contra o sistema capitalista definido como idolatria.                           A doutrina social das Igrejas tinha apenas exercido,                           habitualmente, uma crítica ética à economia “liberal”                           (isto é, capitalista); ora, seria preciso também, sublinha                           Hugo Assmann, uma crítica propriamente teológica, que                           desvende o capitalismo como uma falsa religião. Em que                           consiste a essência da idolatria do mercado? Segundo                           Hugo Assmann, é na teologia implícita do próprio paradigma                           econômico, e na prática da devoção fetichista cotidiana                           que se manifesta a “religião econômica” capitalista.                           Os conceitos explicitamente religiosos que se encontram                           na literatura do “cristianismo de mercado” - por exemplo,                           nos discursos de Ronald Reagan, nos escritos das correntes                           religiosas neo-conservadoras, ou nas obras dos “teólogos                           de empresa” como Michael Novack – possuem apenas uma                           função complementar. A teologia do mercado, desde Malthus                           até o último documento do Banco Mundial, é uma teologia                           ferozmente sacrificial: ela exige dos pobres que eles                           ofereçam suas vidas no altar dos ídolos econômicos.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;Franz Hinkelammert, por sua vez, analisa a nova teologia do                           Império Americano dos anos 70 e 80, fortemente impregnada                           de fundamentalismo religioso. Seu deus não é outra coisa                           senão “a personificação transcendentalizada das leis                           do mercado”, e seu culto substitui o sacrifício pela                           compaixão. A divinização do mercado cria um deus do                           dinheiro, cuja divisa sagrada está inscrita em cada                           bilhete de dólar: &lt;i&gt;In God we Trust &lt;/i&gt;(H. Assmann,                           F. Hinkelammert, 1989, pp. 105, 254, 321).&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;As pesquisas do DEI da Costa Rica influenciaram os cristãos                           socialmente engajados e inspiraram uma nova geração                           de teólogos da libertação. Por exemplo, o jovem teólogo                           brasileiro (de origem coreana) Jung Mo Sung, que desenvolve,                           no seu livro &lt;i&gt;A idolatria do capital e a morte dos                           pobres&lt;/i&gt; (1989), uma crítica penetrante ético-religiosa                           do sistema capitalista internacional, cujas instituições                           - como o FMI ou o Banco Mundial - condenam, pela lógica                           implacável da dívida externa, os milhões de pobres do                           Terceiro Mundo a sacrificar suas vidas no altar do deus                           “mercado mundial”. Evidentemente, como sublinha Sung                           em seu último livro, &lt;i&gt;Teologia e Economia&lt;/i&gt;&lt;b&gt; &lt;/b&gt;(1994),                           não se trata, como na antiga idolatria, de um altar                           visível, mas de um sistema que exige sacrifícios humanos                           em nome de obrigações “objetivas”, “científicas”, profanas,                           aparentemente não-religiosas.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;O que existe, portanto, de comum e de diferente entre a crítica                           marxista e a do cristianismo da libertação contra a                           idolatria do mercado? Em minha opinião, não se pode                           nem encontrar ateísmo no cristianismo (como pensava                           Ernst Bloch), nem uma teologia implícita em Marx, como                           sugere o brilhante teólogo e marxólogo Enrique Dussel                           (Enrique Dussel, 1993, p. 153). As metáforas teológicas                           - como o conceito de “fetichismo” - são utilizadas por                           Marx como instrumentos para uma análise científica,                           enquanto que no cristianismo da libertação elas têm                           uma significação propriamente religiosa. O que os dois                           têm em comum é o &lt;i&gt;ethos&lt;/i&gt; moral, a revolta profética,                           a indignação humanista contra a idolatria do mercado                           e - o que é ainda mais importante - a solidariedade                           com as suas vítimas.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;A crítica do culto fetichista da mercadoria era para Marx uma                           crítica da alienação capitalista, do ponto de vista                           do proletariado e das classes exploradas - mas também                           revolucionárias. Para a teologia da libertação, trata-se                           do combate entre o verdadeiro Deus da Vida e os falsos                           ídolos da morte. Mas os dois tomam partido pelo trabalho                           vivo contra a reificação, pela vida dos pobres e dos                           oprimidos contra o poder alienado das coisas mortas.                           E sobretudo, marxistas não-crentes e cristãos engajados                           apostam na auto-emancipação social dos explorados.&lt;/span&gt;&lt;span style="font-family: Arial; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;blockquote&gt;                         &lt;div class="Section1"&gt;                           &lt;div style="mso-element: footnote-list;"&gt;                             &lt;div id="ftn2" style="mso-element: footnote;"&gt;                               &lt;div style="mso-element: footnote-list;"&gt;                                 &lt;hr align="left" size="1" width="33%" /&gt;                              &lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                                 &lt;div id="ftn1" style="mso-element: footnote;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;&lt;a href="http://www.espacoacademico.com.br/017/17clowy.htm#_ftnref1" name="_ftn1" style="mso-footnote-id: ftn1;" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;*&lt;/span&gt;&lt;/a&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;Tradução                                   de &lt;b&gt;Paulo Roberto de Almeida.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div class="Section1"&gt;                         &lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;                             &lt;div style="mso-element: footnote-list;"&gt;                               &lt;div id="ftn1" style="mso-element: footnote;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;blockquote&gt;                         &lt;div class="Section1"&gt;                           &lt;div style="mso-element: footnote-list;"&gt;                             &lt;div id="ftn2" style="mso-element: footnote;"&gt;                               &lt;div style="mso-element: footnote-list;"&gt;                                 &lt;div id="ftn1" style="mso-element: footnote;"&gt;&lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="Section1"&gt;                           &lt;div style="mso-element: footnote-list;"&gt;                             &lt;div id="ftn2" style="mso-element: footnote;"&gt;                               &lt;div style="mso-element: footnote-list;"&gt;                                 &lt;div id="ftn2" style="mso-element: footnote;"&gt;&lt;a href="http://www.espacoacademico.com.br/017/17clowy.htm#_ftnref2" name="_ftn2" style="mso-footnote-id: ftn2;" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;**&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;                                   &lt;span style="font-family: Verdana; font-size: 8.0pt; mso-bidi-font-size: 10.0pt;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;O                                   autor nasceu no Brasil, se formou na USP e fez                                   doutorado em Paris. Vive na França desde                                   1969; é diretor de pesquisas no CNRS                                   e professor na Ecole des Hautes Etudes. Entre                                   suas inúmeras obras, destaca-se &lt;i&gt;"A                                   guerra dos deuses. Religiâo e Politica                                   no Brasil"&lt;/i&gt;, pela qual recebeu o prêmio                                   Sergio Buarque de Holanda, na categoria ensaio.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div class="Section1"&gt;                         &lt;div style="mso-element: footnote-list;"&gt;                                                   &lt;/div&gt;&lt;/div&gt;&lt;blockquote&gt;                         &lt;div class="Section1"&gt;                           &lt;div style="mso-element: footnote-list;"&gt;                             &lt;div id="ftn2" style="mso-element: footnote;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;[1]                               É verdade que Gutierrez, desde 1984, e depois                               de críticas do Vaticano, parece ter-se recolhido                               a posições menos expostas, reduzindo                               a relação ao&lt;br /&gt;                              marxismo a uma reunião entre a teologia e                               as ciências humanas (cf. Gutierrez, 1985).&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                             &lt;div id="ftn2" style="mso-element: footnote;"&gt; &lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                             &lt;div id="ftn2" style="mso-element: footnote;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;[2]                               Na obra notável que ele consagrou ao cristianismo                               revolucionário na América Latina,                               Samuel Silva Gotay relaciona os autores seguintes                               entre as referências da teologia da libertação:                               Goldmann, Garaudy, Schaff,&lt;br /&gt;                              Kolakowski, Lukàcs, Gramsci, Lombardo-Radice,                               Luporini, Sanchez Vasquez, Mandel, Fanon e a Monthly                               Review. (Samuel Silva Gotay, 1985).&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                             &lt;div id="ftn2" style="mso-element: footnote;"&gt; &lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                             &lt;div id="ftn2" style="mso-element: footnote;"&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;[3]                               Sobre o uso da teoria da dependência pelos                               teólogos da libertação, cf.                               Luigi Bordini, 1987, chap. 6, et Samuel Silva Gotay,                               1985, p. 192-197.&lt;br /&gt;                              &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div class="Section1"&gt;                         &lt;div class="MsoNormal" style="margin-bottom: 6.0pt;"&gt;&lt;br clear="all" /&gt;                        &lt;/div&gt;&lt;/div&gt;&lt;blockquote&gt;                                                 &lt;div style="mso-element: footnote-list;"&gt;                                                   &lt;/div&gt;&lt;/blockquote&gt;&lt;div style="mso-element: footnote-list;"&gt;                         &lt;div id="ftn2" style="mso-element: footnote;"&gt; &lt;span style="font-family: Verdana; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;blockquote&gt;                         &lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;&lt;b&gt;&lt;span style="font-family: Verdana; font-size: 10.0pt;"&gt;&lt;span style="font-size: xx-small;"&gt;BIBLIOGRAFIA:&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;&lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;                                                         &amp;nbsp;                                                         &lt;/span&gt;&lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;                             &lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;span style="font-size: xx-small;"&gt;H.                               Assmann, F. Hinkelammert (1989), &lt;i&gt;A Idolatria                               do Mercado. Ensaio sobre Economia e Teologia&lt;/i&gt;,                               Vozes, S.Paulo.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                          &lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;                             &lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;span style="font-size: xx-small;"&gt;Ernst                               Bloch (1978), &lt;i&gt;L'athéisme dans le christianisme&lt;/i&gt;,                               Gallimard, Paris.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                          &lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;                             &lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;span style="font-size: xx-small;"&gt;Luigi                               Bordini, (1985) &lt;i&gt;O marxismo e a teologia da libertação&lt;/i&gt;,                               Editora Dois Pontos, Rio de Janeiro.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                          &lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;                             &lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;span style="font-size: xx-small;"&gt;E.                               Dussel (1982), “Encuentro de cristianos y marxistas                               en América Latina”, &lt;i&gt;Cristianismo y sociedad&lt;/i&gt;,                               Santo Domingo, n° 74.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: xx-small;"&gt;&lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                          &lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;                             &lt;span style="font-family: Verdana; font-size: 10.0pt;"&gt;&lt;span style="font-size: xx-small;"&gt;Enrique Dussel (1985), &lt;i&gt;La produccion téorica                               de Marx. Un comentario a los Grundrisse&lt;/i&gt;, Siglo                               XXI, Mexico.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                          &lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;                             &lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;span style="font-size: xx-small;"&gt;Enrique                               Dussel (1988), &lt;i&gt;Hacia un Marx definitivo. Un comentario                               de los Manuscritos del 61-63&lt;/i&gt;, Siglo XXI, Mexico&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                          &lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;                             &lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;span style="font-size: xx-small;"&gt;Enrique                               Dussel (1990), &lt;i&gt;El ultimo Marx (1863-1882) y la                               liberacion latinoamericana&lt;/i&gt; (1990), Siglo XXI                               , Mexico.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                          &lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;                             &lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;span style="font-size: xx-small;"&gt;Enrique                               Dussel (1993), &lt;i&gt;Las metaforas teologicas de Marx&lt;b&gt;                               &lt;/b&gt;&lt;/i&gt;, Verbo Divino, Estella. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                          &lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;                             &lt;i&gt;&lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;span style="font-size: xx-small;"&gt;La                               lucha de los dioses. Los idolos de la opresión y                               la busqueda del Dios liberador&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;span style="font-size: xx-small;"&gt;&lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;                               &lt;/span&gt;&lt;/span&gt;&lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;span style="font-size: xx-small;"&gt;(1980),                               DEI; S.Jose de Costa Rica. &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: xx-small;"&gt;&lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;/span&gt;&lt;br /&gt;                          &lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;                             &lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;span style="font-size: xx-small;"&gt;Guy                               Petitdemange (1985), “Théologie(s) de libération                               et marxisme(s)”, in “Pourquoi la théologie de la                               libération”, suplemento ao núméro 307 dos &lt;i&gt;Cahiers                               de l’actualité religieuse et sociale&lt;/i&gt;, Paris.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                          &lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;                             &lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;span style="font-size: xx-small;"&gt;Gustavo                               Gutiérrez (1985), “Théologie et sciences sociales”,                               in &lt;i&gt;Théologies de la libération, documents et                               debats&lt;/i&gt;, Editions du Cerf, Paris .&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                          &lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;                             &lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;span style="font-size: xx-small;"&gt;Samuel                               Silva Gotay (1985), &lt;i&gt;O pensamento cristão revolucionário                               na América Latina e no Caribe, 1969-73&lt;/i&gt;, Edições                               Paulinas, S.Paulo.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                          &lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;                             &lt;i&gt;&lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;span style="font-size: xx-small;"&gt;Los                               obispos Latinoamericanos entre Medellin y Puebla&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;span style="font-size: xx-small;"&gt;&lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;span style="font-size: xx-small;"&gt;(1978),                               UCA (Universidad Centroamericana), San Salvador.                               &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: xx-small;"&gt;&lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;/span&gt;&lt;br /&gt;                          &lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;                             &lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;span style="font-size: xx-small;"&gt;Jung                               Mo Sung (1989), &lt;i&gt;A idolatria do capital e a morte                               dos pobres&lt;/i&gt;, Edições Paulinas, S.Paulo.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                          &lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;                             &lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;span style="font-size: xx-small;"&gt;Jung                               Mo Sung (1995), &lt;i&gt;Teologia e Economia&lt;/i&gt;, Vozes,                               Petropolis.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                          &lt;/div&gt;&lt;/div&gt;&lt;div style="mso-element: footnote-list;"&gt;                           &lt;div id="ftn2" style="mso-element: footnote;"&gt;                             &lt;span lang="EN-US" style="font-family: Verdana; font-size: 10.0pt; mso-ansi-language: EN-US;"&gt;&lt;span style="font-size: xx-small;"&gt;Otavio                               Guilherme Velho (1982), &lt;i&gt;Sociedade e Agricultura&lt;/i&gt;,                               Editora Zahar, Rio. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;                                                      &lt;/div&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;/td&gt;                    &lt;td&gt;&amp;nbsp;&lt;/td&gt;                  &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div align="left" class="MsoTitle" style="margin-bottom: 6.0pt; text-align: left;"&gt;&lt;span style="font-family: Verdana; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;center&gt;            &lt;/center&gt;          &lt;/td&gt;        &lt;/tr&gt;&lt;tr&gt;           &lt;td background="../rayures-gris.gif" bgcolor="#f0f0f0" valign="top" width="17%"&gt;&lt;span style="color: #333333; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;"&gt;Tradução:             Paulo Roberto de Almeida&lt;/span&gt;          &lt;span style="font-family: Trebuchet MS,Arial,Helvetica;"&gt;&amp;nbsp;           &lt;/span&gt;&lt;/td&gt;&lt;td width="3%"&gt;&amp;nbsp;                  &lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;           &lt;td background="../rayures-gris.gif" bgcolor="#f0f0f0" valign="bottom" width="17%"&gt;             &lt;span style="font-family: Verdana; font-size: xx-small;"&gt; &lt;/span&gt;             &lt;br /&gt;            &lt;/td&gt;&lt;td width="3%"&gt;               &lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr&gt;     &lt;td width="96%"&gt;       &lt;div align="center"&gt;         &lt;div align="center"&gt;&lt;a href="mailto:mlowy@free.fr"&gt;&lt;img border="0" height="30" src="http://www.espacoacademico.com.br/EMAIL7.gif" width="60" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div align="right"&gt;&lt;a href="http://www.espacoacademico.com.br/index.htm"&gt;&lt;img border="0" height="33" src="http://www.espacoacademico.com.br/seta03.gif" width="33" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;hr /&gt;&lt;div align="center"&gt;&lt;span style="color: #990000; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;&lt;a href="http://www.espacoacademico.com.br/"&gt;&lt;/a&gt;&lt;/span&gt; &lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3083321151985173891-3774571192911881935?l=nossaspoesiaslibertarias.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nossaspoesiaslibertarias.blogspot.com/feeds/3774571192911881935/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3083321151985173891&amp;postID=3774571192911881935&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/3774571192911881935'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/3774571192911881935'/><link rel='alternate' type='text/html' href='http://nossaspoesiaslibertarias.blogspot.com/2011/12/interessante-link-o-marxismo-da.html' title='interessante link: O Marxismo da Teologia da Libertação'/><author><name>Marília  Gonçalves</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp1.blogger.com/_U4rk32bI3v8/R2AwF1k0oGI/AAAAAAAAACQ/nS4_hsUcu7Y/S220/Marilia.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3083321151985173891.post-7557065612089185180</id><published>2011-12-21T08:38:00.003Z</published><updated>2011-12-21T08:38:29.637Z</updated><title type='text'>Apresento-vos o Padre  de Esquerda e Revolucionário  Mário Pais de Oliveira</title><content type='html'>&lt;h6 class="uiStreamMessage" data-ft="{&amp;quot;type&amp;quot;:1}"&gt; &lt;span class="messageBody" data-ft="{&amp;quot;type&amp;quot;:3}"&gt;&lt;/span&gt;&lt;/h6&gt;&lt;div class="mvm uiStreamAttachments clearfix" data-ft="{&amp;quot;type&amp;quot;:10}"&gt;&lt;div class="UIImageBlock clearfix"&gt;&lt;/div&gt;&lt;div class="UIImageBlock clearfix"&gt;&lt;/div&gt;&lt;div class="UIImageBlock clearfix"&gt;&lt;h1&gt;&lt;span class="profileName fn ginormousProfileName fwb"&gt;&amp;nbsp;&lt;span style="font-size: large;"&gt;Apresento-vos o Padre&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;h1&gt;&lt;span class="profileName fn ginormousProfileName fwb"&gt;&lt;span style="font-size: large;"&gt;de Esquerda e Revolucionário&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;h1&gt;&lt;span class="profileName fn ginormousProfileName fwb"&gt;&amp;nbsp;&lt;/span&gt;&lt;a href="http://www.facebook.com/profile.php?id=781239405&amp;amp;sk=wall"&gt;&lt;span class="profileName fn ginormousProfileName fwb"&gt;Mário Pais de Oliveira&lt;/span&gt;&lt;/a&gt;&lt;/h1&gt;&lt;h1&gt;&lt;a class="actorName" data-ft="{&amp;quot;type&amp;quot;:35}" data-hovercard="/ajax/hovercard/user.php?id=781239405" href="http://www.facebook.com/profile.php?id=781239405"&gt;&lt;/a&gt;&lt;/h1&gt;&lt;h1&gt;&lt;span style="font-size: small;"&gt;&lt;span class="commentBody" data-jsid="text"&gt;Eis a Nota 78 PENSAMENTOS. Também a encontram no site &lt;a href="http://www.jornalfraternizar.pt.vu/" rel="nofollow nofollow" target="_blank"&gt;&lt;span&gt;www.jornalfraternizar.pt.v&lt;/span&gt;&lt;wbr&gt;&lt;/wbr&gt;&lt;span class="word_break"&gt;&lt;/span&gt;u&lt;/a&gt; Se quiserem comentar o conteúdo, façam aqui no Mural. Testemunhemos, sem nenhuma espécie de inibição. Porque, ao Dizermo-nos, Somos! O meu beijo e o meu abraço.&lt;/span&gt;&lt;/span&gt;&lt;span class="profileName fn ginormousProfileName fwb"&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;h1&gt;&lt;span class="profileName fn ginormousProfileName fwb"&gt;&lt;a href="http://www.facebook.com/profile.php?id=781239405"&gt;&lt;span style="font-size: small;"&gt;http://www.facebook.com/profile.php?id=781239405 &lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/h1&gt;&lt;h1&gt;&lt;span class="profileName fn ginormousProfileName fwb"&gt;&lt;span style="font-size: small;"&gt;Este padre, minha amiga é um Revolucionário, com a Palavra e a Vida de Jesus como arma de combate. Um Homem com a força precisa, para chegar até aos recantos mais obscuros da alma humana. Precisamente porque Padre, isso dá uma força e uma dimensão outra, a cada Combate. Partilhamos as mesmas ideias de esquerda e o exemplo sacrificado da Vida de Jesus, é palavra que estou disposta a defender. Porque Jesus foi um Revolucionário e um Libertador! Por isso o mataram, como sempre têm feito, com os que criam a força que se lhes opõe, erguendo as massas da letargia! Só um Padre