<?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-6114171316535096252</id><updated>2012-02-16T04:24:50.446-08:00</updated><title type='text'>Adrian Rifkin</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>21</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-4662757026300414131</id><published>2011-12-21T09:11:00.000-08:00</published><updated>2011-12-21T09:47:29.192-08:00</updated><title type='text'>Gather we blossoms...(or the less good taste the better)</title><content type='html'>When Gayatry Spivak wrote of catachresis - roughly, a little vulgarly(on my part) - as a critical process of the deconstruction of colonial sense, it was a small, but endlessly important shift in the distribution of rhetorical possibilities&amp;nbsp; - in a way it enabled us to become Iagos to the virtues of common sense. Of course (of course) to say this is to turn again this relation between the victim (Othello, if he was) and the perpetra(i)tor, and, indeed, to engage on a pathway where we can gather all catachresis' blossoms, hyperbolically, so as to speak.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-jPQxjcSysfU/TvIOIM8sGfI/AAAAAAAAAHY/BGCStXq7yxk/s1600/ZeusHandItalica2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="186" src="http://4.bp.blogspot.com/-jPQxjcSysfU/TvIOIM8sGfI/AAAAAAAAAHY/BGCStXq7yxk/s400/ZeusHandItalica2.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;This is a way of saying that - (nothing new here, Maud Mannoni magnificently, in an autobiographical essay, writes of how she just gets on with Lacan and Winnicott and whoever, because what happens in the session is whatever happens) - when we are doing things thinkers who hardly regard one another, or who do so, even, with hostility, Gayatry Spivak, Jacques Rancière, Julia Kristeva, are so many blossoms for our gathering, just their petals, even, as we idly or attentively pull them off (he loves me, she loves me not). Our feeling free in this way is in itself, perhaps, one way in which redistributions of the sensible (visible, audible, an interesting chain of synechdoche) slowly or suddenly get staged, between fringe theatre and more grand events - (one reason why, despite all reason of my own, &lt;b style="color: #741b47;"&gt;I Do&lt;/b&gt;, I do enjoy Tiqqun and Luther Blisset/Wu Ming) This is one way of introducing a little paragraph from Jacques R's new book &lt;i style="color: red;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;Aistehesis&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;, which is a series of essays on moments in art of the aesthetic regime.&lt;br /&gt;&lt;br /&gt;P. 199, from the essay on Rodin and Rilke, 'The master of surfaces'. (I translate, roughly):&lt;br /&gt;&lt;br /&gt;&lt;div style="color: red; text-align: center;"&gt;The unconscious of which the new &lt;i&gt;plastique&lt;/i&gt; (forming process?) bears witness is not that of a raw drive of a humanity pushed to want without goal. Nor is it the great vitalist élan that the choreographies of Rudolph Laban or Mary Wigman sought to express. It is a multiplicity of gestures that are not as yet perceived, seeking for their own meaning, because they are not governed by the straight line that leads from a departure point to the point of arrival.'&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&amp;nbsp; &lt;/div&gt;One of the glories of this book is the multiplicity of its own little gestures that reveal, momentarily, in different ways, consistently but without repetition (without even its concept) what a pensée Rancière might be. Here, in Rodin, a new idea of the worker poets, in the essay on Hegel and Murillo a new but sufficient fragment of the whole performance of the &lt;i&gt;Partage du sensible&lt;/i&gt;.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;Wonderful demonstration of what it is to think rather than to theorise.&lt;/span&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/-o4wFUxn-Sug/TvISuengIJI/AAAAAAAAAHg/4FC7ann7uEk/s1600/stone+hand.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="183" src="http://4.bp.blogspot.com/-o4wFUxn-Sug/TvISuengIJI/AAAAAAAAAHg/4FC7ann7uEk/s400/stone+hand.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6114171316535096252-4662757026300414131?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/4662757026300414131/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/12/gather-we-blossomsor-less-good-taste.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/4662757026300414131'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/4662757026300414131'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/12/gather-we-blossomsor-less-good-taste.html' title='Gather we blossoms...(or the less good taste the better)'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-jPQxjcSysfU/TvIOIM8sGfI/AAAAAAAAAHY/BGCStXq7yxk/s72-c/ZeusHandItalica2.