tag:blogger.com,1999:blog-78094805534350122022024-03-14T01:38:55.329-07:00Snack Writings - out of the studioUnknownnoreply@blogger.comBlogger32125tag:blogger.com,1999:blog-7809480553435012202.post-25780860918446926862016-09-14T07:06:00.000-07:002016-09-14T07:07:36.844-07:00<div class="separator" style="clear: both; text-align: left;">
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Rianne, Westmaas 2016</div>
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This double portrait differs from other drawings I made from nurse Rianne: No skin.</div>
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The bed sheet and the fabric of her uniform become subject to the surface now. Her knee bends and both fabrics move along. </div>
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The uniform of the nurse becomes part of a history of painted fabrics in art history. Not a rich sitter's robe though, but a certain sensuality is involved. More to come</div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-24707571540517652492016-05-25T01:54:00.002-07:002016-05-25T03:00:43.983-07:00faces and fragments<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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<tr><td class="tr-caption" style="text-align: center;">Nurse Nynke in Groningen 2016, work in progress</td></tr>
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Again - having stepped in a new portrait project - I bumped into questions regarding representations of the social/political body and the issue of the face. The last weeks I have been drawing after video stills from documentation material of the Visiting Nurses at work. It is as if the movements of the women in other people's homes are a performance. Due to my presence with my camera, the home settings feel like theatre stages. Plus the fact that they 'rehearsed' their work gestures for years already, day in and out.<br />
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In theatre faces are hardly visible and the body speaks much more than the mouth and eyes. My drawings are close to the body, in the protected environment of the home. But as soon as i start drawing a face, the drawing stops moving. As if the face is a complete body in itself and needs more breathing space for itself.<br />
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I have found that a fragmented view on another's world provides for air in my work. The script of the complete story lives somewhere under the bright white surface of the passe partout, the protective color of the uniform. My drawing notes during conversation with the nurses and their clients frame the fragments I show to you.<br />
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Possibly my face drawings are not meant for the world outside. As Michael Taussig writes in his book Mimesis and Alterity: <i>in some way or another one can protect oneself from evil spirits by portraying them</i>. I wonder about the good spirits...<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-43964675851440654892016-04-03T06:05:00.001-07:002016-04-03T06:05:31.900-07:00<div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><a href="https://lh3.googleusercontent.com/-IpOH7AbeWpQ/VwEVGqVRpCI/AAAAAAAACFA/A1egskKMXTU/s640/blogger-image--688839050.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh3.googleusercontent.com/-IpOH7AbeWpQ/VwEVGqVRpCI/AAAAAAAACFA/A1egskKMXTU/s640/blogger-image--688839050.jpg"></a></div><br></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-30681224812568882732016-03-23T03:53:00.001-07:002016-03-23T07:56:17.167-07:00<div class="separator" style="clear: both; text-align: center;">
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-53475686454022111212016-03-08T13:44:00.003-08:002016-03-08T14:08:57.078-08:00balans schetsen<div class="separator" style="clear: both; text-align: center;">
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-29645770749808834122016-02-29T08:41:00.001-08:002016-02-29T08:41:28.457-08:00luisterend portret op schapje<div class="separator" style="clear: both; text-align: center;">
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-53136130042377637582016-02-29T08:39:00.002-08:002016-02-29T08:39:21.701-08:00Papier plannen<div class="separator" style="clear: both; text-align: center;">
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-34045558102087826802016-02-15T03:22:00.001-08:002016-02-15T03:25:59.952-08:00onzichtbare productie van zorg<a href="http://1.bp.blogspot.com/-DACAM3Smyww/VsG1B-16RZI/AAAAAAAACAo/hJdYUPh6EnA/s1600/Schermafbeelding%2B2016-01-10%2Bom%2B14.51.40.png" imageanchor="1"><img border="0" height="400" src="https://1.bp.blogspot.com/-DACAM3Smyww/VsG1B-16RZI/AAAAAAAACAo/hJdYUPh6EnA/s640/Schermafbeelding%2B2016-01-10%2Bom%2B14.51.40.png" width="640" /></a><br />