Revolucionário, poderia, ter a força precisa, para que me associe aos seus Combates. E Porque acredito, que todos os Revolucionários Unidos, vão conseguir mudar o Mundo, apelo à aliança internacional entre todos os que querem ver o fim da força do GRANDE CAPITAL&amp;nbsp;&amp;nbsp; e das suas suas capacidades destruidoras da Vida tanto do Ser Humano, como do Planeta! &lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;div class="UIImageBlock_Content UIImageBlock_MED_Content fsm fwn fcg"&gt;&lt;div class="uiAttachmentTitle" data-ft="{&amp;quot;type&amp;quot;:11}"&gt;&lt;strong&gt;&lt;a data-hovercard="/ajax/hovercard/user.php?id=100003296746552" href="http://www.facebook.com/permalink.php?story_fbid=111138289006062&amp;amp;id=100003296746552"&gt;Marilia&amp;nbsp; Gonçalves&lt;/a&gt;&lt;/strong&gt; &lt;/div&gt;&lt;span class="caption"&gt;&lt;/span&gt;&lt;div class="mts uiAttachmentDesc translationEligibleUserAttachmentMessage"&gt;&lt;div class="text_exposed_root text_exposed" id="id_4ef1298868adc7c57736393"&gt;À Luta, de pé minha gente! contra o terrorismo do dinheiro e contra os verdadeiros terroristas, que movem as maquinas económicas da guerra da morte e do sofrimento. Porque sou de esquerda e o vermelho da Paz é minha cor, reconheço, afinal, através da voz, firme e invencível, mas terna e cheia, repleta de amor fraterno,&lt;span class="text_exposed_show"&gt;do Padre Mário, que Jesus, muito antes de nós, numa progressista visão de há 2000 anos, por conseguinte tão antiga, era também de esquerda, pela politiza que defendia, estando, ali, pobre entre pobres, para dar o que tinha, com amor . Jesus sempre defendeu os pobres os fracos os oprimidos e amou as crianças. Repudiou e bateu-se e chicoteou os vendilhões do templo. Por isso Jesus, a vida que foi a sua, é um bom companheiro de jornada para gente de esquerda, que luta e se bate pelo Mundo da fraternidade autêntica e generalizada. Obrigada Padre Mário, pelo vigor honesto da sua terna voz&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="text_exposed_root text_exposed" id="id_4ef1298868adc7c57736393"&gt;&lt;span class="text_exposed_show"&gt; &lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="text_exposed_root text_exposed" id="id_4ef1298868adc7c57736393"&gt;&lt;span class="text_exposed_show"&gt;&lt;a href="http://www.youtube.com/watch?v=28skqvMYWXk&amp;amp;feature=related" rel="nofollow nofollow" target="_blank"&gt;&lt;span&gt;http://www.youtube.com/&lt;/span&gt;&lt;wbr&gt;&lt;/wbr&gt;&lt;span class="word_break"&gt;&lt;/span&gt;&lt;span&gt;watch?v=28skqvMYWXk&amp;amp;feature=rel&lt;/span&gt;&lt;wbr&gt;&lt;/wbr&gt;&lt;span class="word_break"&gt;&lt;/span&gt;ated&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="text_exposed_root text_exposed" id="id_4ef1298868adc7c57736393"&gt;&lt;span class="text_exposed_show"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="text_exposed_root 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src='https://blogger.googleusercontent.com/tracker/3083321151985173891-7557065612089185180?l=nossaspoesiaslibertarias.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nossaspoesiaslibertarias.blogspot.com/feeds/7557065612089185180/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3083321151985173891&amp;postID=7557065612089185180&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/7557065612089185180'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/7557065612089185180'/><link rel='alternate' type='text/html' href='http://nossaspoesiaslibertarias.blogspot.com/2011/12/apresento-vos-o-padre-de-esquerda-e.html' title='Apresento-vos o Padre  de Esquerda e Revolucionário  Mário Pais de Oliveira'/><author><name>Marília  Gonçalves</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp1.blogger.com/_U4rk32bI3v8/R2AwF1k0oGI/AAAAAAAAACQ/nS4_hsUcu7Y/S220/Marilia.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3083321151985173891.post-7709097350597450787</id><published>2011-12-20T22:14:00.002Z</published><updated>2011-12-20T22:14:30.381Z</updated><title type='text'></title><content type='html'>&lt;br /&gt;&lt;h1 id="watch-headline-title" style="padding-bottom: 8px;"&gt;        &lt;span class="" dir="ltr" id="eow-title" style="vertical-align: top;" title="Padre Mário da Lixa-Salmo 23 avi"&gt;    &lt;span style="font-size: small;"&gt;Padre Mário da Lixa-Salmo 23 &lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-qKkQ59TVoxY/TvEItZJ-AJI/AAAAAAAAEkw/AngLa5NKk7Q/s1600/4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="229" src="http://1.bp.blogspot.com/-qKkQ59TVoxY/TvEItZJ-AJI/AAAAAAAAEkw/AngLa5NKk7Q/s320/4.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.youtube.com/watch?v=onq1LOamYcg&amp;amp;NR=1&amp;amp;feature=endscreen"&gt;http://www.youtube.com/watch?v=onq1LOamYcg&amp;amp;NR=1&amp;amp;feature=endscreen&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3083321151985173891-7709097350597450787?l=nossaspoesiaslibertarias.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nossaspoesiaslibertarias.blogspot.com/feeds/7709097350597450787/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3083321151985173891&amp;postID=7709097350597450787&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/7709097350597450787'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/7709097350597450787'/><link rel='alternate' type='text/html' href='http://nossaspoesiaslibertarias.blogspot.com/2011/12/padre-mario-da-lixa-salmo-23-httpwww.html' title=''/><author><name>Marília  Gonçalves</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp1.blogger.com/_U4rk32bI3v8/R2AwF1k0oGI/AAAAAAAAACQ/nS4_hsUcu7Y/S220/Marilia.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-qKkQ59TVoxY/TvEItZJ-AJI/AAAAAAAAEkw/AngLa5NKk7Q/s72-c/4.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3083321151985173891.post-1030943150739759079</id><published>2011-12-19T10:52:00.001Z</published><updated>2011-12-19T12:15:24.668Z</updated><title type='text'></title><content type='html'>&lt;h6 class="uiStreamMessage" data-ft="{&amp;quot;type&amp;quot;:1}"&gt; &lt;span class="messageBody" data-ft="{&amp;quot;type&amp;quot;:3}"&gt;&amp;nbsp;&lt;/span&gt;&lt;/h6&gt;&lt;h6 class="uiStreamMessage" data-ft="{&amp;quot;type&amp;quot;:1}"&gt;&lt;span class="messageBody" data-ft="{&amp;quot;type&amp;quot;:3}"&gt;&amp;nbsp;&lt;/span&gt;&lt;img alt="" 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" /&gt;&lt;/h6&gt;&lt;h6 class="uiStreamMessage" data-ft="{&amp;quot;type&amp;quot;:1}"&gt;&lt;span class="messageBody" data-ft="{&amp;quot;type&amp;quot;:3}"&gt;&amp;nbsp;&lt;/span&gt;&lt;/h6&gt;&lt;h6 class="uiStreamMessage" data-ft="{&amp;quot;type&amp;quot;:1}"&gt;&lt;span class="messageBody" data-ft="{&amp;quot;type&amp;quot;:3}"&gt;A Portugal&lt;br /&gt; &lt;br /&gt; Esta é a ditosa pátria minha amada.&lt;br /&gt; Não, nem é ditosa porque o não merece,&lt;br /&gt; nem minha amada, porque é só madrasta&lt;br /&gt; nem pátria minha, porque eu não mereço&lt;br /&gt; a pouca sorte de ter nascido nela.&lt;br /&gt; Nada me prende ou liga a uma baixeza tanta&lt;br /&gt; Quanto esse arroto de passadas glórias.&lt;br /&gt; Amigos meus mais caros tenho nela&lt;br /&gt; Saudosamente nela,&lt;br /&gt; Mas amigos são por serem meus amigos&lt;br /&gt; e mais nada.&lt;br /&gt; Torpe dejecto de romano império,&lt;br /&gt; Babugem de invasões,&lt;br /&gt; Salsujem porca de esgoto atlântico,&lt;br /&gt; Irrisória face de lama, de cobiça e de vileza,&lt;br /&gt; De mesquinhez, de fátua ignorância.&lt;br /&gt; Terra de escravos, de cú para o ar,&lt;br /&gt; Ouvindo ranger no nevoeiro a nau do Encoberto.&lt;br /&gt; Terra de funcionários e de prostitutas,&lt;br /&gt; Devotos todos do Milagre,&lt;br /&gt; Castos nas horas vagas, de doença oculta.&lt;br /&gt; Terra de heróis a peso de ouro e sangue,&lt;br /&gt; E santos com balcão de secos e molhados,&lt;br /&gt; No fundo da virtude.&lt;br /&gt; Terra triste à luz do Sol caiada,&lt;br /&gt; Arrebicada, pulha,&lt;br /&gt; Cheia de afáveis para os estrangeiros,&lt;br /&gt; Que deixam moedas e transportam pulgas&lt;br /&gt; (Oh!, pulgas lusitanas!) pela Europa.&lt;br /&gt; Terra de monumentos&lt;br /&gt; em que o povo assina a merda&lt;br /&gt; o seu anonimato.&lt;br /&gt; Terra-museu em que se vive ainda&lt;br /&gt; com porcos pela rua em casas celtiberas.&lt;br /&gt; Terra de poetas tão sentimentais&lt;br /&gt; Que o cheiro de um sovaco os põe em transe.&lt;br /&gt; Terra de pedras esburgadas,&lt;br /&gt; Secas como esses sentimentos&lt;br /&gt; De oito séculos de roubos e patrões,&lt;br /&gt; Barões ou condes.&lt;br /&gt; Oh! Terra de ninguém, ninguém, ninguém!&lt;br /&gt; Eu te pertenço.&lt;br /&gt; És cabra! És badalhoca!&lt;br /&gt; És mais que cachorra pelo cio!&lt;br /&gt; És peste e fome, e guerra e dor de coração!&lt;br /&gt; Eu te pertenço!&lt;br /&gt; Mas seres minha, não!&lt;br /&gt; &lt;br /&gt; Jorge de Sena&lt;/span&gt;&lt;/h6&gt;&lt;h6 class="uiStreamMessage" data-ft="{&amp;quot;type&amp;quot;:1}" style="text-align: center;"&gt;&lt;span class="messageBody" data-ft="{&amp;quot;type&amp;quot;:3}"&gt;&lt;b style="color: red;"&gt;&lt;span style="font-weight: normal;"&gt;********************************* &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/h6&gt;&lt;h6 class="uiStreamMessage" data-ft="{&amp;quot;type&amp;quot;:1}"&gt;&lt;span class="messageBody" data-ft="{&amp;quot;type&amp;quot;:3}"&gt;é &lt;/span&gt;&lt;span class="uiStreamFooter"&gt;&lt;span class="UIActionLinks UIActionLinks_bottom" data-ft="{&amp;quot;type&amp;quot;:&amp;quot;20&amp;quot;}"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt; de crer que há mesmo muitas e dolorosas verdades neste poema de Jorge de Sena, quem senão, ladrões, vendidos ou gente prostituída, para votar continuamente em governos tais, depois de terem mais que tempo de ver para onde está a ser levado Portugal, para a miséria, para a desonra, para a ignomínia, para uma total carência de valores humanos, onde quem vai às urnas, nem tem responsabilidade e capacidade de assumir os filhos que fez, roubando-lhes, aos próprios filhos o futuro luminoso, com o  qual, bons pais, sonha para seus filhos. Pois toda essa gente que vota nesta direita hiper corrupta, por compadrios, por migalhas caídas da mesa dos grandes hipotecam, o Direito dos Jovens que puseram no Mundo, lançando-os para o desespero, drogas, seitas e total falta de confiança no ser humano! e isso não tem perdão, porque se são capazes de trair, o olhar que um dia poisaram sobre o berço duma criança, inocente e confiante, tudo serão capazes de atraiçoar e de vender. Corja imunda, que não há palavras suficientes para denunciar, o que não escusa o silêncio! Por isso vamos à Luta: porque nós somos coerentes! pôs somos capazes de Amor: nós somos de Esquerda porque somos o Amor Universal, que começa talvez num berço pequenino, mas que potente e altivo, seguro de si, se alastra pelo Mundo!&lt;/h6&gt;&lt;span class="highlighterContent"&gt;&lt;/span&gt;&lt;br /&gt;&lt;ul class="uiList uiUfi focus_target fbUfi child_is_active child_was_focused " data-ft="{&amp;quot;type&amp;quot;:30}"&gt;&lt;li class="uiUfiAddComment clearfix uiUfiSmall ufiItem ufiItem uiListItem  uiListVerticalItemBorder"&gt;&lt;div class="UIImageBlock clearfix mentionsAddComment"&gt;&lt;div class="commentArea UIImageBlock_Content UIImageBlock_ICON_Content"&gt;&lt;div class="commentBox"&gt;&lt;div class="uiMentionsInput textBoxContainer  " id="uci8nt_2"&gt;&lt;div class="highlighter" style="direction: ltr; text-align: left;"&gt;&lt;div style="width: 340px;"&gt;&lt;/div&gt;&lt;div style="width: 340px;"&gt;&lt;span class="highlighterContent"&gt;Marília Gonçalves&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="width: 340px;"&gt;&lt;span class="highlighterContent"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="width: 340px;"&gt;&lt;span class="highlighterContent"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="uiTypeahead mentionsTypeahead" id="uci8nt_3" style="height: auto;"&gt;&lt;div class="wrap"&gt;&lt;div class="innerWrap"&gt;a minha, e penso que a de muitos amigos e gente justa e honesta, é esta terrível frustração, da PIDE/ SALAZAR/FASCISMO E TODOS OS QUE COMIAM DA MESMA POCILGA, não terem sido julgados,por todos os crimes cometidos, por todas vidas destruídas, por todas as consequências de quanto mal fizeram, aos melhores e mais corajosos filhos de Portugal! que não tenham sido julgados pelo medo, pelo silêncio, por quanto silenciava e acarneirava o povo de Portugal! tal julgamento, justo, correcto, resposta ponto por ponto a todo o mal feito e causado: magoa-me profundamente, que não tenha tido lugar! até porque era indispensável à História, e à compreensão das gerações presentes e vindouras, da trágica, horripilante realidade que foi o fascismo em Portugal&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3083321151985173891-1030943150739759079?l=nossaspoesiaslibertarias.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nossaspoesiaslibertarias.blogspot.com/feeds/1030943150739759079/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3083321151985173891&amp;postID=1030943150739759079&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/1030943150739759079'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/1030943150739759079'/><link rel='alternate' type='text/html' href='http://nossaspoesiaslibertarias.blogspot.com/2011/12/portugal-esta-e-ditosa-patria-minha.html' title=''/><author><name>Marília  Gonçalves</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp1.blogger.com/_U4rk32bI3v8/R2AwF1k0oGI/AAAAAAAAACQ/nS4_hsUcu7Y/S220/Marilia.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3083321151985173891.post-1984250908613240662</id><published>2011-12-18T18:49:00.000Z</published><updated>2011-12-18T18:49:43.658Z</updated><title type='text'></title><content type='html'>Olhem só o que o Sócrates anda a fazer por França .Já não bastou o que fez por cá!&amp;nbsp; Estou até desconfiado que já deu uma mãozinha na Itália, Grécia, Espanha, Irlanda, Bélgica, Áustria, Holanda ……e até nos E.U.A.! Apanhem esse malandro !&lt;br /&gt;&lt;br /&gt;&lt;h1 id="watch-headline-title" style="padding-bottom: 8px;"&gt;&lt;span class="" dir="ltr" id="eow-title" style="vertical-align: top;" title="Compreender a Dívida Pública"&gt;Compreender a Dívida Pública  &lt;/span&gt;&lt;/h1&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOG_video_class" id="BLOG_video-453ebfd6e6e321f0" 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" 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/&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;a href="http://www.blogger.com/%20%20http://www.youtube.com/watch?v=f7cJ_ZBiU-I&amp;amp;feature=share"&gt;&amp;nbsp; http://www.youtube.com/watch?v=f7cJ_ZBiU-I&amp;amp;feature=share&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3083321151985173891-1984250908613240662?l=nossaspoesiaslibertarias.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nossaspoesiaslibertarias.blogspot.com/feeds/1984250908613240662/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3083321151985173891&amp;postID=1984250908613240662&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/1984250908613240662'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3083321151985173891/posts/default/1984250908613240662'/><link rel='alternate' type='text/html' href='http://nossaspoesiaslibertarias.blogspot.com/2011/12/olhem-so-o-que-o-socrates-anda-fazer.html' title=''/><author><name>Marília  Gonçalves</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp1.blogger.com/_U4rk32bI3v8/R2AwF1k0oGI/AAAAAAAAACQ/nS4_hsUcu7Y/S220/Marilia.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3083321151985173891.post-3112834285377873214</id><published>2011-12-16T07:44:00.000Z</published><updated>2011-12-16T07:44:16.273Z</updated><title type='text'></title><content type='html'>&lt;div style="text-align: center;"&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;&lt;/div&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img alt="" height="307" 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
