<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Vítor Magalhães</title>
	<atom:link href="http://www.v-magal.com/web/?feed=rss2&#038;p=313" rel="self" type="application/rss+xml" />
	<link>http://www.v-magal.com/web</link>
	<description></description>
	<lastBuildDate>Wed, 06 May 2026 14:23:48 +0000</lastBuildDate>
	<language>pt-PT</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.4.2</generator>
		<item>
		<title>cubismo e pós-cubismo em Portugal</title>
		<link>http://www.v-magal.com/web/?p=921</link>
		<comments>http://www.v-magal.com/web/?p=921#comments</comments>
		<pubDate>Tue, 27 Dec 2016 11:54:17 +0000</pubDate>
		<dc:creator>vitor</dc:creator>
				<category><![CDATA[Sem categoria]]></category>

		<guid isPermaLink="false">http://www.v-magal.com/web/?p=921</guid>
		<description><![CDATA[António Ole «Township Wall». Düsseldorf, 2004. Técnica mista, objetos encontrados, madeira, chapa ondulada e de plástico e ferro, vidro. 360 x 960 cm. Coleção ACCA. © JG. photography &#160;  Amadeo de Souza-Cardoso (1887-1918) Sem Título (Máquina registadora), c. 1917. Óleo e colagem sobre tela. 93,30 X76 cm. Coleção Moderna, inv. 68P10]]></description>
			<content:encoded><![CDATA[<p><img src="data:image/jpeg;base64,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" alt="" width="652" height="229" /><strong>António Ole</strong><br />
«Township Wall». Düsseldorf, 2004. Técnica mista, objetos encontrados, madeira, chapa ondulada e de plástico e ferro, vidro. 360 x 960 cm. Coleção ACCA. © JG. photography</p>
<p>&nbsp;</p>
<p><a href="http://www.v-magal.com/web/wp-content/uploads/2016/12/amadeo.jpg"><img class="size-medium wp-image-923 aligncenter" title="amadeo" src="http://www.v-magal.com/web/wp-content/uploads/2016/12/amadeo-245x300.jpg" alt="" width="245" height="300" /></a></p>
<p style="text-align: center;"> <strong>Amadeo de Souza-Cardoso</strong> (1887-1918)</p>
<p style="text-align: center;"><em>Sem Título (Máquina registadora)</em>, c. 1917. Óleo e colagem sobre tela. 93,30 X76 cm.</p>
<p style="text-align: center;">Coleção Moderna, inv. 68P10</p>
]]></content:encoded>
			<wfw:commentRss>http://www.v-magal.com/web/?feed=rss2&#038;p=921</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>[squares and rectangles]</title>
		<link>http://www.v-magal.com/web/?p=799</link>
		<comments>http://www.v-magal.com/web/?p=799#comments</comments>
		<pubDate>Thu, 13 Mar 2014 10:04:55 +0000</pubDate>
		<dc:creator>vitor</dc:creator>
				<category><![CDATA[Sem categoria]]></category>

		<guid isPermaLink="false">http://www.v-magal.com/web/?p=799</guid>
		<description><![CDATA[Jan Dibbets: Perspective Correction (1968) &#160; Jan Dibbtes: Perspective Correction, My Studio I, Square on Wall (1969) &#160; Fernando Calhau: S/ título, # 99. Materialização de um quadrado imaginário (1974) &#160; Malevich: Quadrado Branco (1912) &#160;         John Pfahl: Pink Rock Rectangle, Artpark, Lewiston, New York (1975). Da série: Altered Landscapes (1974–1978) &#160; Gary Hill: ...]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><a href="http://www.v-magal.com/web/wp-content/uploads/2014/03/jan11.jpg"><img class="aligncenter size-medium wp-image-801" title="jan1" src="http://www.v-magal.com/web/wp-content/uploads/2014/03/jan11-267x300.jpg" alt="" width="267" height="300" /></a>Jan Dibbets: <em>Perspective Correctio</em>n (1968)</p>
<p>&nbsp;</p>
<p style="text-align: center;"><a href="http://www.v-magal.com/web/wp-content/uploads/2014/03/jan2.jpg"><img class="aligncenter  wp-image-802" title="jan2" src="http://www.v-magal.com/web/wp-content/uploads/2014/03/jan2-300x295.jpg" alt="" width="292" height="287" /></a>Jan Dibbtes:<em> Perspective Correction, My Studio I</em>,<em> Square on Wall</em> (1969)</p>
<p>&nbsp;</p>
<p style="text-align: center;"><a href="http://www.v-magal.com/web/wp-content/uploads/2014/03/Calhau.jpg"><img class="aligncenter  wp-image-804" title="Calhau" src="http://www.v-magal.com/web/wp-content/uploads/2014/03/Calhau-300x207.jpg" alt="" width="336" height="231" /></a>Fernando Calhau: <em>S/ título, # 99.</em> Materialização de um quadrado imaginário (1974)</p>
<p>&nbsp;</p>
<p style="text-align: center;"><a href="http://www.v-magal.com/web/wp-content/uploads/2014/03/malevich.jpg"><img class="aligncenter" title="malevich" src="http://www.v-magal.com/web/wp-content/uploads/2014/03/malevich.jpg" alt="" width="260" height="259" /></a>Malevich: Quadrado Branco (1912)</p>
<p>&nbsp;</p>
<p style="text-align: center;"><a href="http://www.v-magal.com/web/wp-content/uploads/2014/03/Pfahl.jpg"><img class="aligncenter size-medium wp-image-805" title="Volare Digital Capture" src="http://www.v-magal.com/web/wp-content/uploads/2014/03/Pfahl-300x235.jpg" alt="" width="300" height="235" /></a>        John Pfahl: <em>Pink Rock Rectangle</em>, Artpark, Lewiston, New York (1975).</p>
<p style="text-align: center;">Da série: <em>Altered Landscape</em>s (1974–1978)</p>
<p>&nbsp;</p>
<p style="text-align: center;"><a href="http://www.v-magal.com/web/wp-content/uploads/2014/03/hill.png"><img class="aligncenter  wp-image-806" title="hill" src="http://www.v-magal.com/web/wp-content/uploads/2014/03/hill-300x164.png" alt="" width="321" height="175" /></a>Gary Hill: <em>Black White Text</em> (1980)</p>
<p style="text-align: center;">Voice: &#8220;Rectangle&#8221;, &#8220;Rectangle&#8221;, &#8220;within a rectangle&#8221;, &#8220;the frame of reference within a rectangle&#8221; (…)</p>
<p style="text-align: center;">**</p>
]]></content:encoded>
			<wfw:commentRss>http://www.v-magal.com/web/?feed=rss2&#038;p=799</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Desconstrutivista avant la lettre (Buster Ghery)</title>
		<link>http://www.v-magal.com/web/?p=789</link>
		<comments>http://www.v-magal.com/web/?p=789#comments</comments>
		<pubDate>Tue, 11 Mar 2014 16:58:21 +0000</pubDate>
		<dc:creator>vitor</dc:creator>
				<category><![CDATA[Sem categoria]]></category>

		<guid isPermaLink="false">http://www.v-magal.com/web/?p=789</guid>
		<description><![CDATA[Buster Keaton e Edward F. Cline: One week (filme de 1920) Frank Ghery: &#8220;Dancing House&#8221;, edifício da Nationale-Nederlanden, Praga (1996) Frank Ghery:  Stata Center, MIT, Massachusetts (2004) **]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><a href="http://www.v-magal.com/web/wp-content/uploads/2014/03/keaton.jpg"><img class="aligncenter size-medium wp-image-790" title="keaton" src="http://www.v-magal.com/web/wp-content/uploads/2014/03/keaton-300x225.jpg" alt="" width="300" height="225" /></a>Buster Keaton e Edward F. Cline: <em>One week</em> (filme de 1920)</p>
<p style="text-align: center;"><a href="http://www.v-magal.com/web/wp-content/uploads/2014/03/ghery1.jpg"><img class="aligncenter size-medium wp-image-791" title="ghery1" src="http://www.v-magal.com/web/wp-content/uploads/2014/03/ghery1-300x200.jpg" alt="" width="300" height="200" /></a>Frank Ghery: &#8220;Dancing House&#8221;, edifício da Nationale-Nederlanden, Praga (1996)</p>
<p style="text-align: center;"><a href="http://www.v-magal.com/web/wp-content/uploads/2014/03/ghery2.jpg"><img class="aligncenter size-medium wp-image-792" title="ghery2" src="http://www.v-magal.com/web/wp-content/uploads/2014/03/ghery2-200x300.jpg" alt="" width="200" height="300" /></a>Frank Ghery:  Stata Center, MIT, Massachusetts (2004)</p>
<p style="text-align: center;">**</p>
]]></content:encoded>
			<wfw:commentRss>http://www.v-magal.com/web/?feed=rss2&#038;p=789</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Das cinzas às cinzas</title>
		<link>http://www.v-magal.com/web/?p=664</link>
		<comments>http://www.v-magal.com/web/?p=664#comments</comments>
		<pubDate>Sun, 01 Sep 2013 16:33:36 +0000</pubDate>
		<dc:creator>vitor</dc:creator>
				<category><![CDATA[Sem categoria]]></category>