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-2736707110724160624</id><published>2011-12-01T13:15:00.000-08:00</published><updated>2011-12-01T13:21:58.153-08:00</updated><title type='text'>Climate change affects us all - act now!!! (or I prefer Yorkshire Gold)</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;/div&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-tVDFUaCMOlE/Ttft3mNdrUI/AAAAAAAAAHI/3kzbASd4uKY/s1600/Rupertwm.jpg" style="margin-left: auto; margin-right: auto;" /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;With a lot of help from Vanalyne Green, who knows Yorkshire better than I ever will&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6114171316535096252-2736707110724160624?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/2736707110724160624/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/12/climate-change-affects-us-all-act-now.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/2736707110724160624'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/2736707110724160624'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/12/climate-change-affects-us-all-act-now.html' title='Climate change affects us all - act now!!! (or I prefer Yorkshire Gold)'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-tVDFUaCMOlE/Ttft3mNdrUI/AAAAAAAAAHI/3kzbASd4uKY/s72-c/Rupertwm.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-8409127843983642777</id><published>2011-12-01T10:45:00.000-08:00</published><updated>2011-12-01T10:47:04.896-08:00</updated><title type='text'>what's wrong with nostalgia, then...? (mid 1980s)</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-YqXb8WHUU0Q/TtfLHYP8EbI/AAAAAAAAAHA/fzbzJQl0Ld4/s1600/Samaritaine12wm.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://4.bp.blogspot.com/-YqXb8WHUU0Q/TtfLHYP8EbI/AAAAAAAAAHA/fzbzJQl0Ld4/s640/Samaritaine12wm.jpg" width="414" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6114171316535096252-8409127843983642777?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/8409127843983642777/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/12/whats-wrong-with-nostalgia-then-mid.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/8409127843983642777'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/8409127843983642777'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/12/whats-wrong-with-nostalgia-then-mid.html' title='what&apos;s wrong with nostalgia, then...? (mid 1980s)'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-YqXb8WHUU0Q/TtfLHYP8EbI/AAAAAAAAAHA/fzbzJQl0Ld4/s72-c/Samaritaine12wm.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-3836307005225988777</id><published>2011-11-17T02:13:00.000-08:00</published><updated>2011-11-17T02:13:24.076-08:00</updated><title type='text'>Amateur Photography, Professional Theory ... Mutations</title><content type='html'>&lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Times; panose-1:2 0 5 0 0 0 0 0 0 0; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;}@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:""; margin-top:0cm; margin-right:0cm; margin-bottom:10.0pt; margin-left:0cm; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman"; mso-ascii-font-family:Cambria; mso-fareast-font-family:Cambria; mso-hansi-font-family:Cambria; mso-bidi-font-family:"Times New Roman";}p.MsoFootnoteText, li.MsoFootnoteText, div.MsoFootnoteText {mso-style-noshow:yes; mso-style-link:"Footnote Text Char"; margin-top:0cm; margin-right:0cm; margin-bottom:10.0pt; margin-left:0cm; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman"; mso-ascii-font-family:Cambria; mso-fareast-font-family:Cambria; mso-hansi-font-family:Cambria; mso-bidi-font-family:"Times New Roman";}span.MsoEndnoteReference {mso-style-noshow:yes; vertical-align:super;}p.MsoEndnoteText, li.MsoEndnoteText, div.MsoEndnoteText {mso-style-noshow:yes; mso-style-link:"Endnote Text Char"; margin-top:0cm; margin-right:0cm; margin-bottom:10.0pt; margin-left:0cm; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman"; mso-ascii-font-family:Cambria; mso-fareast-font-family:Cambria; mso-hansi-font-family:Cambria; mso-bidi-font-family:"Times New Roman";}span.FootnoteTextChar {mso-style-name:"Footnote Text Char"; mso-style-noshow:yes; mso-style-locked:yes; mso-style-link:"Footnote Text"; mso-ansi-font-size:12.0pt; mso-bidi-font-size:12.0pt;}span.EndnoteTextChar {mso-style-name:"Endnote Text Char"; mso-style-noshow:yes; mso-style-locked:yes; mso-style-link:"Endnote Text"; mso-ansi-font-size:12.0pt; mso-bidi-font-size:12.0pt;}@page Section1 {size:595.0pt 842.0pt; margin:72.0pt 90.0pt 72.0pt 90.0pt; mso-header-margin:35.4pt; mso-footer-margin:35.4pt; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;       &lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: 16pt;"&gt;This piece mixes intentionally low production amateur images - my own, some of which are already up here, with a text written for &lt;b&gt;&lt;i&gt;&lt;span style="color: red;"&gt;Mutations&lt;/span&gt;&lt;/i&gt;&lt;/b&gt; book of Paris Photo - It was terribly misprinted there, so here is the original with the images in place as paragraphs. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: x-large;"&gt;&lt;span&gt;If only - a little dream of the photographic as beyond itself....&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;What if, in the end, after so many (arid) discussions around the digital and the virtual, with all their little tautologies, teleologies and often disproportionally ambitious philosophical implications for the image concerning indexicality or time, photography really was redundant? And what if the lens and the screen had finally merged and annihilated one another's specificity in the gaze; and all those millions of users of the little screen, holding them up, cameras and phones, &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;- but without a cloth hood to protect them from the ambient light - were otherwise no distance at all from the first photographers; so that now photography does not even have a history? And what if this redundancy were photography's only persisting resource, the single strength that it has to be a kind of gesture, or diverse set of gestural practices, with its own name, a denoted something? Still. Still photography.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-eLoftRDOsTc/TsTaMVJSeaI/AAAAAAAAAGg/qHF7xQQekSw/s1600/table.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="500" src="http://3.bp.blogspot.com/-eLoftRDOsTc/TsTaMVJSeaI/AAAAAAAAAGg/qHF7xQQekSw/s640/table.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Then I guess that this would be what photography has achieved, in its hypertrophic and destined consumerism, to become the measure of a certain freedom from any kind of history or history's burdens, a hiding place from which we might, should we so choose, take view on the world; just as Arago or Sadi Carnot or von Humboldt might once have wished right at the beginning, or the National Geographic Magazine or the school of the Bechers might have shown us; but from a viewpoint of such radical and redeeming disintegration that, at last, the seeing of this very point will be left to chance, to luck. It's lucky that it turned out like this.&lt;/div&gt;&lt;div class="MsoNormal"&gt;To live in this being-set-aside (écartement) demands a certain passive courage or desire to lose; a letting go, as if redundancy takes with it the apparatus of a previous glory the superfetation of accompaniments, histories, theories. I think that I would want all of this and more: &lt;/div&gt;&lt;div class="MsoNormal"&gt;to forget &lt;i style="mso-bidi-font-style: normal;"&gt;La chambre claire&lt;/i&gt; and Roland Barthes' melancholy over his mother's death, and to retain only some of his grammar, freed from the burden of the lost or hidden &lt;i style="mso-bidi-font-style: normal;"&gt;cliché&lt;/i&gt;;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-w14PKCQXTvo/TsTa4mUa7sI/AAAAAAAAAGw/On9HPsKilqM/s1600/redundant+shop.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://3.bp.blogspot.com/-w14PKCQXTvo/TsTa4mUa7sI/AAAAAAAAAGw/On9HPsKilqM/s640/redundant+shop.jpg" width="544" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;only vaguely to recall that it once seemed urgent to decide how many degrees Walter Benjamin had or had not turned in the time between his &lt;i style="mso-bidi-font-style: normal;"&gt;Little History&lt;/i&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;and the essay on technical reproducibility; or to leaf through Aby Warburg's &lt;i style="mso-bidi-font-style: normal;"&gt;Mnemosyne Atlas&lt;/i&gt; as if it were a comic strip without a plot and so be lost in thought;&lt;/div&gt;&lt;div class="MsoNormal"&gt;to fail to make any significant distinction between the elevated religiosity of an Andreas Serrano, that proceeds from an emulsification of Catholic belief with&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;transgression according to Georges Bataille, and a self-pic located as a sexual lure in some gay fetish site on the Internet;&lt;/div&gt;&lt;div class="MsoNormal"&gt;to accept that those dreadful images of the camps arrive at &lt;i style="mso-bidi-font-style: normal;"&gt;signifiance&lt;/i&gt; not in the anxieties of theoretical hermeneutics, but at the point they migrate into the filmic practice of an Alain Resnais or the painting of a Bracha Ettinger.&lt;/div&gt;&lt;div class="MsoNormal"&gt;to walk past the immense photographs that furnish the contemporary art museum throughout the world today wishing only that they could be smaller; and to accept that, if there were ever an optical unconscious, it could not be more than a camouflage for the infinity of singularities that is the human unconscious, and that, as a notion, it confounds one kind of gesture with this multiplicity of traces that are left and made before they have a form.&lt;/div&gt;&lt;div class="MsoNormal"&gt;This, I believe, and it is a matter of belief, is not too far from something that Pierre Mac Orlan once had to say in his introduction to a little&lt;i style="mso-bidi-font-style: normal;"&gt; plaquette&lt;/i&gt; on Germaine Krull, published by the NRF in 1931:&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 72.0pt;"&gt;'La médiation, même spontanée, devant certaines épreuves photographiques permet de créer d'autres images, des images 'cérébrales' comme disent désormais les petits maquereaux de la rue de Lappe.'&lt;/div&gt;&lt;div class="MsoNormal"&gt;And this too, and if I give Mac Orlan so much space in my own words, it is because I have to choose some mid point in the histories that I want to lose to show that my idea, too, already has a life: &lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 72.0pt;"&gt;Un mélange de candeur héréditaire et de saloperie acquise patiemment au contact des hommes donne à ce témoin gênant, qu'est l'objectif photographique, un tel choix d'expériences et de conclusions, qu'un album de photographies de famille devient quelque chose de plus émouvant que la nature elle-même, car il devient le complice de l'homme.&lt;a href="http://www.blogger.com/post-create.g?blogID=6114171316535096252#_edn1" name="_ednref" style="mso-endnote-id: edn;" title=""&gt;&lt;span class="MsoEndnoteReference"&gt;&lt;span style="mso-special-character: footnote;"&gt;[i]&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-id8bpC3FaS8/TsTa3yXGDEI/AAAAAAAAAGo/lQBpaLpOq5k/s1600/phototwindow1bw.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="414" src="http://3.bp.blogspot.com/-id8bpC3FaS8/TsTa3yXGDEI/AAAAAAAAAGo/lQBpaLpOq5k/s640/phototwindow1bw.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 72pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Of course all of this is yesterday's discourse, a redundant discourse of 'man'; but the subtle prosopopoeia of the lens, its 'patiently acquired' filth or muckiness takes it aside from an ordinary notation, and drifts into a prediction of the digital age; the time of photography's prosthetic redundancy that is but one, non-tragic outcome of the ending of its chemical history. It's a curious redundancy, because now to take a photograph is neither more nor less necessary that taking a piss. &lt;/div&gt;&lt;div class="MsoNormal"&gt;At the same time, and perhaps for the first time in its history, the photographic arrives at an immense irony which I suggested at the outset: that the confluence of its obsolescence as a single technology with its redundancy as an authorial practice frees it perhaps to engage (perhaps only) in a distribution of the sensible itself in some sense free of the authorial function: or rather as Tacita Dean once said in an interview in &lt;i style="mso-bidi-font-style: normal;"&gt;October&lt;/i&gt;:&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 72.0pt;"&gt;So obsolescence is about time in the way film is about time: historical time, allegorical time, analog time. I cannot be seduced by the seamlessness of digital time, like digital silence, it has a deadness. I like the time you hear passing (...). So obsolescence has an aura: the aura of redundancy and failure...&lt;a href="http://www.blogger.com/post-create.g?blogID=6114171316535096252#_edn2" name="_ednref" style="mso-endnote-id: edn;" title=""&gt;&lt;span class="MsoEndnoteReference"&gt;&lt;span style="mso-special-character: footnote;"&gt;[ii]&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;And the immensity of the irony is this, that it is this digital obsolescence itself that frees photography from digital time, to become a record of oppression or of resistance to it, from the outside the Bank of England to Tahrir Square. This freedom is a freedom from the eminently seamless time of redemption, a time for the redundant of world capitalism that is the truly human.&lt;/div&gt;&lt;div class="MsoNormal"&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/-iD2dsG56cmc/TsTcfQCdKWI/AAAAAAAAAG4/DAR7ehDrNW0/s1600/Leica.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://3.bp.blogspot.com/-iD2dsG56cmc/TsTcfQCdKWI/AAAAAAAAAG4/DAR7ehDrNW0/s640/Leica.jpg" width="414" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 216.0pt;"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .1pt; margin-left: 0cm; margin-right: 0cm; margin-top: .1pt; mso-para-margin-bottom: .01gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: .01gd;"&gt;&lt;span style="font-family: Times; font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;span style="mso-spacerun: yes;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="mso-element: endnote-list;"&gt;&lt;br clear="all" /&gt;  &lt;hr align="left" size="1" width="33%" /&gt;    &lt;div id="edn" style="mso-element: endnote;"&gt;  &lt;div class="MsoEndnoteText"&gt;&lt;a href="http://www.blogger.com/post-create.g?blogID=6114171316535096252#_ednref" name="_edn1" style="mso-endnote-id: edn;" title=""&gt;&lt;span class="MsoEndnoteReference"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="mso-special-character: footnote;"&gt;[i]&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/a&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Germaine Krull par Pierre Mac Orlan&lt;/i&gt;, Photograhes Nouveau, Paris, 1931.&lt;/div&gt;&lt;/div&gt;&lt;div id="edn" style="mso-element: endnote;"&gt;  &lt;div class="MsoNormal" style="margin-bottom: 12.0pt; text-align: justify;"&gt;&lt;a href="http://www.blogger.com/post-create.g?blogID=6114171316535096252#_ednref" name="_edn2" style="mso-endnote-id: edn;" title=""&gt;&lt;span class="MsoEndnoteReference"&gt;&lt;span style="mso-special-character: footnote;"&gt;[ii]&lt;/span&gt;&lt;/span&gt;&lt;/a&gt; Cited from: &lt;span style="mso-bidi-font-size: 10.0pt;"&gt;Clara Schulmann, "A Rebours, The Film as Site:&amp;nbsp; &lt;i&gt;The Kodak Ghost Ship&lt;/i&gt;, Tacita Dean's obsolescent practices", "Memory / Media / Power", joint doctoral seminar, Creart-Phi (Université de Paris X - Nanterre) / