<?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-1905045061266545658</id><updated>2012-02-16T11:09:02.642Z</updated><category term='David Penela'/><category term='Seminario 3 Transferência acto-imagem'/><category term='transferencia imagem-acto'/><category term='teste para trabalho final'/><category term='Helenio Lopes'/><category term='experiências do massejar'/><category term='Pedro Passos'/><category term='Ricardo Mendes'/><category term='Seminário 3 - transferência acto-imagem'/><category term='Amanda Midori'/><category term='Isabel Quaresma seminário 2'/><category term='Seminário 1_Transferências de Uso'/><category term='auto- representação'/><category term='projecto final'/><category term='Ariana Loureiro'/><category term='transferência imagem-acto'/><category term='Mark Trincão e Aragão'/><category term='tranferência acto-imagem'/><category term='joana maciel'/><category term='Mariana Velhote'/><category term='maria mónica'/><category term='Aline Volkmer'/><category term='Tina Siuda'/><category term='Isabel Quaresma seminário 1'/><category term='José Miguel Cardoso'/><category term='transferência-de-uso'/><category term='Isabel Quaresma transferência acto imagem 3'/><category term='Seminário 2_Transferência Imagem - Acto'/><category term='transferência acto-imagem'/><category term='eduarda-andresen'/><title type='text'>Desenho e Performatividade</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://desenhoeperformatividade.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Paulo Luís Almeida</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>69</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-8339924850975504709</id><published>2012-02-08T13:11:00.003Z</published><updated>2012-02-08T13:24:51.735Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Pedro Passos'/><category scheme='http://www.blogger.com/atom/ns#' term='projecto final'/><title type='text'>Organizing a Space</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif][if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabela normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal" style="text-align: justify; line-height: 150%;"&gt;&lt;span style="font-size: 10pt; line-height: 150%; font-family: Verdana;"&gt;&lt;span style="font-size:78%;"&gt;Este trabalho pretende voltar ao primeiro workshop realizado no âmbito da disciplina de Processos Retóricos e Performativos no qual foi realizado uma transferência de uso através de um gesto auto-somático. O trabalho partiu de um prolongamento do próprio corpo, através da representação de um elemento já previamente inserido no meu no pé (tatuagem). Neste último trabalho pretendo fazer um inverso dessa primeira transferência realizada, fazendo com que haja um prolongamento não do corpo para o papel mas do papel para o corpo numa constante circularidade, ou seja, do desenho para a pele, através de uma transferência de acto-imagem, que pretende por em causa se o acto de prolongamento através da tatuagem realmente foi efectuado.&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: justify; line-height: 150%;"&gt;&lt;span style="font-size: 10pt; line-height: 150%; font-family: Verdana;"&gt;&lt;span style="font-size:78%;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align:justify;line-height:150%"&gt;&lt;span style="font-size:10.0pt;line-height:150%;font-family:Verdana"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;  &lt;object width="367" height="305" class="BLOG_video_class" id="BLOG_video-af46300418fee2ff" 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://v4.nonxt6.googlevideo.com/videoplayback?id%3Daf46300418fee2ff%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331852693%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D38270C0E1E6ABAC08BC797D86FAB9E7BB0A7AC4C.75DFCB0411A81E2BF02E773D398A0DC31273F8FE%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Daf46300418fee2ff%26offsetms%3D5000%26itag%3Dw160%26sigh%3D-oL7_Lfw06Mrz_afibavIS2x3Lc&amp;amp;autoplay=0&amp;amp;ps=blogger"&gt;&lt;embed src="http://www.youtube.com/get_player" type="application/x-shockwave-flash"width="367" height="305" bgcolor="#FFFFFF"flashvars="flvurl=http://v4.nonxt6.googlevideo.com/videoplayback?id%3Daf46300418fee2ff%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331852693%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D38270C0E1E6ABAC08BC797D86FAB9E7BB0A7AC4C.75DFCB0411A81E2BF02E773D398A0DC31273F8FE%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Daf46300418fee2ff%26offsetms%3D5000%26itag%3Dw160%26sigh%3D-oL7_Lfw06Mrz_afibavIS2x3Lc&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-8339924850975504709?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/8339924850975504709'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/8339924850975504709'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2012/02/organizing-space.html' title='Organizing a Space'/><author><name>Pedro Passos</name><uri>http://www.blogger.com/profile/06692346024820751926</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-4505321912809877293</id><published>2012-02-06T19:26:00.000Z</published><updated>2012-02-06T19:26:15.178Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ariana Loureiro'/><title type='text'>Trabalho final, (IN)truso</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="233" mozallowfullscreen="" src="http://player.vimeo.com/video/36283582?title=0&amp;amp;byline=0&amp;amp;portrait=0" webkitallowfullscreen="" width="400"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://vimeo.com/36283582"&gt;Untitled&lt;/a&gt; from &lt;a href="http://vimeo.com/user9987828"&gt;ariana loureiro&lt;/a&gt; on &lt;a href="http://vimeo.com/"&gt;Vimeo&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="233" mozallowfullscreen="" src="http://player.vimeo.com/video/36283733?title=0&amp;amp;byline=0&amp;amp;portrait=0" webkitallowfullscreen="" width="400"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://vimeo.com/36283733"&gt;Untitled&lt;/a&gt; from &lt;a href="http://vimeo.com/user9987828"&gt;ariana loureiro&lt;/a&gt; on &lt;a href="http://vimeo.com/"&gt;Vimeo&lt;/a&gt;.&lt;br /&gt;&amp;nbsp;&amp;nbsp;&lt;iframe allowfullscreen="" frameborder="0" height="233" mozallowfullscreen="" src="http://player.vimeo.com/video/36283675?title=0&amp;amp;byline=0&amp;amp;portrait=0" webkitallowfullscreen="" width="400"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://vimeo.com/36283675"&gt;Untitled&lt;/a&gt; from &lt;a href="http://vimeo.com/user9987828"&gt;ariana loureiro&lt;/a&gt; on &lt;a href="http://vimeo.com/"&gt;Vimeo&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-q4HGWjlywY8/TzAnWUpeiuI/AAAAAAAAAFU/zgcDqUZZKEM/s1600/DSC00523.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-q4HGWjlywY8/TzAnWUpeiuI/AAAAAAAAAFU/zgcDqUZZKEM/s320/DSC00523.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-Uy1wreAMjCk/TzAnaIbT1LI/AAAAAAAAAFc/SERQUX6q0P4/s1600/DSC00527.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-Uy1wreAMjCk/TzAnaIbT1LI/AAAAAAAAAFc/SERQUX6q0P4/s320/DSC00527.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: right;"&gt;Atraves deste trabalho, pretendi fazer uma acto performativo, utilizando o desenho como meio e fim. O desenho como processo performativo, meio de delimitar o espaço que cada um ocupa num territorio e entre varias pessoas. O meu objectivo era intrometer-me, invadir um espaço que não era meu, um espaço onde não era suposto eu entrar, tal como num grupo de pessoas desconhecidas. Os intervenientes da acçao nao sabiam o que se estava a passar, caso o soubessem o trabalho nao teria a mesma espontaneidade. Como registo final da acçao, resistem apenas os desenhos feitos em que delimito o meu espaço conforme me vou aproximando das pessoas ate que estas nao se sintam confortaveis com a minha proximidade e as fotografias tiradas dos locais onde delimitei o espaço que as pessoas ocupavam.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-mf1DzPnw1gQ/TzAndQw-XHI/AAAAAAAAAFk/zd-XX25CbGU/s1600/DSC00529.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-mf1DzPnw1gQ/TzAndQw-XHI/AAAAAAAAAFk/zd-XX25CbGU/s320/DSC00529.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-ckQHjvSvgRs/TzAngriQqsI/AAAAAAAAAFs/KnD4QIpV12s/s1600/DSC00531.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-ckQHjvSvgRs/TzAngriQqsI/AAAAAAAAAFs/KnD4QIpV12s/s320/DSC00531.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-0XIzyHK7ACI/TzAnkZ6KSuI/AAAAAAAAAF0/Qj1K1tg1Tvw/s1600/DSC00537.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-0XIzyHK7ACI/TzAnkZ6KSuI/AAAAAAAAAF0/Qj1K1tg1Tvw/s320/DSC00537.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-33INKmmlNRU/TzAnnFV_LQI/AAAAAAAAAF8/O36Dty-T1m8/s1600/DSC00536.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-33INKmmlNRU/TzAnnFV_LQI/AAAAAAAAAF8/O36Dty-T1m8/s320/DSC00536.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-9JHU73kFYrg/TzAnqENQ9zI/AAAAAAAAAGE/5jliEB8gO0E/s1600/DSC00535.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-9JHU73kFYrg/TzAnqENQ9zI/AAAAAAAAAGE/5jliEB8gO0E/s320/DSC00535.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-FgnhWoND8is/TzAnt6-QdtI/AAAAAAAAAGM/zoXnbG_Nlj4/s1600/DSC00534.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-FgnhWoND8is/TzAnt6-QdtI/AAAAAAAAAGM/zoXnbG_Nlj4/s320/DSC00534.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/1905045061266545658-4505321912809877293?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/4505321912809877293'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/4505321912809877293'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2012/02/trabalho-final-intruso.html' title='Trabalho final, (IN)truso'/><author><name>Ariana loureiro</name><uri>http://www.blogger.com/profile/07566195745553219928</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-q4HGWjlywY8/TzAnWUpeiuI/AAAAAAAAAFU/zgcDqUZZKEM/s72-c/DSC00523.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-5913943967099790855</id><published>2012-02-06T19:08:00.000Z</published><updated>2012-02-06T19:12:18.764Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ariana Loureiro'/><title type='text'>seminario 2, transferencia imagem/ acto</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-KWRRmEJRsns/TzAkygTKR1I/AAAAAAAAAFM/aqI3kSKC1qM/s1600/DSC00441.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="214" src="http://2.bp.blogspot.com/-KWRRmEJRsns/TzAkygTKR1I/AAAAAAAAAFM/aqI3kSKC1qM/s320/DSC00441.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Desenho de instrução&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-5913943967099790855?