		<guid isPermaLink="false">http://www.v-magal.com/web/?p=664</guid>
		<description><![CDATA[John Baldessari: Cremation Project, 1970 Rui Chafes: O silêncio de… // Matéria em decomposição: a obra que renasce das cinzas em forma de uma outra coisa. É como se tivéssemos o misterioso poder de olhar a nossa própria matéria, o nosso interior frágil e escuro. A arte é produto do esquecimento, não da memória. É ...]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><a href="http://www.v-magal.com/web/wp-content/uploads/2013/09/baldessari2.jpg"><img class="aligncenter size-medium wp-image-672" title="baldessari2" src="http://www.v-magal.com/web/wp-content/uploads/2013/09/baldessari2-300x229.jpg" alt="" width="300" height="229" /></a></p>
<p style="text-align: center;"><a href="http://www.v-magal.com/web/wp-content/uploads/2013/09/baldessari.jpg"><img class="aligncenter size-medium wp-image-665" title="baldessari" src="http://www.v-magal.com/web/wp-content/uploads/2013/09/baldessari-300x237.jpg" alt="" width="300" height="237" /></a><span style="font-size: x-small;">John Baldessari: <em>Cremation Project</em>, 1970</span></p>
<p style="text-align: center;"><a href="http://www.v-magal.com/web/wp-content/uploads/2013/09/chafes2.jpg"><img class="aligncenter size-medium wp-image-673" title="chafes2" src="http://www.v-magal.com/web/wp-content/uploads/2013/09/chafes2-300x198.jpg" alt="" width="300" height="198" /></a></p>
<p style="text-align: center;"><a href="http://www.v-magal.com/web/wp-content/uploads/2013/09/chafes.jpg"><img class="aligncenter size-medium wp-image-666" title="chafes" src="http://www.v-magal.com/web/wp-content/uploads/2013/09/chafes-300x202.jpg" alt="" width="300" height="202" /></a><span style="font-size: x-small;">Rui Chafes: <em>O silêncio de…</em></span></p>
<p style="text-align: center;">//</p>
<p style="text-align: center;"><span style="font-size: small;">Matéria em decomposição: a obra que renasce das cinzas em forma de uma outra coisa. É como se tivéssemos o misterioso poder de olhar a nossa própria matéria, o nosso interior frágil e escuro. A arte é produto do esquecimento, não da memória. É a ela que devemos a tarefa ambígua de gravar a insustentável leveza da morte.</span></p>
<p style="text-align: center;">**</p>
]]></content:encoded>
			<wfw:commentRss>http://www.v-magal.com/web/?feed=rss2&#038;p=664</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Ruins in reverse</title>
		<link>http://www.v-magal.com/web/?p=643</link>
		<comments>http://www.v-magal.com/web/?p=643#comments</comments>
		<pubDate>Wed, 29 May 2013 23:48:59 +0000</pubDate>
		<dc:creator>vitor</dc:creator>
				<category><![CDATA[Sem categoria]]></category>

		<guid isPermaLink="false">http://www.v-magal.com/web/?p=643</guid>
		<description><![CDATA[Robert Smithson: A Tour of the Monuments of Passaic, New Jersey (publicado como: &#8220;The Monuments of Passaic&#8221;, Artforum, Dezembro de 1967) «I began to learn about the city. The ravines, the coal elevators, the brickyard. Although I wouldn&#8217;t have been able to put it into words then, aftermath fascinated me. The silence drama of abandonment ...]]></description>
			<content:encoded><![CDATA[<p><img id="irc_mi" class="aligncenter" src="http://1.bp.blogspot.com/_XcLu74UtpPE/Sbwig7bnHLI/AAAAAAAAADE/Pmj1SrcIGsw/s400/Smithson+1.jpg" alt="" width="374" height="385" /></p>
<p style="text-align: center;"><span style="font-size: x-small;">Robert Smithson: <em>A Tour of the Monuments of Passaic, New Jersey</em></span></p>
<p style="text-align: center;"><span style="font-size: x-small;"> (publicado como: &#8220;The Monuments of Passaic&#8221;, <em>Artforum</em>, Dezembro de 1967)</span></p>
<p style="text-align: justify;"><span style="font-size: small;">«I began to learn about the city. The ravines, the coal elevators, the brickyard. Although I wouldn&#8217;t have been able to put it into words then, aftermath fascinated me. The silence drama of abandonment of the empty factories and storage bins, the decaying freighters and industrial ruins»</span></p>
<p style="text-align: justify;"><span style="font-size: x-small;">(Anne Michaels: <em>Fugitive Pieces</em>, London: Bloomsbury, 2009, p. 228)</span></p>
<p style="text-align: center;">**</p>
]]></content:encoded>
			<wfw:commentRss>http://www.v-magal.com/web/?feed=rss2&#038;p=643</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>A distância entre dois olhares</title>
		<link>http://www.v-magal.com/web/?p=636</link>
		<comments>http://www.v-magal.com/web/?p=636#comments</comments>
		<pubDate>Sat, 25 May 2013 15:52:07 +0000</pubDate>
		<dc:creator>vitor</dc:creator>
				<category><![CDATA[Sem categoria]]></category>

		<guid isPermaLink="false">http://www.v-magal.com/web/?p=636</guid>
		<description><![CDATA[O último plano de Vai e Vem, 2003 &#8220;O cinema talvez seja apenas a procura da distância mais justa entre dois olhares— a distância do olhar que nos olha, o que corresponde à distância de conhecermos como somos conhecidos&#8221; (João César Monteiro, 1975) **]]></description>
			<content:encoded><![CDATA[<p><img id="irc_mi" class="aligncenter" src="http://www.contracampo.com.br/62/monteiro.jpg" alt="" width="400" height="177" /></p>
<p style="text-align: center;">O último plano de<em> Vai e Vem</em>, 2003</p>
<p style="text-align: justify;"><span style="font-size: small;">&#8220;O cinema talvez seja apenas a procura da distância mais justa entre dois olhares— a distância do olhar que nos olha, o que corresponde à distância de conhecermos como somos conhecidos&#8221;</span></p>
<p><span style="font-size: x-small;">(João César Monteiro, 1975)</span></p>
<p style="text-align: center;">**</p>
]]></content:encoded>
			<wfw:commentRss>http://www.v-magal.com/web/?feed=rss2&#038;p=636</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>A imagem tornou-se a terra de ninguém do mundo contemporâneo</title>
		<link>http://www.v-magal.com/web/?p=614</link>
		<comments>http://www.v-magal.com/web/?p=614#comments</comments>
		<pubDate>Sat, 04 May 2013 20:19:20 +0000</pubDate>
		<dc:creator>vitor</dc:creator>
				<category><![CDATA[Sem categoria]]></category>

		<guid isPermaLink="false">http://www.v-magal.com/web/?p=614</guid>
		<description><![CDATA[Guy Debord: Hurlements en faveur de Sade, 1952, França,  64 min. **]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><a href="http://www.v-magal.com/web/wp-content/uploads/2013/05/sade.jpg"><img class="aligncenter  wp-image-616" title="sade" src="http://www.v-magal.com/web/wp-content/uploads/2013/05/sade-300x168.jpg" alt="" width="352" height="197" /></a></p>
<p style="text-align: center;">Guy Debord: <em>Hurlements en faveur de Sade</em>, 1952, França,  64 min.</p>
<p style="text-align: center;">**</p>
]]></content:encoded>
			<wfw:commentRss>http://www.v-magal.com/web/?feed=rss2&#038;p=614</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>A História é um exercício frágil mas necessário</title>
		<link>http://www.v-magal.com/web/?p=490</link>
		<comments>http://www.v-magal.com/web/?p=490#comments</comments>
		<pubDate>Fri, 04 Jan 2013 10:54:10 +0000</pubDate>
		<dc:creator>vitor</dc:creator>
				<category><![CDATA[Sem categoria]]></category>

		<guid isPermaLink="false">http://www.v-magal.com/web/?p=490</guid>
		<description><![CDATA[Giovanni Battista Piranesi (&#8216;Via Appia Imaginaria&#8217;, frontispiece for the second book of the &#8216;Veduti di Roma&#8217;, 1756) // «Pero ni los cronómetros más sutiles saben medir lo que ya está fuera del tiempo»                  (Edgardo Cozarinsky, La novia de Odessa, Emece, 2002, p. 106) **]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><a href="http://www.v-magal.com/web/wp-content/uploads/2013/01/Giovanni-Battista-Piranesi.jpg"><img class="alignnone size-medium wp-image-491" title="Giovanni Battista Piranesi" src="http://www.v-magal.com/web/wp-content/uploads/2013/01/Giovanni-Battista-Piranesi-300x212.jpg" alt="" width="300" height="212" /></a></p>
<p style="text-align: center;"><span style="font-size: x-small;">Giovanni Battista Piranesi (&#8216;Via Appia Imaginaria&#8217;, frontispiece for the second book of the &#8216;Veduti di Roma&#8217;, 1756)<br />
</span></p>
<p style="text-align: center;">//</p>
<p style="text-align: center;"><span style="font-size: small;">«Pero ni los cronómetros más sutiles saben medir lo que ya está fuera del tiempo»</span></p>
<p style="text-align: left;"><span style="font-size: x-small;">                 (Edgardo Cozarinsky, <em>La novia de Odessa</em>, Emece, 2002, p. 106</span>)</p>
<p style="text-align: center;">**</p>
]]></content:encoded>
			<wfw:commentRss>http://www.v-magal.com/web/?feed=rss2&#038;p=490</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Um passeio com Johnny Guitar</title>
		<link>http://www.v-magal.com/web/?p=461</link>
		<comments>http://www.v-magal.com/web/?p=461#comments</comments>
		<pubDate>Fri, 21 Dec 2012 11:37:50 +0000</pubDate>
		<dc:creator>vitor</dc:creator>
				<category><![CDATA[Sem categoria]]></category>

		<guid isPermaLink="false">http://www.v-magal.com/web/?p=461</guid>
		<description><![CDATA[João César Monteiro, Um passeio com Johnny Guitar, 1995 // A linguagem, o corpo, fazem parte de uma só voz: aquela que transporta uma forma esquelética, como uma estátua viva, percorrendo as ruas da cidade. Um passeio com Johnny Guitar mostra precisamente essa fragilidade: a de um corpo-filme fazendo parte da estrutura dos prédios antigos, ...]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.v-magal.com/web/wp-content/uploads/2012/12/passeio.jpg"><img class=" wp-image-462 aligncenter" title="passeio" src="http://www.v-magal.com/web/wp-content/uploads/2012/12/passeio-300x131.jpg" alt="" width="405" height="176" /></a></p>
<p style="text-align: center;"><span style="font-size: x-small;">João César Monteiro, <em>Um passeio com Johnny Guitar</em>, 1995</span></p>
<p style="text-align: center;">//</p>
<p style="text-align: justify;"><span style="font-size: small;">A linguagem, o corpo, fazem parte de uma só voz: aquela que transporta uma forma esquelética, como uma estátua viva, percorrendo as ruas da cidade. <em>Um passeio com Johnny Guitar</em> mostra precisamente essa fragilidade: a de um corpo-filme fazendo parte da estrutura dos prédios antigos, no labirinto de olhares, na solidão dos quartos, que as persianas subtilmente escondem. E também o diálogo com um filme que não vemos, mas ouvimos, inseparável de uma pregnância melancólica (o fim do cinema como mecanismo de emoções e de ideias, seria assim todo o cinema do início do século XXI). É um corpo fílmico, também, que soluça um gesto polémico, transgressor, politicamente incorrecto –porque alguém tem de o ser.</span></p>
<p><a href="https://vimeo.com/22693988" target="_blank">vídeo</a></p>
<p>&nbsp;</p>
<p style="text-align: center;">**</p>
]]></content:encoded>
			<wfw:commentRss>http://www.v-magal.com/web/?feed=rss2&#038;p=461</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>o invisível desfaz-se na realidade</title>
		<link>http://www.v-magal.com/web/?p=457</link>
		<comments>http://www.v-magal.com/web/?p=457#comments</comments>
		<pubDate>Fri, 21 Dec 2012 09:38:23 +0000</pubDate>
		<dc:creator>vitor</dc:creator>
				<category><![CDATA[Sem categoria]]></category>

		<guid isPermaLink="false">http://www.v-magal.com/web/?p=457</guid>
		<description><![CDATA[obra (graffiti) de Vasco Basko // «O que interessa ao historiador do quotidiano é o invisível» (Michel de Certeau) **]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.v-magal.com/web/wp-content/uploads/2012/12/Bascovasko.jpg"><img class="size-medium wp-image-458 aligncenter" title="Bascovasko" src="http://www.v-magal.com/web/wp-content/uploads/2012/12/Bascovasko-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p style="text-align: center;"><span style="font-size: x-small;">obra (graffiti) de Vasco Basko</span></p>
<p style="text-align: center;"><span style="font-size: small;">//</span></p>
<p style="text-align: center;"><span style="font-size: small;">«O que interessa ao historiador do quotidiano é o invisível» (Michel de Certeau)</span></p>
<p style="text-align: center;">**</p>
]]></content:encoded>
			<wfw:commentRss>http://www.v-magal.com/web/?feed=rss2&#038;p=457</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