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<span style="font-size: xx-small;">Videostill Groningen 2015</span><br />
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Als kunstenaar ben ik gewend dat mijn werk bestaat uit een (re)productie van vormen en objecten. Nu mijn onderzoek zich richt op de werkomgeving van de wijkverpleegkundige, wil ik deze productie kritischer bekijken. Wat ik zie in de huizen waar de vrouwen werken is dat hun werk niet zozeer vormen en objecten voortbrengt, maar eerder een autonomie van leven.<br />
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Doordat het werk zich afspeelt in de beslotenheid van huizen van cliënten, blijft het bijzonder noodzakelijke en creatieve werk van de vrouwen veelal onzichtbaar voor de buitenwereld. Ik zie hier daarom een opdracht voor mij als buitenstaander een manier te vinden om iets te (re)produceren waarin die autonomie spreekt.<br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-49901974604383408092016-01-17T12:32:00.001-08:002016-01-19T10:08:38.157-08:00tomatoes and cucumbers never die<div class="separator" style="clear: both; text-align: center;">
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This thursday I was welcome to join nurse Ella visit Mrs Z, shortly after she lost her husband. I met them in november last year, to talk about Ella for the <i><a href="http://mariekezwart.nl/index.php?/role-model-visiting-nurse/">Role Model Project</a></i>. </div>
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The interior of the living room changed due to the absence of the bed in the living room where Mr Z spent his last weeks. </div>
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I went to make coffee in the kitchen and found a note from the husband to his wife on a whiteboard hanging next to the door: <i>Ik hou nog veel van jou, 8-05-2015, niet huilen</i>. Underneath grocery items were written that needed to be bought: tomaten, komkommer. </div>
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The message filled the whole house and went straight for my heart. </div>
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Mrs Z will help me to make a portrait of Ella, who was there four times a day for her husband. </div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-6002942879860612122016-01-03T07:48:00.003-08:002016-01-17T13:39:26.446-08:00<a href="http://2.bp.blogspot.com/-SnhpBkh2iKg/VolCwe7Bt-I/AAAAAAAAB88/-Y7zp3_Hv3g/s1600/Schermafbeelding%2B2016-01-03%2Bom%2B16.42.43.png" imageanchor="1"><img border="0" height="180" src="http://2.bp.blogspot.com/-SnhpBkh2iKg/VolCwe7Bt-I/AAAAAAAAB88/-Y7zp3_Hv3g/s320/Schermafbeelding%2B2016-01-03%2Bom%2B16.42.43.png" width="320" /></a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-58146679212365063732015-11-29T14:04:00.000-08:002016-01-17T14:26:09.340-08:00Working class handsIn almost every art show I went lately I saw imagery of working hands: At the 2015 Venice Biënnale, this years Rijksakademie open weekend and at the current show at SMBA of Antony Pittas.<br />
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My concern is not only that my own fascination for <i>hands at work</i> is not so original anymore, but the fact that all the hands I see seem to be <i>working class</i> hands, estheticized for an artist's concept.<br />
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I am worried that there is a distance growing between the hands on the screens, the ones that made the video and the people that are buying them, which I presume are not covered in callus.<br />
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video fragment Antonnis Pittas</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-41806354103738808392015-11-16T06:16:00.003-08:002015-11-30T14:41:07.568-08:00notes<div class="separator" style="clear: both; text-align: center;">
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Telephone notes, documentation Role Model project 2015.</div>
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I read about some artist a couple of years ago that did a residency in the office world. Let me look up his name….Shit, can't find it. Anyway, what I remember is that he collected post-its around the offices and researched in what way drawing is important in a world without art: the office discourse.<br />
Saskia Janssen also collected other peoples drawing outside her own discourse, in her project with homeless people in Amsterdam in 2006-2008. In shelter Blaka Watra, she discovered that people there were drawing all the time. On notes, on the table surface, on the walls. She also invited the people at the shelter to collect all the so called careless drawings. She published them in an interesting publication: <a href="http://www.ideabooks.nl/9789077459362-saskia-janssen-blaka-watra-spiders"><i>Blaka Watra Spiders</i>, Saskia Janssen, Roma Publications 2009</a>.<br />
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Blaka watra centre, picture by Janssen in her book.</div>
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My first three meetings with the nurses have past, and I can say there a few points that had my attention. Hands and language through hand gestures; the soft but firm touch of the woman hand with her clients. I have asked one nurse to collect all her telephone notes and doodles. But I also have a set up in mind where I document her on video when she is on the phone for an hour or so.<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-32545382665709876112015-11-02T08:07:00.003-08:002016-01-17T13:44:18.872-08:00Nurses and artNurses have always impressed me. My parents both started out as nurses, that's how they met. Before I went to art school I highly doubted if an artist is really necessary in this world, compared to a job in care. My generation, from where I come from, is brought up with the idea that one should follow a passion to build one's career - I was one of many thousands arts students graduating in 2009.<br />
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In my current practice there is still the question of necessity present. Part of this discussion inspired me to start a project in 2010 for a company in home care, Buurtzorg. I made 5 large interior portraits of their clients. (watch them <a href="http://mariekezwart.nl/index.php?/buurtzorg/buurtzorg/">here</a>) It gave me the opportunity to enter a world that I knew about from my parents and their stories. It learned me that being an artist can be great, also outside of the conventional art world. </div>
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I had set up a construction so that all three parties benefitted from the pieces: The company had large drawings that gave insight to their work field; The clients received a smaller drawing of a favorite object in their house and could hang it in their home; And I had an entrance into hyper private spaces, gaining knowledge on the relationship between artist and model, finding my own role outside the art world as I knew it, and for the first time becoming completely emotionally involved in my work. </div>
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This month I start a new series, commissioned by the almost 10 year old foundation Buurtzorg: <i>Role model. </i>Together with their clients and direct colleagues, I will make portraits of a selection of nurses in the Netherlands. We will make a collection of drawings, photographs, video's and small sculptures around the individual nurse.<br />
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During my days with the nurses I will explore my own position as an artist within this private home context. </div>
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<tr><td class="tr-caption" style="text-align: center;">Miss Kessel, Damrak Amsterdam 2010. ( She was 103 back then!)</td></tr>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-33161864554797803532015-10-29T08:55:00.001-07:002015-10-30T06:33:05.162-07:00In ear<div class="separator" style="clear: both;">
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-60319311244246451722015-10-12T02:36:00.003-07:002015-10-12T15:14:36.131-07:00<div class="separator" style="clear: both; text-align: center;">
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<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-dKjNNAjJ2D4/Vht_ZF5dPrI/AAAAAAAAB2s/EKEVwsWUyAc/s1600/image1-2.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="286" src="http://2.bp.blogspot.com/-dKjNNAjJ2D4/Vht_ZF5dPrI/AAAAAAAAB2s/EKEVwsWUyAc/s400/image1-2.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Bot Fly, 2015. Graphite on paper </td></tr>
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<a href="http://4.bp.blogspot.com/-_xvxjKKZX2U/Vhu3hB9FWrI/AAAAAAAAB3A/2CbMMve1EoU/s1600/FullSizeRender.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://4.bp.blogspot.com/-_xvxjKKZX2U/Vhu3hB9FWrI/AAAAAAAAB3A/2CbMMve1EoU/s400/FullSizeRender.jpg" width="345" /></a></div>
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<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-DKpS_fOYKqA/Vhu3lEoZSwI/AAAAAAAAB3Q/2BI-KaidqZY/s1600/IMG_9659.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="332" src="http://4.bp.blogspot.com/-DKpS_fOYKqA/Vhu3lEoZSwI/AAAAAAAAB3Q/2BI-KaidqZY/s400/IMG_9659.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">No title, 2015. Oil and watercolor on paper, charcoal. </td></tr>
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<a href="http://2.bp.blogspot.com/-uAJ-CQdrSd0/Vhu3jNAizcI/AAAAAAAAB3I/wzxndU0RWkg/s1600/IMG_9656.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://2.bp.blogspot.com/-uAJ-CQdrSd0/Vhu3jNAizcI/AAAAAAAAB3I/wzxndU0RWkg/s400/IMG_9656.JPG" width="370" /></a></div>
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Two small drawings and an excerpt of Willem Frederik Hermans' 1969 <i>De laatste resten Tropisch Nederland</i>, pag 50 and 52<br />
'In reality it is dead silent, nothing moves, even the leaves of the palm trees are not moving, because there is no wind. (…) Few plants have purple or red leaves, but mostly everything around you is green, except the white from cut trees, which is shocking in the green like the red of blood on a white skin'. p 50<br />
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In this 60's book famous Dutch writer Hermans reports on his visit to the Antilles with his wife (who was born in Surinam). His view on the Islands and Surinam is written down in an unconventional matter. Easy to read but displaying a patronizing attitude. His descriptive paragraphs throughout the whole travel book and his concluding chapter about his doubts are inspiring. <br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-35204726084679055412015-10-08T15:17:00.000-07:002015-10-08T15:17:15.458-07:00IN EAR<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-Rk-cmANtrqA/VhbrYc1yf5I/AAAAAAAAB2E/O-Gj3_Czupw/s1600/1%253F%2Bkopie.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="440" src="http://4.bp.blogspot.com/-Rk-cmANtrqA/VhbrYc1yf5I/AAAAAAAAB2E/O-Gj3_Czupw/s640/1%253F%2Bkopie.jpg" width="640" /></a></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-84921033946391827012015-09-09T13:19:00.002-07:002015-10-12T15:07:45.171-07:00swamp test surface<div class="separator" style="clear: both; text-align: center;">
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<a href="http://4.bp.blogspot.com/-cvonlakdQeM/VfCWIxv3sNI/AAAAAAAAB1Q/SVRxEliQpeg/s1600/swamps3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="http://4.bp.blogspot.com/-cvonlakdQeM/VfCWIxv3sNI/AAAAAAAAB1Q/SVRxEliQpeg/s640/swamps3.jpg" width="440" /></a></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-63478267495058579252015-08-30T07:56:00.001-07:002015-10-12T14:45:06.606-07:00Uneasiness, Representation, Mieke van de Voort in Monumentalism<div>
In the text <i>History and Trauma</i> about the exhibition <i>Monumentalism </i>in Stedelijk Museum Amsterdam in 2010<i>,</i> Jennifer Allen explains the impossibility of Representing Trauma.</div>
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Like Allen, I am (again) wondering what it is that art can do, more than a display of <i>uneasiness </i>towards troubled histories through representation and repetition of silenced voices of the marginalized. For example in the much quoted work of Renzo Martens (episode 3, enjoy poverty) where again the repetition of history by an artist in a new context is re-enacted. </div>
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Allen writes: "Many of the artworks in the exhibition seem to sit uneasily between historical representation and traumatic repression (..) In this context, what citizen-residents share are not the particular events of one history - whether the national official history or the not so official history - but history as a general phenomenon: from wars, politics, and treaties to cultural history, memoire, and micro history, to feminism, post colonialism and queerness. If the particular events no longer coincide, then it is the emotions themselves - the trauma of being a historical subject - that increasingly binds us together. (..) Trauma cannot be turned into history, the repressed into representation, without a common subject, a common experience, a common narrative that can be symbolized and witnessed. (..) What we share is the lingering fear and panic, which can so easily break out." <span style="font-size: xx-small;">page 148,162,164 </span><i style="font-size: x-small;">Monumentalism</i><span style="font-size: xx-small;"> catalogue SMBA 2010</span></div>
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This text is written 5 years ago, but the question remains I feel. In my own work I am troubled with the same issues. I tend to zoom in on private histories that are not mine. What is there to be found in this proximity? </div>
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Mieke van de Voort was an artist participating in the show, she gained my interest because I recognize a similar questions in her last works before she died. There is not much documented of her work. She went to Surinam to photograph former Marrons, in particular one of her friends <i>Vinije, </i>but struggled with the photographic process and the ontological impossibility of capturing the essence of a loved one. Therefore she decided to make a three-dimensional figure, a wax cast of Vinije taken with plaster molds. </div>
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What if one would place her work next to Nola Hatterman's figurative portraits? First thing I would point out is that Vinije is looking at Mieke. Hatterman's models never really do.<br />
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<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-5STtCYh7wcI/VeMWxnbcc7I/AAAAAAAAB0U/euXKOWsDlh4/s1600/Mieke-Van-de-Voort-Schets-voor-Vinij-Fotos.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="212" src="http://2.bp.blogspot.com/-5STtCYh7wcI/VeMWxnbcc7I/AAAAAAAAB0U/euXKOWsDlh4/s320/Mieke-Van-de-Voort-Schets-voor-Vinij-Fotos.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Schets voor Vinije, 2010</td></tr>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-21040806468378914332015-08-26T04:58:00.005-07:002015-08-26T05:01:06.601-07:00<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-Lrg1dZgfxmA/Vd2pWtIdElI/AAAAAAAABz4/iqiEl0F5uG8/s1600/P1.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="426" src="http://3.bp.blogspot.com/-Lrg1dZgfxmA/Vd2pWtIdElI/AAAAAAAABz4/iqiEl0F5uG8/s640/P1.jpeg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Stedelijk Museum Amsterdam Archive -<b> Purchases 1939</b>, nr 13: Nola Hatterman, <i>Arbeider, neger</i> <b>250,- </b>gulden</td></tr>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-40526085297105396302015-08-08T09:31:00.001-07:002015-10-12T14:33:53.997-07:00last night's dream<div class="separator" style="clear: both; text-align: center;">
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-24213306304406002302015-07-06T07:18:00.002-07:002015-07-06T07:18:30.574-07:00<a href="http://isobelwilliams.blogspot.nl/">http://isobelwilliams.blogspot.nl</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-78073413196245521762015-06-09T10:05:00.004-07:002015-06-19T01:42:19.417-07:00Q and A - the gaze, colours and tables<style>
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<span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;">Sketch for drawings installation <i style="mso-bidi-font-style: normal;">Hatterman’s Hand, after Arbeider, Neger (1939</i>)</span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="background-color: yellow;"><i><span lang="EN-US" style="background: yellow; color: #666666; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Hatterman’s Hand, after
Arbeider, Neger (1939) </span></i><span lang="EN-US" style="background: yellow; color: #666666; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">consists out of three low tables with a
selection of the complete drawing series. The drawings are placed under a large
passe-partout. Some drawings are cut off by the passe-partout, and partially
hidden. Why did you decide to present the drawings horizontally and under this passe-partout?</span></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br /></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span lang="EN-US" style="color: #666666; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">In <a href="https://www.facebook.com/photo.php?fbid=10153094464947790&set=pcb.1589864427923471&type=3&theater">the show in 1646</a> in The Hague, the complete series was placed
on a large wall, where the drawings lost a bit of their individual quality. For
a better presentation of the work I chose to show a specific selection in which
I could emphasize certain qualities and movements of the drawings individually
and in relation to each other. In 15 drawings I am able to represent the time
spent on the series, the duration of looking, and the different forms that the
hands have - the repetition as well as the difference between them.</span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br /></span></div>
<div class="MsoNormal" style="background: white none repeat scroll 0% 0%;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span lang="EN-US" style="color: #666666; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">The passe-partout is cut with a consistent frame size, to be
able to look without distractions. The placement of the cut outs is done in a
slightly circular way to stimulate looking at the table from all sides, to maneuver
between the drawings to find ones preferred point of view.</span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br /></span></div>
<div class="MsoNormal" style="background: white none repeat scroll 0% 0%;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span lang="EN-US" style="color: #666666; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">By purposely revealing the cutting and framing in the
presentation of the drawing series, my own hand has become an important part of
the display, visually and conceptually. </span></span></div>
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There is a distance between the painting, which I looked at and drawn
intensively, and me. But this distance became more understandable and maybe
even a bit smaller through embodying the parts I saw, through this repetitive
drawing gesture.</span><span lang="EN-US" style="color: #666666; mso-ascii-font-family: Cambria; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Cambria;"><br />
</span><span lang="EN-US" style="color: #666666; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><br />
The tables and passe-partouts are there both to exhibit this distance I
experienced in the work itself and to make the viewer more aware of the actual distance
between the surface and the eye. At the same time the structure makes the work
more accessible through a stronger visibility of the drawings and several
points of view.</span></span></div>
<div class="MsoNormal" style="background: white none repeat scroll 0% 0%;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br /></span></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">
<span style="background-color: yellow; font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span lang="EN-US" style="background: yellow; color: #666666; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">And why horizontal?</span></span></span></div>
<div class="MsoNormal" style="background: white none repeat scroll 0% 0%;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br /></span></div>
<div class="MsoNormal" style="background: white none repeat scroll 0% 0%;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span lang="EN-US" style="color: #666666; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">The horizontality is important because the drawings are not a representation
of the painting of Hatterman, if I hang them on the wall I feel they are in the
same space again as the painting is. They belong to a different time. This is
also why I chose to paint the tables in harsh blue-ish white. A color that
relates to contrast more than to harmony is a better fit to the work because I
want to show the <i style="mso-bidi-font-style: normal;">attempts</i> of coming
closer to a person, or a surface, not a melting together of two bodies or
surfaces.</span></span></div>
<div class="MsoNormal" style="background: white none repeat scroll 0% 0%;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br /></span></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">
<span style="background-color: yellow;"><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span lang="EN-US" style="background: yellow; color: #666666; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">When you are explaining about this distance
and the place and structure of looking, I am wondering in what way <i>the
Gaze</i> is present in this work?</span></span></span></div>
<div class="MsoNormal" style="background: white none repeat scroll 0% 0%;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"></span><br />
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"></span></div>
<div class="MsoNormal" style="background: white none repeat scroll 0% 0%;">
<div style="text-align: right;">
</div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="clear: right; float: right; margin-bottom: 1em; text-align: center;"><tbody>
<tr><td style="text-align: center;"></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span lang="EN-US" style="color: #666666; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">These days I am reading a chapter from </span><span lang="EN-US"><a href="http://www.arts.ucsb.edu/faculty/budgett/classes/122/real.pdf"><span style="color: #9494fa; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Hal Foster’s</span><span style="color: #9494fa; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; text-decoration: none; text-underline: none;"> </span><i><span style="color: #9494fa; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Return of the real</span></i></a></span><span lang="EN-US" style="color: #666666; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">. After a clear description (</span></span><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span lang="EN-US" style="color: #666666; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">taken from art historian and critic <a href="https://en.wikipedia.org/wiki/Thomas_E._Crow">Thomas Crow</a>)</span></span><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span lang="EN-US" style="color: #666666; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> of the effect </span></span><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span lang="EN-US" style="color: #666666; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">of repetition </span></span><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span lang="EN-US" style="color: #666666; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">and the political engagement in Warhol's <a href="https://www.google.nl/search?tbm=isch&tbs=rimg%3ACZ3fWwZ_1OpPzIjj23ZQq8WVrs9KM2PDQ6U_1kABsJcS0Co3dbv0pZ7EcVD14YLRwu_1n4aF-HNRIX6YF1eJSboq0SR0ioSCfbdlCrxZWuzEenfUANuPlfWKhIJ0ozY8NDpT-QRtDsutUM9qzkqEgkAGwlxLQKjdxEvWVpp37QzzCoSCVu_1SlnsRxUPEd5oGSMPyvDuKhIJXhgtHC7-fhoRoKrw9u4uJPAqEgkX4c1EhfpgXRHzrJb9igU1nCoSCV4lJuirRJHSEcb98pWrPoHV&q=warhol%20death%20series&ved=0CAkQ9C8wAA&biw=1280&bih=695&dpr=1&bav=on.2,or.r_cp.&bvm=bv.96041959,d.bGg&ech=1&psi=QTSDVcrkOMO5sQHM4YOABg.1434661955536.3&ei=VTSDVezGFMa6swHMjprADQ&emsg=NCSR&noj=1">Death Images</a>, Foster wants to see if there is a possibility to understand the power of Warhols work in more than one way - through referential (images attached to referents, iconic themes or real things in the world) as well as simulacral (all images can do is represent other images) readings. In order to get away from this either/or constrains in art readings. </span></span><br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" height="403" 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" 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<tr><td class="tr-caption" style="text-align: center;"><i>pag 130, Return of the Real</i></td></tr>
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span lang="EN-US" style="color: #666666; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Then </span></span><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span lang="EN-US" style="color: #666666; font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Foster uses the
Lacanian <i>Gaze </i>to analyse these works of Andy Warhol and Cindy Sherman. He
included this great scheme of the gaze:</span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><a href="http://2.bp.blogspot.com/-A12_pD4ieUA/VXccKjdOmGI/AAAAAAAABxE/nyIpknS_sts/s1600/IMG_7826.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="http://2.bp.blogspot.com/-A12_pD4ieUA/VXccKjdOmGI/AAAAAAAABxE/nyIpknS_sts/s640/IMG_7826.PNG" width="504" /></a></span></div>
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<span style="background-color: yellow;"><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">...<i>explanation needed</i></span></span>
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</style><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">I relate to this idea of the gaze, because I feel that there is something in Hatterman's painting that is looking back, something complex and hidden. The painting - <i>the object </i>- I looked at in the museum is part of many
histories: part of an Amsterdam Artscene some 75 years ago, part of the history
of representation of the black body by the west and also part of the few works
of female artists in museums. I made my black hand drawings -the <i>image</i> or the <i>screen</i>- while I was aware of these
contexts. It is as if these histories are looking back, similar to presence of the Gaze, the point of light in the scheme. It is necessary to realize ones own point of view, to be aware of ones modes and constrains of representation, in order to understand the image one is <b>making</b>. </span><br />
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">(Do you know this book by <a href="http://www.amazon.com/Gestures-Vil%C3%A9m-Flusser/dp/0816691282">Vilem Flusser about Gestures</a>? I have a favourite chapter: the gesture of making. I will write some soon about it...."<i>Hands are monsters</i>" !!)</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-54768999991512017102015-06-09T06:47:00.001-07:002015-06-10T04:53:35.948-07:00<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://lh3.googleusercontent.com/-JlbaGT7jnAU/VXbuh5rr9iI/AAAAAAAABws/CNhoQcBquvs/s640/blogger-image-767285583.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://lh3.googleusercontent.com/-JlbaGT7jnAU/VXbuh5rr9iI/AAAAAAAABws/CNhoQcBquvs/s640/blogger-image-767285583.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div class="separator" style="clear: both;">
<i><br /></i></div>
<div class="separator" style="clear: both; text-align: left;">
<i>This is about a line that is not there it has to do with the horizon (Pinto and me)</i></div>
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Graphite on chalk paper, 2015</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7809480553435012202.post-53662470362468071722015-05-30T13:34:00.002-07:002015-05-31T06:22:33.757-07:00Handstand, 1993<div class="separator" style="clear: both; text-align: center;">
<br /><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzjgQy-a_-o2IfriRXGf6WqVbOs1hilfRUTahq3Yzc4QbQu676BjwkZnAt2UZSVhzl5rRYIvbzZAFQkQD7qBg' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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Marijke van Warmerdam, Handstand. 16 mm film, 1993<br />
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<a href="https://www.youtube.com/watch?v=n5tWgkh094M">link to video on youtube </a></div>
Unknownnoreply@blogger.com0