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/5913943967099790855'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/5913943967099790855'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2012/02/transferencia-imagem-acto_5052.html' title='seminario 2, transferencia imagem/ acto'/><author><name>Ariana loureiro</name><uri>http://www.blogger.com/profile/07566195745553219928</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-KWRRmEJRsns/TzAkygTKR1I/AAAAAAAAAFM/aqI3kSKC1qM/s72-c/DSC00441.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-1270387567712019198</id><published>2012-02-06T19:00:00.000Z</published><updated>2012-02-06T19:28:41.806Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ariana Loureiro'/><title type='text'>transferencia imagem/ acto</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="233" mozallowfullscreen="" src="http://player.vimeo.com/video/36283261?title=0&amp;amp;byline=0&amp;amp;portrait=0" webkitallowfullscreen="" width="400"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://vimeo.com/36283261"&gt;Untitled&lt;/a&gt; from &lt;a href="http://vimeo.com/user9987828"&gt;ariana loureiro&lt;/a&gt; on &lt;a href="http://vimeo.com/"&gt;Vimeo&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Neste seminario, desenvolvi um desenho de instruçao que uma colega devia seguir. O objectivo era sentar-se no atrio da faculdade e convidar as pessoas que por ali passavam para se sentarem no seu colo. Este trabalho pretendia causar uma sensaçao de estranheza nas pessoas, uma vez que no &amp;nbsp;comum oferecer colo a desconhecidos e muito menos estabelecer uma relaçao tao proxima. As pessoas respondiam prontamente que no, ou hesitavam mas acabavam por se sentar, mas por pouco tempo, porque quanto mais tempo passava mais se estranha ficava a situaçao.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-1270387567712019198?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/1270387567712019198'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/1270387567712019198'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2012/02/transferencia-imagem-acto_06.html' title='transferencia imagem/ acto'/><author><name>Ariana loureiro</name><uri>http://www.blogger.com/profile/07566195745553219928</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-4276981118734514047</id><published>2012-02-06T14:43:00.003Z</published><updated>2012-02-06T19:11:10.007Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ariana Loureiro'/><title type='text'>seminario 3,transferência acto/ imagem</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-GZgdCgCD0Xs/Ty_npxvlTII/AAAAAAAAAFE/z_X2L53Qb-A/s1600/IMG_8992.JPG"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5706033957815274626" src="http://2.bp.blogspot.com/-GZgdCgCD0Xs/Ty_npxvlTII/AAAAAAAAAFE/z_X2L53Qb-A/s320/IMG_8992.JPG" style="cursor: hand; cursor: pointer; float: left; height: 320px; margin: 0 10px 10px 0; width: 214px;" /&gt;&lt;/a&gt;Neste seminario, coloquei uma sanita dentro do elevador, algo que não era esperado encontrar num sitio destes, e sentei-me na mesma durante cerca de meia hora. O objectivo, era que as pessoas entrassem e saíssem do elevador e tivessem que "viajar" comigo. è também uma abordagem relativa aos espaços fechados e individualizados das casas de banho, onde cada um tem um espaço fechado, pequeno e íntimo. Aqui, num tentativa de tornar os momentos de elevador estranhos em ainda mais estranhos, partilho um acto que devia ser pessoal, privado, num espaço publico onde todos podem assistir e partilhar caso o queiram, uma vez que existe uma sanita vaga. Todo este processo foi filmado.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-4276981118734514047?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/4276981118734514047'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/4276981118734514047'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2012/02/transferencia-acto-imagem.html' title='seminario 3,transferência acto/ imagem'/><author><name>Ariana loureiro</name><uri>http://www.blogger.com/profile/07566195745553219928</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-GZgdCgCD0Xs/Ty_npxvlTII/AAAAAAAAAFE/z_X2L53Qb-A/s72-c/IMG_8992.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-5281146793286713518</id><published>2012-01-12T21:55:00.004Z</published><updated>2012-01-12T23:49:40.027Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Pedro Passos'/><category scheme='http://www.blogger.com/atom/ns#' term='transferência acto-imagem'/><title type='text'>Natural Spaces</title><content type='html'>&lt;span style="font-size:85%;"&gt;&lt;span style="font-family:verdana;"&gt;Numa época em que o fenómeno urbano alastrou, de tal modo que passou a conter o grosso da população, acabaram por se diluir perigosamente as referencias ao que era outrora a cidade, em articulação com um mundo rural bem mais vasto.&lt;/span&gt;&lt;br  style="font-family:verdana;"&gt;&lt;span style="font-family:verdana;"&gt;Propõem-se a experimentação do olhar sobre espaços que resultam do cruzamento e da sobreposição de uma ordem natural e de uma ordem artificial (humana). À alteração destes espaços adicionam-se a memória e sobrevivência, tendo a marca indelével da mão do homem que a domestica e que adequa o espaço que o envolve ás suas próprias necessidades.&lt;/span&gt;&lt;/span&gt;&lt;br style="font-family: verdana;"&gt;&lt;br /&gt;&lt;object width="425" height="340" class="BLOG_video_class" id="BLOG_video-1ab7e6b21dcd463d" 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://v23.nonxt6.googlevideo.com/videoplayback?id%3D1ab7e6b21dcd463d%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331852693%26sparams%3Did,itag,ip,ipbits,expire%26signature%3DB9DF92888380741F87181F8591DBCB1B7387EBC.7190045928F2FF6C9D19951AB77D289618BF367A%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D1ab7e6b21dcd463d%26offsetms%3D5000%26itag%3Dw160%26sigh%3DqnOXLL6zymegNK2WwnDsC0Kl_fs&amp;amp;autoplay=0&amp;amp;ps=blogger"&gt;&lt;embed src="http://www.youtube.com/get_player" type="application/x-shockwave-flash"width="425" height="340" bgcolor="#FFFFFF"flashvars="flvurl=http://v23.nonxt6.googlevideo.com/videoplayback?id%3D1ab7e6b21dcd463d%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331852693%26sparams%3Did,itag,ip,ipbits,expire%26signature%3DB9DF92888380741F87181F8591DBCB1B7387EBC.7190045928F2FF6C9D19951AB77D289618BF367A%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D1ab7e6b21dcd463d%26offsetms%3D5000%26itag%3Dw160%26sigh%3DqnOXLL6zymegNK2WwnDsC0Kl_fs&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-5281146793286713518?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/5281146793286713518'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/5281146793286713518'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2012/01/natural-spaces.html' title='Natural Spaces'/><author><name>Pedro Passos</name><uri>http://www.blogger.com/profile/06692346024820751926</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-7594500738044862990</id><published>2012-01-11T22:39:00.000Z</published><updated>2012-01-11T22:39:29.503Z</updated><title type='text'>Parque de S. Roque, Porto</title><content type='html'>&lt;a href="http://vimeo.com/34860301" target="_blank"&gt;http://vimeo.com/34860301&lt;/a&gt;&lt;br /&gt;Experiência para o último projecto&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-7594500738044862990?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/7594500738044862990'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/7594500738044862990'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2012/01/parque-de-s-roque-porto.html' title='Parque de S. Roque, Porto'/><author><name>Isabel Quaresma</name><uri>http://www.blogger.com/profile/07850052090675696973</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://1.bp.blogspot.com/-3-1FNvHOSTY/Tnyc20OnHdI/AAAAAAAAAOU/moMtF0IMhko/s220/P1030454%2Bi%25C2%25B4m%2Bback%2B1.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-3722598915152151448</id><published>2012-01-08T15:18:00.001Z</published><updated>2012-01-08T15:19:06.050Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='David Penela'/><category scheme='http://www.blogger.com/atom/ns#' term='tranferência acto-imagem'/><title type='text'>Transferência acto - imagem</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;A minha performance intitula-se "1000 saltos no escuro", tendo sido realizada nas escada de acesso ao Museu da faculdade. Realizada num lugar passível de actividade física (subir escadas), realizei outro acto ligado ao mesmo tipo de actividade, neste caso, saltos como neste &lt;/span&gt;&lt;a href="http://www.youtube.com/watch?v=lDFEn-X1JHY" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;vídeo&lt;/a&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;. O único registo apresentado como prova da performance consiste numa folha A2 onde os saltos foram realizados. Uma performance da qual não existem provas (nem testemunhos), a não ser o resultado final, que não revela qualquer sinal nem marcas de intervenção e manipulação sobre o material usado para registo. Tento criar uma ponta entre algo que não se tem a certeza se foi efectuado com o ter sido concretizado no escuro, onde não seria possível testemunhar esta mesma performance de qualquer das maneiras.&amp;nbsp; Existe no entanto uma cópia dessa folha onde se constata as marcas da performance e um registo sonoro que pode ou não ser a performance.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-hoTOj-aY8pk/TwmwYQFbbHI/AAAAAAAAAKQ/fvDHAGW4_84/s1600/DSC05061.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="265" src="http://1.bp.blogspot.com/-hoTOj-aY8pk/TwmwYQFbbHI/AAAAAAAAAKQ/fvDHAGW4_84/s400/DSC05061.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;iframe frameborder="no" height="166" scrolling="no" src="http://w.soundcloud.com/player/?url=http%3A%2F%2Fapi.soundcloud.com%2Ftracks%2F32768287&amp;amp;auto_play=false&amp;amp;show_artwork=false&amp;amp;color=ff7700" width="100%"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-3722598915152151448?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/3722598915152151448'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/3722598915152151448'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2012/01/transferencia-acto-imagem.html' title='Transferência acto - imagem'/><author><name>David Penela</name><uri>http://www.blogger.com/profile/11288699216619208319</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-hoTOj-aY8pk/TwmwYQFbbHI/AAAAAAAAAKQ/fvDHAGW4_84/s72-c/DSC05061.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-4536237889111345464</id><published>2012-01-05T17:42:00.003Z</published><updated>2012-01-05T17:45:00.016Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='teste para trabalho final'/><category scheme='http://www.blogger.com/atom/ns#' term='Mark Trincão e Aragão'/><title type='text'>Desenhos para se ouvirem</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="224" mozallowfullscreen="" src="http://player.vimeo.com/video/34581198?title=0&amp;amp;byline=0&amp;amp;portrait=0" webkitallowfullscreen="" width="398"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="224" mozallowfullscreen="" src="http://player.vimeo.com/video/34581246?title=0&amp;amp;byline=0&amp;amp;portrait=0" webkitallowfullscreen="" width="398"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="224" mozallowfullscreen="" src="http://player.vimeo.com/video/34581319?title=0&amp;amp;byline=0&amp;amp;portrait=0" webkitallowfullscreen="" width="398"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-4536237889111345464?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/4536237889111345464'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/4536237889111345464'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2012/01/desenhos-para-se-ouvirem.html' title='Desenhos para se ouvirem'/><author><name>Vernaculisamentalisador</name><uri>http://www.blogger.com/profile/04531436632944473883</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='8' src='http://3.bp.blogspot.com/-9opXi1xPDuI/Tq1pUlVtFBI/AAAAAAAAEnw/8U6V48tsuOs/s220/red%2Balert%2Bmade%2Bin%2Bchina.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-130551581631204648</id><published>2011-12-30T17:07:00.000Z</published><updated>2011-12-30T17:18:58.269Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Isabel Quaresma transferência acto imagem 3'/><title type='text'>Transferência acto - imagem</title><content type='html'>&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: Arial;"&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;Transferência acto – imagem&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: Arial;"&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;Propus para este trabalhoespalhar pelo jardim da traseira do pavilhão sul um pedaço de tecido que dealguma forma quebrasse a isotopia do lugar insinuando-se por entre as árvores echão contaminando este espaço. Interessou-me aqui o acto de espalhar um objectoestranho por aquele lugar, o acto físico de transportar um rolo de tecidodesenrolá-lo,&amp;nbsp; deixando um rasto detecido branco atrás de mim. O tecido em contacto com a terra e com a texturadas árvores produz um confronto estranhamente apaziguador como sebrevemente&amp;nbsp; entre eles&amp;nbsp; (paisagem e objecto) se estabelecessequalquer acordo tácito. Embora não sejam&amp;nbsp;óbvios sistemas próprios da arquitectura, talvez possa aqui adaptar umdiagrama próximo dos usados por&amp;nbsp;&amp;nbsp;Bernard Tschumi usando os três campos principais : espaço onde se vaidesenrolar a acção, movimento do corpo no espaço e evento.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: Arial;"&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-XZgy10mPbKY/Tv3wgVrkSAI/AAAAAAAAAS0/0w6d0q2mPr0/s1600/P1000238.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-XZgy10mPbKY/Tv3wgVrkSAI/AAAAAAAAAS0/0w6d0q2mPr0/s320/P1000238.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-HSJVXiEW2X4/Tv3wkV7EgXI/AAAAAAAAAS8/Cyt_SliKLcc/s1600/P1000239.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-HSJVXiEW2X4/Tv3wkV7EgXI/AAAAAAAAAS8/Cyt_SliKLcc/s320/P1000239.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-8NlMOYrkz80/Tv3wn25ZQnI/AAAAAAAAATE/FYKxGYyyDUo/s1600/P1000240.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-8NlMOYrkz80/Tv3wn25ZQnI/AAAAAAAAATE/FYKxGYyyDUo/s320/P1000240.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-qmPIraVAwWY/Tv3wzGzzy9I/AAAAAAAAATM/Xs7CCPepDZA/s1600/P1000103.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-qmPIraVAwWY/Tv3wzGzzy9I/AAAAAAAAATM/Xs7CCPepDZA/s320/P1000103.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-JZ3I_HcZ6Tg/Tv3w7reTaAI/AAAAAAAAATU/FZoaB8BvlJo/s1600/P1000086.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-JZ3I_HcZ6Tg/Tv3w7reTaAI/AAAAAAAAATU/FZoaB8BvlJo/s320/P1000086.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-SmDZUJ0HoS4/Tv3xDI7Y7yI/AAAAAAAAATc/WTM2tKQ5HWA/s1600/P1000085.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-SmDZUJ0HoS4/Tv3xDI7Y7yI/AAAAAAAAATc/WTM2tKQ5HWA/s320/P1000085.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Xaz_UjIRiAw/Tv3xLuMsgCI/AAAAAAAAATk/zKljLXA7E90/s1600/P1000093.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-Xaz_UjIRiAw/Tv3xLuMsgCI/AAAAAAAAATk/zKljLXA7E90/s320/P1000093.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-family: Arial;"&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-130551581631204648?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/130551581631204648'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/130551581631204648'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/transferencia-acto-imagem_30.html' title='Transferência acto - imagem'/><author><name>Isabel Quaresma</name><uri>http://www.blogger.com/profile/07850052090675696973</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://1.bp.blogspot.com/-3-1FNvHOSTY/Tnyc20OnHdI/AAAAAAAAAOU/moMtF0IMhko/s220/P1030454%2Bi%25C2%25B4m%2Bback%2B1.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-XZgy10mPbKY/Tv3wgVrkSAI/AAAAAAAAAS0/0w6d0q2mPr0/s72-c/P1000238.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-5978583187738260562</id><published>2011-12-29T17:01:00.010Z</published><updated>2011-12-29T18:09:53.498Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Seminario 3 Transferência acto-imagem'/><category scheme='http://www.blogger.com/atom/ns#' term='tranferência acto-imagem'/><category scheme='http://www.blogger.com/atom/ns#' term='Tina Siuda'/><title type='text'>invisibility</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/--viGllWpyfQ/Tvydy8CoQdI/AAAAAAAAAqk/B7eCqExOdS0/s1600/potwierdzenie%2Bprzelewu057.jpg"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 320px; height: 254px;" src="http://2.bp.blogspot.com/--viGllWpyfQ/Tvydy8CoQdI/AAAAAAAAAqk/B7eCqExOdS0/s320/potwierdzenie%2Bprzelewu057.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5691597527525638610" /&gt;&lt;/a&gt; &lt;div&gt;&lt;a href="http://3.bp.blogspot.com/-EOrDc5LJKbU/TvydYBAMOiI/AAAAAAAAAp0/Q-_dzwWg5HQ/s1600/2.jpg"&gt;&lt;img src="http://3.bp.blogspot.com/-EOrDc5LJKbU/TvydYBAMOiI/AAAAAAAAAp0/Q-_dzwWg5HQ/s320/2.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5691597065001122338" style="cursor: pointer; width: 320px; height: 214px; " /&gt;&lt;/a&gt;   &lt;a href="http://3.bp.blogspot.com/-zQ8VbVTfkZ0/TvydYU9zEqI/AAAAAAAAAqA/IDxzzX0Wbm0/s1600/3.jpg"&gt;&lt;img src="http://3.bp.blogspot.com/-zQ8VbVTfkZ0/TvydYU9zEqI/AAAAAAAAAqA/IDxzzX0Wbm0/s320/3.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5691597070359794338" style="cursor: pointer; width: 320px; height: 214px; " /&gt;&lt;/a&gt; &lt;div&gt;&lt;a href="http://3.bp.blogspot.com/-HD9H-fzF0VI/TvydYiK-qUI/AAAAAAAAAqM/hSX6A_fEGlg/s1600/4.jpg"&gt;&lt;img src="http://3.bp.blogspot.com/-HD9H-fzF0VI/TvydYiK-qUI/AAAAAAAAAqM/hSX6A_fEGlg/s320/4.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5691597073904740674" style="cursor: pointer; width: 320px; height: 214px; " /&gt;&lt;/a&gt;   &lt;a href="http://3.bp.blogspot.com/-pDL0bS0-4ZE/TvydY4BNciI/AAAAAAAAAqY/weXCYw83ci0/s1600/5.jpg"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 320px; height: 214px;" src="http://3.bp.blogspot.com/-pDL0bS0-4ZE/TvydY4BNciI/AAAAAAAAAqY/weXCYw83ci0/s320/5.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5691597079769346594" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span&gt;&lt;br /&gt;&lt;span&gt;&lt;span&gt;This performace, entitled Invisibility,  took place in one of the faculty's classrooms. The objective of the action was to become invisible (as shown in the drawing above). The inspiration of the work derives from a wish to get out from unconfortable situations, dissapear, and is also connected with the feeling of being ignored, unnoticed or unable to become visible in a place/situation. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: verdana; font-size: small; "&gt; &lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;It is a complex action, very difficult to perform for which mental preparation takes one hour, however the very act of becoming invisible takes a fraction of second. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;The archive material shows following phases of the performance, first the performer sitting in the class, and after some time (dedicated to achieve invisibility) the last moment when the performer is visible. The next snapshot shows the location with the invisible performer in front of us.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;The act of becoming invisible requires getting detached from all the personal belongings.&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-5978583187738260562?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/5978583187738260562'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/5978583187738260562'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/invisibility.html' title='invisibility'/><author><name>tina siuda</name><uri>http://www.blogger.com/profile/13275634943449432077</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/--viGllWpyfQ/Tvydy8CoQdI/AAAAAAAAAqk/B7eCqExOdS0/s72-c/potwierdzenie%2Bprzelewu057.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-6275356073341828722</id><published>2011-12-19T18:32:00.000Z</published><updated>2011-12-19T18:32:26.415Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Seminário 3 - transferência acto-imagem'/><category scheme='http://www.blogger.com/atom/ns#' term='Mark Trincão e Aragão'/><title type='text'>Chamber works;  Water Closet Music</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-d8z14NTBdX8/Tu-AZN3TyNI/AAAAAAAAEpg/KZx_vy43uhU/s1600/IMG_3763.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-d8z14NTBdX8/Tu-AZN3TyNI/AAAAAAAAEpg/KZx_vy43uhU/s320/IMG_3763.jpg" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object height="81" width="100%"&gt; &lt;param name="movie" value="https://player.soundcloud.com/player.swf?url=http%3A%2F%2Fapi.soundcloud.com%2Ftracks%2F31058720%3Fsecret_token%3Ds-BQSrk&amp;amp;secret_url=true"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;embed allowscriptaccess="always" height="81" src="https://player.soundcloud.com/player.swf?url=http%3A%2F%2Fapi.soundcloud.com%2Ftracks%2F31058720%3Fsecret_token%3Ds-BQSrk&amp;amp;secret_url=true" type="application/x-shockwave-flash" width="100%"&gt;&lt;/embed&gt; &lt;/object&gt; &amp;nbsp;&lt;span&gt;Seminario3 H1 by &lt;a href="http://soundcloud.com/vernaculisamentalisador"&gt;Vernaculisamentalisador&lt;/a&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-ZmctGL51MYs/Tu-AaaVhM2I/AAAAAAAAEpo/tC0C74opEks/s1600/IMG_3765.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-ZmctGL51MYs/Tu-AaaVhM2I/AAAAAAAAEpo/tC0C74opEks/s320/IMG_3765.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object height="81" width="100%"&gt; &lt;param name="movie" value="https://player.soundcloud.com/player.swf?url=http%3A%2F%2Fapi.soundcloud.com%2Ftracks%2F31058721%3Fsecret_token%3Ds-5Lo2u&amp;amp;secret_url=true"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;embed allowscriptaccess="always" height="81" src="https://player.soundcloud.com/player.swf?url=http%3A%2F%2Fapi.soundcloud.com%2Ftracks%2F31058721%3Fsecret_token%3Ds-5Lo2u&amp;amp;secret_url=true" type="application/x-shockwave-flash" width="100%"&gt;&lt;/embed&gt; &lt;/object&gt; &amp;nbsp;&lt;span&gt;Seminario3 H2 by &lt;a href="http://soundcloud.com/vernaculisamentalisador"&gt;Vernaculisamentalisador&lt;/a&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;O que realmente acontece? Acontece algo de facto, ou estamos perante um simulacro? Um simulacro é real? A realidade e o seu registo são verdadeiros? A verdade existe? Se uma árvore cair na&amp;nbsp;Amazónia&amp;nbsp;e não estiver ninguém por perto para o provar, existe som na queda da árvore? &lt;br /&gt;Houve de facto som nesta acção? O som que se poderá ter havido, foi ou não executado pelo performer fotografado? O som que aqui se apresenta, é um registo ou um simulacro?&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-6275356073341828722?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/6275356073341828722'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/6275356073341828722'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/chamber-works-water-closet-music.html' title='Chamber works;  Water Closet Music'/><author><name>Vernaculisamentalisador</name><uri>http://www.blogger.com/profile/04531436632944473883</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='8' src='http://3.bp.blogspot.com/-9opXi1xPDuI/Tq1pUlVtFBI/AAAAAAAAEnw/8U6V48tsuOs/s220/red%2Balert%2Bmade%2Bin%2Bchina.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-d8z14NTBdX8/Tu-AZN3TyNI/AAAAAAAAEpg/KZx_vy43uhU/s72-c/IMG_3763.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-933498188859156156</id><published>2011-12-18T23:05:00.003Z</published><updated>2011-12-18T23:33:12.156Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Seminario 3 Transferência acto-imagem'/><category scheme='http://www.blogger.com/atom/ns#' term='Ricardo Mendes'/><title type='text'>Sem escadas!</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-6_Ln1BJ7rBs/Tu5x5NwHjKI/AAAAAAAAB5E/vMEYzEQGLhc/s1600/Preform.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 314px;" src="http://4.bp.blogspot.com/-6_Ln1BJ7rBs/Tu5x5NwHjKI/AAAAAAAAB5E/vMEYzEQGLhc/s320/Preform.jpg" alt="" id="BLOGGER_PHOTO_ID_5687608607173479586" border="0" /&gt;&lt;/a&gt;Tudo igual.&lt;br /&gt;A mesma rotina de sempre. Fui e voltei.&lt;br /&gt;Apenas neste dia, não utilizei escadas durante todo o meu percurso. Subi e desci utilizando as paredes, parapeitos e tetos.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-933498188859156156?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/933498188859156156'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/933498188859156156'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/sem-escadas.html' title='Sem escadas!'/><author><name>Ricardo Mendes</name><uri>http://www.blogger.com/profile/02843889388597946689</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://2.bp.blogspot.com/-RMUfcVf3k1w/Tm06FiDotXI/AAAAAAAABzg/nxl92v0256o/s220/USK.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-6_Ln1BJ7rBs/Tu5x5NwHjKI/AAAAAAAAB5E/vMEYzEQGLhc/s72-c/Preform.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-8224446660012505714</id><published>2011-12-18T20:49:00.000Z</published><updated>2011-12-18T20:49:12.333Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Seminario 3 Transferência acto-imagem'/><title type='text'>Emergência?</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-uGdfMCuXszI/Tu5FET29pwI/AAAAAAAAABs/EsRCU4Wghu4/s1600/acto-imagem.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="217" oda="true" src="http://3.bp.blogspot.com/-uGdfMCuXszI/Tu5FET29pwI/AAAAAAAAABs/EsRCU4Wghu4/s320/acto-imagem.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-9UzgQf92eQk/Tu5FGyLyE5I/AAAAAAAAAB0/DNjGuUvwfqk/s1600/acto-imagem2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="217" oda="true" src="http://1.bp.blogspot.com/-9UzgQf92eQk/Tu5FGyLyE5I/AAAAAAAAAB0/DNjGuUvwfqk/s320/acto-imagem2.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;span style="font-family: Verdana, sans-serif; font-size: x-small;"&gt;﻿O acto "transferência acto-imagem" foi realizado nas escadas de emergência do pavilhão sul da FBAUP. &lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;span style="font-family: Verdana, sans-serif; font-size: x-small;"&gt;Consiste numa subida paradoxal, lenta e demorada, aquando de uma situação de emergência.&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;span style="font-family: Verdana, sans-serif; font-size: x-small;"&gt;Júlia Barros&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-8224446660012505714?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/8224446660012505714'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/8224446660012505714'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/emergencia.html' title='Emergência?'/><author><name>Júlia Barros</name><uri>http://www.blogger.com/profile/13724332050144811688</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-uGdfMCuXszI/Tu5FET29pwI/AAAAAAAAABs/EsRCU4Wghu4/s72-c/acto-imagem.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-8364214006261624864</id><published>2011-12-18T16:33:00.008Z</published><updated>2011-12-18T21:27:23.319Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Seminario 3 Transferência acto-imagem'/><category scheme='http://www.blogger.com/atom/ns#' term='José Miguel Cardoso'/><title type='text'>Existe morto.</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-XGFKNoOiQhM/Tu4YqlIsAFI/AAAAAAAAIIM/3blU7HnNzRY/s1600/expresso_capa.png"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 272px; height: 400px;" src="http://3.bp.blogspot.com/-XGFKNoOiQhM/Tu4YqlIsAFI/AAAAAAAAIIM/3blU7HnNzRY/s400/expresso_capa.png" alt="" id="BLOGGER_PHOTO_ID_5687510499217637458" border="0" /&gt;&lt;/a&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-5sGOGnyjL1w/Tu4dteh0hGI/AAAAAAAAIIY/d8oIGN3J4B0/s1600/expresso_interior.png"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 254px;" src="http://2.bp.blogspot.com/-5sGOGnyjL1w/Tu4dteh0hGI/AAAAAAAAIIY/d8oIGN3J4B0/s320/expresso_interior.png" alt="" id="BLOGGER_PHOTO_ID_5687516046541751394" border="0" /&gt;&lt;/a&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-Ux_tAY2HQec/Tu4WPPxpTtI/AAAAAAAAIHc/BCqVHNI87hc/s1600/expresso_capa.png"&gt;&lt;br /&gt;&lt;/a&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-s9qK9qQR074/Tu4Wa9HAAFI/AAAAAAAAIHo/ek_HyoRFtSM/s1600/expresso_interior.png"&gt;&lt;br /&gt;&lt;/a&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-g4OH2MMgArk/Tu4Yaw-tx7I/AAAAAAAAIIA/uiP9YMEye8E/s1600/expresso_pormenor.png"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 320px;" src="http://1.bp.blogspot.com/-g4OH2MMgArk/Tu4Yaw-tx7I/AAAAAAAAIIA/uiP9YMEye8E/s320/expresso_pormenor.png" alt="" id="BLOGGER_PHOTO_ID_5687510227519129522" border="0" /&gt;&lt;/a&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-olNzZHsnJw8/Tu4W7jKc6fI/AAAAAAAAIH0/ZJcEByw7gGo/s1600/expresso_pormenor.png"&gt;&lt;br /&gt;&lt;/a&gt;Este trabalho consiste na reconstituição de um crime através de uma reportagem de um jornal, contando com testemunhos de pessoas que frequentam o mesmo espaço.&lt;br /&gt;Devido à gravidade do crime, o local encontra-se interdito para investigação policial, havendo poucas imagens disponíveis. Foi necessária a construção de imagens a partir da reconstituição do crime a partir dos testemunhos e boatos oficiosos, não se chegando a esclarecer qual o autor do disparo e qual é a vítima. Faltam peças na história, alguns elementos encontram-se suspensos dando espaço a boatos, como a identidade do criminoso coincidir com a da vítima. Um rumor calculado, contornado pela reportagem de um jornal. Um homicídio qualificado numa escola, um crime passional, uma vingança, um duelo? Existe morto.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-8364214006261624864?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/8364214006261624864'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/8364214006261624864'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/morto-na-faculdade-de-belas-artes.html' title='Existe morto.'/><author><name>José Miguel Carvalho Cardoso</name><uri>http://www.blogger.com/profile/13882933092570215824</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://2.bp.blogspot.com/-Z_BNveuem78/Tu-IHCeAErI/AAAAAAAAII8/yIFXnJmrIcw/s220/zemiguel.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-XGFKNoOiQhM/Tu4YqlIsAFI/AAAAAAAAIIM/3blU7HnNzRY/s72-c/expresso_capa.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-4558658291570186538</id><published>2011-12-18T00:28:00.004Z</published><updated>2011-12-18T00:37:07.088Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Amanda Midori'/><category scheme='http://www.blogger.com/atom/ns#' term='tranferência acto-imagem'/><title type='text'>Pesca</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;object width="320" height="266" class="BLOG_video_class" id="BLOG_video-1ef600253327f249" 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://v13.nonxt4.googlevideo.com/videoplayback?id%3D1ef600253327f249%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331852694%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D78D5A309135429EB1E68094AF1E605532CC6A3A9.AB20C982B340402E3199B4EC275C784B2AEB876%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D1ef600253327f249%26offsetms%3D5000%26itag%3Dw160%26sigh%3DWJy4Y7g-2J21TUtB-dcNhcMvGQ0&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://v13.nonxt4.googlevideo.com/videoplayback?id%3D1ef600253327f249%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331852694%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D78D5A309135429EB1E68094AF1E605532CC6A3A9.AB20C982B340402E3199B4EC275C784B2AEB876%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D1ef600253327f249%26offsetms%3D5000%26itag%3Dw160%26sigh%3DWJy4Y7g-2J21TUtB-dcNhcMvGQ0&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:85%;"&gt;&lt;span style="font-family: trebuchet ms;"&gt;A pesca exige paciência. Normalmente no silêncio, na beira de um lago ou rio, a ação se desenvolve, tendo em vista a calmaria externa para não espantar os animais.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:85%;"&gt;&lt;span style="font-family: trebuchet ms;"&gt;Na ação, pus-me a pescar luzes. Era noite, sobre o revaldo.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:85%;"&gt;&lt;span style="font-family: trebuchet ms;"&gt;Mas, ao invés do silêncio havia ruído maquinal.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:85%;"&gt;&lt;span style="font-family: trebuchet ms;"&gt;O contraste se fez existente em diversas formas.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:85%;"&gt;&lt;span style="font-family: trebuchet ms;"&gt;A possibilidade de pescar as luzes dependerá da concentração do pescador.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-4558658291570186538?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/4558658291570186538'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/4558658291570186538'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/pesca.html' title='Pesca'/><author><name>Amanda Midori</name><uri>http://www.blogger.com/profile/10068442718511888937</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://1.bp.blogspot.com/_ZRw30aX-aHY/TIrlNT1n02I/AAAAAAAAAD4/yyyyrGQLEms/S220/foto.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-1637133488389992435</id><published>2011-12-17T23:04:00.002Z</published><updated>2011-12-22T08:51:26.869Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='eduarda-andresen'/><category scheme='http://www.blogger.com/atom/ns#' term='tranferência acto-imagem'/><title type='text'>O lotus nasce da lama</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-dfc8e6ac3ca2562d" 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://v11.nonxt6.googlevideo.com/videoplayback?id%3Ddfc8e6ac3ca2562d%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331852694%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D727D90A1F9DC383F352F6730746957B32D21F1AB.27CD7E0FCA440AB3EBBAB1F4B0F8A434E96696B7%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Ddfc8e6ac3ca2562d%26offsetms%3D5000%26itag%3Dw160%26sigh%3Dx6Um4nBxlploRveeSQViccopuN8&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://v11.nonxt6.googlevideo.com/videoplayback?id%3Ddfc8e6ac3ca2562d%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331852694%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D727D90A1F9DC383F352F6730746957B32D21F1AB.27CD7E0FCA440AB3EBBAB1F4B0F8A434E96696B7%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Ddfc8e6ac3ca2562d%26offsetms%3D5000%26itag%3Dw160%26sigh%3Dx6Um4nBxlploRveeSQViccopuN8&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;À questão &lt;i&gt;"será a ação de meditar inusitada no espaço (arquitectónico?) contido entre o pedestal de uma estátua e um contentor do lixo do exterior dum pavilhão numa faculdade?"&lt;/i&gt;, acresce a questão &lt;i&gt;"será que, efetivamente, ocorreram tanto a ação de meditar de facto, como os outros três atos, inverosímeis mas também documentados - "levitar"&lt;/i&gt;, &lt;i&gt;"desaparecer e reaparecer"&lt;/i&gt; e &lt;i&gt;"desaparecer para reaparecer noutro lugar (teletransportar-se)?"&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;Temos aqui alguns&amp;nbsp; níveis diferentes da perceção:&lt;br /&gt;&lt;br /&gt;O nível - exterior à ação -&amp;nbsp; do espetador que é confrontado apenas com o documento e que não pode assegurar-se de que, para além das outras três, a própria ação de meditar naquele espaço tenha, de facto, ocorrido, de que tudo se tenha passado mesmo assim, de que apenas parte tenha ocorrido ou de que tudo não passe duma montagem e resta-lhe acreditar, ou não, no que afirma a autora.&lt;br /&gt;&lt;br /&gt;O nível - exterior -&amp;nbsp; do espetador que foi testemunha da ação e que sabe que uma aparência de meditação ocorreu, de facto, naquele espaço e durante mais de uma hora, mas que, porque não permaneceu durante todo esse tempo naquele lugar, não pode assegurar-se de que, de facto, não tenham acontecido as três outras ações, e pode apenas partir do princípio que não, uma vez que contrariam a sua descrição daquilo que é possível acontecer nesta dimensão física cuja descrição empírica partilhamos; quanto a ter-se passado assim do ponto de vista percebido pela autora, resta-lhe acreditar ou não no que é afirmado.&lt;br /&gt;&lt;br /&gt;O nível - exterior - do espetador que ajudou a documentar a ação e é o único que sabe que o documento que está a ser utilizado foi por si emitido e não continha documentos das outras três ações, que também não presenciou, mas que também não pode ter a certeza se essas ações se passaram ou não quando não estava lá para as documentar ou, ainda, se se passaram a um nível interior.&lt;br /&gt;&lt;br /&gt;O nível - interior - da autora, que sabe se meditou ali e se, durante a hora em que permaneceu, de olhos fechados, o fez numa imobilidade nem sempre só física, se presenciou interiormente, através do som, das vibrações do terreno e das deslocações do ar, a passagem, permanência e impermanência de testemunhas exteriores, e que afirma ter presenciado também a ação de desaparecer, reaparecer e teletransportar-se, e que não pode ter a certeza se tudo não passou de uma percepção interior, orientada apenas por intenções seguidas da realidade percebida consequente, ou se de facto desapareceu, reapareceu e se teletransportou,&amp;nbsp; e que, inclusivamente, afirma que não pode ter a certeza se o dragão verde, de olhos raiados de sangue e narinas resfolegantes que por ali passou e bateu - "toc toc toc toc toc toc" com a pata no lado direito do cartão dobrado em que se sentava foi ou não apenas imaginação sua;&amp;nbsp; embora também possa partir do princípio de que tudo isso não aconteceu de forma fisicamente visível, já que também contraria a sua descrição daquilo que é possível acontecer nesta dimensão física cuja descrição empírica partilhamos.&lt;br /&gt;&lt;br /&gt;A música pertence ao grupo alemão &lt;i&gt;Elbtonalschlagwerk&lt;/i&gt;, é o tema nº7 do album &lt;i&gt;Percussion works&lt;/i&gt;, &lt;i&gt;"Uneven Souls".&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-1637133488389992435?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/1637133488389992435'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/1637133488389992435'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/o-lotus-nasce-da-lama.html' title='O lotus nasce da lama'/><author><name>Eduarda</name><uri>http://www.blogger.com/profile/03151513992264809752</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-3527013249129830686</id><published>2011-12-17T18:31:00.002Z</published><updated>2011-12-17T18:35:58.904Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='transferência acto-imagem'/><title type='text'>UM ACTO DE SOBREVIVÊNCIA</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-WZYBChyU9SY/Tuzg0kzaNfI/AAAAAAAAACU/mQOo8fLrn54/s1600/final.jpg"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 320px; height: 96px;" src="http://3.bp.blogspot.com/-WZYBChyU9SY/Tuzg0kzaNfI/AAAAAAAAACU/mQOo8fLrn54/s320/final.jpg" alt="" id="BLOGGER_PHOTO_ID_5687167623299216882" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-3527013249129830686?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/3527013249129830686'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/3527013249129830686'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/um-acto-de-sobrevivencia.html' title='UM ACTO DE SOBREVIVÊNCIA'/><author><name>daniela</name><uri>http://www.blogger.com/profile/10085022496489826990</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-WZYBChyU9SY/Tuzg0kzaNfI/AAAAAAAAACU/mQOo8fLrn54/s72-c/final.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-3656443171358554986</id><published>2011-12-17T12:12:00.004Z</published><updated>2011-12-17T12:17:25.214Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='transferencia imagem-acto'/><title type='text'></title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-dNHDS0AW90E/TuyILmx0E6I/AAAAAAAAAB8/Yew6zNMXdx4/s1600/DSC03444.JPG"&gt;&lt;img style="display: block; 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 mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="PT-BR"&gt;Transferência acto-imagem&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="PT-BR"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="PT-BR"&gt;A acção consistiu numa teia cuidadosamente construída em função do espaço arquitectónico e da sua configuração rectilínia.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="PT-BR"&gt;&lt;span style=""&gt; &lt;/span&gt;De facto, construi meticulosamente uma teia que se apoderou sucessivamente do espaço: fios de duas cores que se prendiam, atavam, colavam, enrolavam e desenrolavam, mas que seguiam a mesma direcção, paralelos entre si como se fossem à procura de algo, ou apenas procurassem o seu destino. A relação que mantêm entre si e a forma harmoniosa como se unem, leva-os a percorrer o mesmo caminho subindo e descendo, ultrapassando obstáculos ou criando-os.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="PT-BR"&gt;À medida que as pessoas se deslocavam no espaço, subindo ou descendo as escadas estreitas do edifício, ou passando no pátio de umas salas para as outras, deparavam-se com vários obstáculos, conjunto de fios que trespassavam os degraus de forma despercebida mas, dificultando-lhes a passagem. Não tendo conhecimento do que se estava a passar, esta acção deixou-as um pouco confusas e perplexas. &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="PT-BR"&gt;Segui a ideia de Tschumi de que a conjunção entre os espaços (de movimento, no meu caso, articulando o espaço dos sentidos e o espaço da sociedade) e movimento (neste caso, das pessoas que os percorriam com os seus corpos, gerando e definindo eles próprios espaço através do seu movimento [v. fotografia]) é o que propicia o evento potencial.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;span lang="PT-BR"&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="PT-BR"&gt;Elisa Almeida&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="color: rgb(153, 51, 0);" lang="PT-BR"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-3656443171358554986?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/3656443171358554986'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/3656443171358554986'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/normal-0-21-false-false-false-pt-x-none.html' title=''/><author><name>elisa almeida</name><uri>http://www.blogger.com/profile/10221983704724638637</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-dNHDS0AW90E/TuyILmx0E6I/AAAAAAAAAB8/Yew6zNMXdx4/s72-c/DSC03444.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-6042320246443708814</id><published>2011-12-16T22:18:00.008Z</published><updated>2011-12-16T23:50:17.838Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='joana maciel'/><title type='text'>Transferência acto-imagem</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-2gqhYiAOk_E/TuvMDcoNslI/AAAAAAAAAFQ/S3C1JGs6D64/s1600/IMG_8452.JPG"&gt;&lt;img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 240px; DISPLAY: block; HEIGHT: 320px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5686863314081919570" border="0" alt="" src="http://4.bp.blogspot.com/-2gqhYiAOk_E/TuvMDcoNslI/AAAAAAAAAFQ/S3C1JGs6D64/s320/IMG_8452.JPG" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;p align="left"&gt;O local selecionado para a realização da acção foi uma casa de banho da faculdade. Decidi neste espaço fazer uma leitura de um livro de banda desenhada enquanto aperciava uma bebida- os liquidos contidos na sanita. &lt;/p&gt;&lt;br /&gt;&lt;div&gt;&lt;u&gt;&lt;span style="color:#0066cc;"&gt;&lt;/span&gt;&lt;/u&gt;&lt;a href="http://2.bp.blogspot.com/-rCSiKPM_fBg/TuvLPXXLsrI/AAAAAAAAAE4/U7oL37FmX0w/s1600/3%2B001.jpg"&gt;&lt;img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 320px; DISPLAY: block; HEIGHT: 233px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5686862419315110578" border="0" alt="" src="http://2.bp.blogspot.com/-rCSiKPM_fBg/TuvLPXXLsrI/AAAAAAAAAE4/U7oL37FmX0w/s320/3%2B001.jpg" /&gt;&lt;/a&gt; A relação do corpo neste espaço é alterada, o corpo adopta outro lugar e establece uma diferente relação com o objecto sanita. A acção realizada e o tempo de duração da mesma também são alterados, tornando-o num espaço de lazer.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;a href="http://4.bp.blogspot.com/-KSEb-DraPq8/TuvLENyiH0I/AAAAAAAAAEs/s8IhdYmcF-I/s1600/1.jpg"&gt;&lt;img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 320px; DISPLAY: block; HEIGHT: 233px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5686862227766910786" border="0" alt="" src="http://4.bp.blogspot.com/-KSEb-DraPq8/TuvLENyiH0I/AAAAAAAAAEs/s8IhdYmcF-I/s320/1.jpg" /&gt;&lt;/a&gt; Esta sequência de imagens sugerenos as várias acções que se podem desenrolar neste espaço. Há referencias do espaço do arquitectura, da posição que o corpo ocupa e as acções que ele desenrola. É uma sequencia de transfromação onde há uma constante repetição e multiplicação das imagens que dá indicações do tempo e tenta establecer uma narrativa. As imagens relacionam-se através das marcas do corpo e dos objectos no espaço, e ao mesmo tempo um conflito pois estas acções contradizem-se à imagem que refere o local da acção. &lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-6042320246443708814?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/6042320246443708814'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/6042320246443708814'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/transferencia-acto-imagem_16.html' title='Transferência acto-imagem'/><author><name>Joana Maciel</name><uri>http://www.blogger.com/profile/09917115096509793167</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-2gqhYiAOk_E/TuvMDcoNslI/AAAAAAAAAFQ/S3C1JGs6D64/s72-c/IMG_8452.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-1603116062460001197</id><published>2011-12-15T01:24:00.003Z</published><updated>2011-12-15T02:03:53.904Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Aline Volkmer'/><category scheme='http://www.blogger.com/atom/ns#' term='transferência acto-imagem'/><title type='text'>biblioteca/castelo</title><content type='html'>&lt;span class="Apple-style-span" style="color: rgb(0, 0, 238); -webkit-text-decorations-in-effect: underline; "&gt;&lt;span class="Apple-style-span" style="-webkit-text-decorations-in-effect: underline; "&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="-webkit-text-decorations-in-effect: underline; "&gt;&lt;img src="http://4.bp.blogspot.com/-8ERRwG1wQrA/TulPKH9Qr_I/AAAAAAAACMY/OQh_dodLlwo/s320/DSC03601.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5686163039885242354" style="display: block; margin-top: 0px; margin-right: auto; margin-bottom: 10px; margin-left: auto; text-align: center; cursor: pointer; width: 278px; height: 320px; " /&gt;&lt;/span&gt;&lt;img src="http://3.bp.blogspot.com/-Q5_rC5Ve9zI/TulPI9_EoJI/AAAAAAAACLw/AGFzuBYEKDg/s320/DSC03472.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5686163020028616850" style="display: block; margin-top: 0px; margin-right: auto; margin-bottom: 10px; margin-left: auto; text-align: center; cursor: pointer; width: 320px; height: 240px; " /&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 238); -webkit-text-decorations-in-effect: underline; "&gt;&lt;span class="Apple-style-span" style="-webkit-text-decorations-in-effect: underline; "&gt;&lt;img src="http://4.bp.blogspot.com/-1MK7ZHmY2TY/TulPJurC64I/AAAAAAAACMI/wTpxBSpJhQE/s320/DSC03597.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5686163033097956226" style="display: block; margin-top: 0px; margin-right: auto; margin-bottom: 10px; margin-left: auto; text-align: center; cursor: pointer; width: 320px; height: 240px; " /&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="-webkit-text-decorations-in-effect: underline; "&gt;&lt;/span&gt;&lt;img src="http://2.bp.blogspot.com/-NlhJDf0ASBk/TulPJLX2stI/AAAAAAAACL8/UdqaEVSMvAM/s320/DSC03471.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5686163023622222546" style="display: block; margin-top: 0px; margin-right: auto; margin-bottom: 10px; margin-left: auto; text-align: center; cursor: pointer; width: 240px; height: 320px; " /&gt;&lt;/span&gt;&lt;a href="http://4.bp.blogspot.com/-Lj3nVTEUna4/TulPK069hiI/AAAAAAAACMg/DsA_vnBq35Y/s1600/DSC03590.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://4.bp.blogspot.com/-Lj3nVTEUna4/TulPK069hiI/AAAAAAAACMg/DsA_vnBq35Y/s320/DSC03590.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5686163051955193378" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span"  style="font-size:78%;"&gt;A performance foi pensada como uma invasão ilegal e secreta do espaço. A ideia era fazer uma acção a que ninguém tivesse acesso alem de mim, e da qual houvessem apenas registros indirectos.Um dos motivos para não haver registros concretos é o fato de a acção ter sido feita a noite e sem luz devido a necessidade de não chamar atenção. O outro motivo foi o fato de que interessava a ideia de gerar duvidas a respeito de como ficou o trabalho final. Apresento aqui apenas os desenhos projectais como sugestão a imaginação e registro das ideias que levaram à acção.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span"  style="font-size:78%;"&gt;O primeiro passo da acção foi conseguir ter acesso à chave da Biblioteca da FBAUP, que foi o espaço escolhido para minha acção. &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span"  style="font-size:78%;"&gt;O segundo passo foi esperar escondida até a hora de fechamento da FBAUP e entrar na Biblioteca. &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span"  style="font-size:78%;"&gt;O terceiro paso foi construir um castelo de livros no escuro e voltar a arrumá-los exactamente da mesma forma nas prateleiras, para isso utilizei um registro fotográfico extenso das prateleiras feita durante o dia. As únicas ferramentas eram uma lanterna pequena de LED e a camera para usar como parâmetro para rearrumar as prateleiras. Em nenhum momento acendi a luz com medo de ser descoberta. A acção encerrou-se no dia seguinte antes do horário de abertura e foi feita na terça dia 6 de Dezembro de 2011, das 22h as 6h aproximadamente.&lt;/span&gt;&lt;/div&gt;&lt;span class="Apple-style-span"  style="font-size:78%;"&gt;&lt;a href="http://4.bp.blogspot.com/-8ERRwG1wQrA/TulPKH9Qr_I/AAAAAAAACMY/OQh_dodLlwo/s1600/DSC03601.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;/a&gt;&lt;/span&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://4.bp.blogspot.com/-1MK7ZHmY2TY/TulPJurC64I/AAAAAAAACMI/wTpxBSpJhQE/s1600/DSC03597.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://2.bp.blogspot.com/-NlhJDf0ASBk/TulPJLX2stI/AAAAAAAACL8/UdqaEVSMvAM/s1600/DSC03471.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://3.bp.blogspot.com/-Q5_rC5Ve9zI/TulPI9_EoJI/AAAAAAAACLw/AGFzuBYEKDg/s1600/DSC03472.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-1603116062460001197?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/1603116062460001197'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/1603116062460001197'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/performance-foi-pensada-como-uma.html' title='biblioteca/castelo'/><author><name>ni</name><uri>http://www.blogger.com/profile/09926128999628339891</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-8ERRwG1wQrA/TulPKH9Qr_I/AAAAAAAACMY/OQh_dodLlwo/s72-c/DSC03601.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-9102164629086504525</id><published>2011-12-14T23:53:00.001Z</published><updated>2011-12-14T23:54:36.477Z</updated><title type='text'>Transferência Acto-Imagem</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-zfYnR8GctWI/Tuk1-tuVyqI/AAAAAAAAAZs/6ImqKgZceJc/s1600/2__.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/-zfYnR8GctWI/Tuk1-tuVyqI/AAAAAAAAAZs/6ImqKgZceJc/s400/2__.jpg" width="281" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="https://lh5.googleusercontent.com/-xxUlKQ9u98k/Tuk2Bn2NpMI/AAAAAAAAAZ0/WtaM2Yts4fE/s1600/IMGP5424.MOV" height="266" width="320"&gt;&lt;param name="movie" value="http://video.google.com/googleplayer.swf?videoUrl=http%3A%2F%2Fv14.nonxt5.googlevideo.com%2Fvideoplayback%3Fid%3Dbc8d346b23073e0b%26itag%3D18%26source%3Dpicasa%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1323928167%26sparams%3Did%2Citag%2Csource%2Cip%2Cipbits%2Cexpire%26signature%3DC2E258B14373316AC36738BB58E5345CB9C6D57D.C15E3036778EA2A7EE0ADBD2B7DB6F7975317BDB%26key%3Dlh1" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://video.google.com/googleplayer.swf?videoUrl=http%3A%2F%2Fv14.nonxt5.googlevideo.com%2Fvideoplayback%3Fid%3Dbc8d346b23073e0b%26itag%3D18%26source%3Dpicasa%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1323928167%26sparams%3Did%2Citag%2Csource%2Cip%2Cipbits%2Cexpire%26signature%3DC2E258B14373316AC36738BB58E5345CB9C6D57D.C15E3036778EA2A7EE0ADBD2B7DB6F7975317BDB%26key%3Dlh1" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Instrução por Francisca Lopes Martins&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Acto realizado por Mafalda Pessoa Jorge&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-9102164629086504525?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/9102164629086504525'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/9102164629086504525'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/transferencia-acto-imagem.html' title='Transferência Acto-Imagem'/><author><name>Mafalda Pessoa Jorge</name><uri>http://www.blogger.com/profile/08349477213195498109</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-zfYnR8GctWI/Tuk1-tuVyqI/AAAAAAAAAZs/6ImqKgZceJc/s72-c/2__.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-5580981315248027622</id><published>2011-12-14T23:41:00.003Z</published><updated>2011-12-14T23:48:04.849Z</updated><title type='text'>Transferência Acto-Imagem</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-3mQf0OfzECw/TukzZzB08LI/AAAAAAAAAYg/uUjHp1lW_Io/s1600/proposta_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-3mQf0OfzECw/TukzZzB08LI/AAAAAAAAAYg/uUjHp1lW_Io/s400/proposta_1.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-IMOOIwLvfUA/Tukzcsm5pII/AAAAAAAAAYo/feQoY7X8H7k/s1600/prp30.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="263" src="http://4.bp.blogspot.com/-IMOOIwLvfUA/Tukzcsm5pII/AAAAAAAAAYo/feQoY7X8H7k/s400/prp30.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; 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text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Instrução por Mafalda Pessoa Jorge&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Acto realizado por Francisca Lopes Martins&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-5580981315248027622?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/5580981315248027622'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/5580981315248027622'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/blog-post_14.html' title='Transferência Acto-Imagem'/><author><name>Mafalda Pessoa Jorge</name><uri>http://www.blogger.com/profile/08349477213195498109</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-3mQf0OfzECw/TukzZzB08LI/AAAAAAAAAYg/uUjHp1lW_Io/s72-c/proposta_1.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-5576520076517438455</id><published>2011-12-13T13:06:00.002Z</published><updated>2011-12-13T13:11:24.032Z</updated><title type='text'>Ilumina-me</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-tVgKaLeLqBY/TudOHCi3JMI/AAAAAAAAADw/Tk0mT4yqqLY/s1600/ilumina.m" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 283px; height: 400px;" src="http://1.bp.blogspot.com/-tVgKaLeLqBY/TudOHCi3JMI/AAAAAAAAADw/Tk0mT4yqqLY/s400/ilumina.m" border="0" alt="" id="BLOGGER_PHOTO_ID_5685598937427682498" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"&gt;&lt;u&gt;"Olha para a lâmpada, &lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"&gt;&lt;u&gt;observe-a e absorve-lhe a luz com os olhos.&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"&gt;&lt;u&gt;Agora ilumina-me."&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-5576520076517438455?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/5576520076517438455'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/5576520076517438455'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/ilumina-me.html' title='Ilumina-me'/><author><name>Ana Olímpia Santos</name><uri>http://www.blogger.com/profile/15669130523919737906</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-tVgKaLeLqBY/TudOHCi3JMI/AAAAAAAAADw/Tk0mT4yqqLY/s72-c/ilumina.m' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-1915003763412940700</id><published>2011-12-09T22:16:00.019Z</published><updated>2011-12-10T00:04:59.945Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='transferencia imagem-acto'/><category scheme='http://www.blogger.com/atom/ns#' term='Helenio Lopes'/><title type='text'>Transferencia imagem-acto</title><content type='html'>&lt;div&gt;&lt;a href="http://3.bp.blogspot.com/-Fhfhgjm2u-g/TuKQRGfm0vI/AAAAAAAAABY/XlaHcxxDpzk/s1600/P1060407.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="margin: 0px 10px 10px 0px; width: 276px; height: 352px; float: left; cursor: pointer;" id="BLOGGER_PHOTO_ID_5684264303170343666" border="0" alt="" src="http://3.bp.blogspot.com/-Fhfhgjm2u-g/TuKQRGfm0vI/AAAAAAAAABY/XlaHcxxDpzk/s320/P1060407.JPG" /&gt;&lt;/a&gt;&lt;a href="http://2.bp.blogspot.com/-Px7ORiEnwUQ/TuKQjd6o-RI/AAAAAAAAABk/yVllw2L3umk/s1600/P1060403.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="margin: 0px 0px 10px 10px; width: 273px; height: 352px; float: right; cursor: pointer;" id="BLOGGER_PHOTO_ID_5684264618695391506" border="0" alt="" src="http://2.bp.blogspot.com/-Px7ORiEnwUQ/TuKQjd6o-RI/AAAAAAAAABk/yVllw2L3umk/s320/P1060403.JPG" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;div&gt;&lt;div align="center"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" style="text-align: left;"&gt;(fig.1) &lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt; &lt;a href="http://4.bp.blogspot.com/-2psv_VoxaXA/TuKQ5D8XhQI/AAAAAAAAAB8/RRPRdLnSaVU/s1600/P1060406.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="margin: 0px 0px 10px 10px; width: 240px; height: 320px; float: right; cursor: pointer;" id="BLOGGER_PHOTO_ID_5684264989680436482" border="0" alt="" src="http://4.bp.blogspot.com/-2psv_VoxaXA/TuKQ5D8XhQI/AAAAAAAAAB8/RRPRdLnSaVU/s320/P1060406.JPG" /&gt;&lt;/a&gt;&lt;a href="http://4.bp.blogspot.com/-Qtf1Pbp_Lqk/TuKQwpcpH6I/AAAAAAAAABw/a88x57oYpho/s1600/P1060404.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="margin: 0px 10px 10px 0px; width: 320px; height: 240px; float: left; cursor: pointer;" id="BLOGGER_PHOTO_ID_5684264845129097122" border="0" alt="" src="http://4.bp.blogspot.com/-Qtf1Pbp_Lqk/TuKQwpcpH6I/AAAAAAAAABw/a88x57oYpho/s320/P1060404.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt;  &lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt;                           &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;     "Duas interpretações do mesmo conjunto de instruções nunca são identicas."&lt;/div&gt;&lt;div&gt;   Este frase de Hans Obrist em 'do it' foi o mote do meu trabalho. Frase que coopera na maioria das instruções de Yoko Ono, em que a utilização da ambiguidade e do imperativo coordenam a instrução.&lt;/div&gt;&lt;div&gt;  A minha instrução (fig.1) incorpora estas ideias, mas procura brincar com a ideia de que o instruido possa modificar a construção racional de uma peça artistica, que ao ser executada e apresentada a realização da instrução num museu, apresentaria uma nova perspectiva da mesma exposição, um pouco como disse Hans Obrist em 'do it':&lt;/div&gt;&lt;div&gt;  "Tornei-me mais e mais interessado na hipotetica e ludica noção da dispersão da exibição de arte muito além dos limites tradicionais."&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-1915003763412940700?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/1915003763412940700'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/1915003763412940700'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/transferencia-imagem-acto_09.html' title='Transferencia imagem-acto'/><author><name>Helenio Lopes</name><uri>http://www.blogger.com/profile/08303137990638576641</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Fhfhgjm2u-g/TuKQRGfm0vI/AAAAAAAAABY/XlaHcxxDpzk/s72-c/P1060407.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-2908115285847734519</id><published>2011-12-07T22:43:00.014Z</published><updated>2011-12-09T22:04:01.867Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='experiências do massejar'/><title type='text'>Transferência-de-uso</title><content type='html'>&lt;div&gt;&lt;div&gt;&lt;div align="center"&gt;&lt;a href="http://1.bp.blogspot.com/-kk2MTnNCX8c/Tt_x81o056I/AAAAAAAAAA0/b7s5nQoIh0I/s1600/P1060400.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;/a&gt;&lt;div&gt;&lt;div align="center"&gt;experiências do massajar&lt;/div&gt;&lt;div align="center"&gt; &lt;img style="margin: 0px auto 10px; width: 320px; height: 240px; text-align: center; display: block; cursor: pointer;" id="BLOGGER_PHOTO_ID_5683527057750366562" border="0" alt="" src="http://1.bp.blogspot.com/-7YT7zhTnPGA/Tt_xvxSIGWI/AAAAAAAAAAo/69bFttSEHRQ/s320/P1060402.JPG" /&gt;&lt;/div&gt;&lt;div align="center"&gt; auto-retrato&lt;/div&gt;&lt;div align="center"&gt; &lt;img style="margin: 0px auto 10px; width: 240px; height: 320px; text-align: center; display: block; cursor: pointer;" id="BLOGGER_PHOTO_ID_5683527934807461314" border="0" alt="" src="http://2.bp.blogspot.com/-YvMNQPyh6g0/Tt_yi0k1TcI/AAAAAAAAABM/wm4sdC_jDGU/s320/P1060400.JPG" /&gt;&lt;/div&gt;&lt;div align="center"&gt; &lt;/div&gt;&lt;div align="center"&gt;   O massajar traz me recordações familiares e de tranquilidade. Os meus trabalhos incidiram nessa ação, movimentos convergentes dos dedos de modo lento e regular.   Esta ação foi transferida para o papel com recurso a próteses em cada dedo, elásticos prendendo diferentes tipos de pontas de carvão consoante a especificidade de cada dedo.   O primeiro desenho constitui a experiência da ação no papel. Entre cada uma das marcas produzidas poucas diferenças transparecem, mas vê se a incidência do polegar e do dedo médio na imagem por serem os de maior expressão e os que consequentemente tinham o carvão mais macio.  O segundo desenho é um auto-retrato, realizado com a mesma técnica, utilizando a imagem do telemóvel como referencia. A representação procurou manter constante o mesmo ritmo lento e regular,  que se podia exaltar por tentar representar o mais fielmente a imagem, e ter como escala de     cor os dedos que melhor pudessem traduzir a relação de luz e sombra. A imagem resulta            da rotação da mão nos locais de maior volume e sombra.&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-2908115285847734519?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/2908115285847734519'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/2908115285847734519'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/transferencia-de-uso_07.html' title='Transferência-de-uso'/><author><name>Helenio Lopes</name><uri>http://www.blogger.com/profile/08303137990638576641</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-7YT7zhTnPGA/Tt_xvxSIGWI/AAAAAAAAAAo/69bFttSEHRQ/s72-c/P1060402.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-2230662342766238457</id><published>2011-12-07T13:16:00.011Z</published><updated>2011-12-07T13:31:19.618Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Seminário 2_Transferência Imagem - Acto'/><category scheme='http://www.blogger.com/atom/ns#' term='José Miguel Cardoso'/><title type='text'>Cópia do copista</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-LLT2CEgItes/Tt9nx60-VoI/AAAAAAAAIG4/7P1y9pLRL_A/s1600/manual2.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 162px;" src="http://3.bp.blogspot.com/-LLT2CEgItes/Tt9nx60-VoI/AAAAAAAAIG4/7P1y9pLRL_A/s200/manual2.jpg" alt="" id="BLOGGER_PHOTO_ID_5683375362067551874" border="0" /&gt;&lt;/a&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-bwJB0yEJsXs/Tt9noxQA_QI/AAAAAAAAIGs/_6gdzLr63RI/s1600/manual1.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 162px; height: 200px;" src="http://1.bp.blogspot.com/-bwJB0yEJsXs/Tt9noxQA_QI/AAAAAAAAIGs/_6gdzLr63RI/s200/manual1.jpg" alt="" id="BLOGGER_PHOTO_ID_5683375204877794562" border="0" /&gt;&lt;/a&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-A3wjj9oKT8M/Tt9n5jhJM8I/AAAAAAAAIHE/d44h3v8Mi40/s1600/manual3.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 150px;" src="http://1.bp.blogspot.com/-A3wjj9oKT8M/Tt9n5jhJM8I/AAAAAAAAIHE/d44h3v8Mi40/s200/manual3.jpg" alt="" id="BLOGGER_PHOTO_ID_5683375493249315778" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-IjAbiPGzJZg/Tt9oTqqSpNI/AAAAAAAAIHQ/XHXw1kZuWNc/s1600/registo.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 150px;" src="http://2.bp.blogspot.com/-IjAbiPGzJZg/Tt9oTqqSpNI/AAAAAAAAIHQ/XHXw1kZuWNc/s200/registo.jpg" alt="" id="BLOGGER_PHOTO_ID_5683375941843330258" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Este exercício no segundo seminário consistiu num manual de instruções de caligrafia Romana, que assumiu a autoridade de colocar uma colega a fazer uma cópia, quase penitência como um monge copista num antigo scriptorium.&lt;br /&gt;O registo deste acto consistiu num desenho da pessoa que se debruça sobre a folha de papel com o aparo na mão, as letras que desenha como as vê de frente e a forma como o observador/desenhador vê as letras.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-2230662342766238457?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/2230662342766238457'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/2230662342766238457'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/copia-do-copista.html' title='Cópia do copista'/><author><name>José Miguel Carvalho Cardoso</name><uri>http://www.blogger.com/profile/13882933092570215824</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://2.bp.blogspot.com/-Z_BNveuem78/Tu-IHCeAErI/AAAAAAAAII8/yIFXnJmrIcw/s220/zemiguel.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-LLT2CEgItes/Tt9nx60-VoI/AAAAAAAAIG4/7P1y9pLRL_A/s72-c/manual2.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-3175766332774412364</id><published>2011-12-06T22:37:00.003Z</published><updated>2012-02-06T19:10:51.333Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ariana Loureiro'/><title type='text'>Seminario 1, transferencia de uso</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-cagmMeva9Us/Tt6bW5j30TI/AAAAAAAAAAk/1nvf20mZSew/s1600/DSC00439.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5683150597498851634" src="http://3.bp.blogspot.com/-cagmMeva9Us/Tt6bW5j30TI/AAAAAAAAAAk/1nvf20mZSew/s320/DSC00439.jpg" style="cursor: hand; cursor: pointer; float: left; height: 240px; margin: 0 10px 10px 0; width: 320px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-IAdh4eTBTE4/Tt6bWnnL0NI/AAAAAAAAAAc/h-do11vscmY/s1600/DSC00437.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5683150592680906962" src="http://2.bp.blogspot.com/-IAdh4eTBTE4/Tt6bWnnL0NI/AAAAAAAAAAc/h-do11vscmY/s320/DSC00437.jpg" style="cursor: hand; cursor: pointer; float: left; height: 320px; margin: 0 10px 10px 0; width: 222px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-IrI2Ap87dZI/Tt6aNHVSLsI/AAAAAAAAAAQ/IfAvdKv_lA8/s1600/DSC00437.jpg"&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;Para esta proposta, utilizei um gesto quotidiano que faço no meu corpo. Coçar. Na primeira imagem cocei a folha, em várias direções, sendo que, com o passar do tempo a folha começou a rasgar. Na segunda imagem, utilizei o mesmo método, mas desta vez, embebi a ponta dos dedos numa aguada de tom acastanhado para se poder observar melhor a tentativa de  um auto retrato. &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1905045061266545658-3175766332774412364?l=desenhoeperformatividade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/3175766332774412364'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1905045061266545658/posts/default/3175766332774412364'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/seminario-1.html' title='Seminario 1, transferencia de uso'/><author><name>Ariana loureiro</name><uri>http://www.blogger.com/profile/07566195745553219928</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-cagmMeva9Us/Tt6bW5j30TI/AAAAAAAAAAk/1nvf20mZSew/s72-c/DSC00439.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-3986871208192867495</id><published>2011-12-05T13:44:00.001Z</published><updated>2011-12-05T13:54:11.161Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Seminário 2_Transferência Imagem - Acto'/><category scheme='http://www.blogger.com/atom/ns#' term='eduarda-andresen'/><title type='text'>Dobra a sombra</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-1L7ziVuOrJY/TtzLkfmhB0I/AAAAAAAAAhM/e8xSYOCQmsM/s1600/P1240220.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 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href='http://desenhoeperformatividade.blogspot.com/2011/12/tranferencia-imagem-acto-instrucao.html' title='Dobra a sombra'/><author><name>Eduarda</name><uri>http://www.blogger.com/profile/03151513992264809752</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-1L7ziVuOrJY/TtzLkfmhB0I/AAAAAAAAAhM/e8xSYOCQmsM/s72-c/P1240220.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-9120427009893682040</id><published>2011-12-05T11:32:00.001Z</published><updated>2011-12-05T14:20:08.277Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='transferencia imagem-acto'/><category scheme='http://www.blogger.com/atom/ns#' term='David Penela'/><title type='text'>criação pela desestruturação</title><content type='html'>&lt;div 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href='http://www.blogger.com/feeds/1905045061266545658/posts/default/9120427009893682040'/><link rel='alternate' type='text/html' href='http://desenhoeperformatividade.blogspot.com/2011/12/criacao-pela-desestruturacao.html' title='criação pela desestruturação'/><author><name>David Penela</name><uri>http://www.blogger.com/profile/11288699216619208319</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-HkBQDOB-Gfc/TtyqWZjXShI/AAAAAAAAAFU/foseYZU1WjA/s72-c/DSC04840.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1905045061266545658.post-1462062797204110201</id><published>2011-12-04T22:53:00.010Z</published><updated>2011-12-05T00:22:11.550Z</updated><title type='text'>Seminário 1 - Transferência de uso  e Seminário 2 - Transferência imagem-acto</title><content type='html'>Seminário 1 - Transferência de uso  e Seminário&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-FMX7DypKpaI/TtwG-dC6oqI/AAAAAAAABMA/qbAgEyLy4dw/s1600/semin%25C3%25A1rio%2B03.jpg"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 140px; height: 200px;" src="http://2.bp.blogspot.com/-FMX7DypKpaI/TtwG-dC6oqI/AAAAAAAABMA/qbAgEyLy4dw/s200/semin%25C3%25A1rio%2B03.jpg" alt="" id="BLOGGER_PHOTO_ID_5682424499853238946" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-o01Bk37peqw/TtwHTmxCF9I/AAAAAAAABMM/bXq7L6VRvrM/s1600/seminario%2B01.jpg"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 140px; height: 200px;" src="http://3.bp.blogspot.com/-o01Bk37peqw/TtwHTmxCF9I/AAAAAAAABMM/bXq7L6VRvrM/s200/seminario%2B01.jpg" alt="" id="BLOGGER_PHOTO_ID_5682424863239837650" border="0" /&gt;&lt;/a&gt;&lt;span style="color: rgb(255, 255, 255);"&gt;_&lt;/span&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-pN3bboIVN0k/TtwHdNjr7uI/AAAAAAAABMY/wEaGoybfQfY/s1600/seminario%2B05.jpg"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 140px; height: 200px;" src="http://2.bp.blogspot.com/-pN3bboIVN0k/TtwHdNjr7uI/AAAAAAAABMY/wEaGoybfQfY/s200/seminario%2B05.jpg" alt="" id="BLOGGER_PHOTO_ID_5682425028271664866" border="0" /&gt;&lt;/a&gt;&lt;span style="color: rgb(255, 255, 255);"&gt;_&lt;/span&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-C9QyL9ymI8A/TtwHvU3GKMI/AAAAAAAABMk/4QBXjO6Jivo/s1600/semin%25C3%25A1rio%2B02.jpg"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 140px; height: 200px;" src="http://2.bp.blogspot.com/-C9QyL9ymI8A/TtwHvU3GKMI/AAAAAAAABMk/4QBXjO6Jivo/s200/semin%25C3%25A1rio%2B02.jpg" alt="" id="BLOGGER_PHOTO_ID_5682425339469768898" border="0" /&gt;&lt;/a&gt;&lt;span style="color: rgb(255, 255, 255);"&gt;_&lt;/span&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-lq4S0LSeUSM/TtwIBZUV7kI/AAAAAAAABMw/No8xHLHZkFs/s1600/seminario%2B04.jpg"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 140px; height: 200px;" src="http://1.bp.blogspot.com/-lq4S0LSeUSM/TtwIBZUV7kI/AAAAAAAABMw/No8xHLHZkFs/s200/seminario%2B04.jpg" alt="" id="BLOGGER_PHOTO_ID_5682425649903824450" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Seminário 2 - Transferência imagem-acto&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(255, 255, 255);"&gt;___________&lt;/span&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-L8Zdjh1WSag/TtwMwkpOH1I/AAAAAAAABNU/1arq6QqO0is/s1600/seminario-2.2.jpg"&gt;&lt;img style="width: 240px; height: 339px;" 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
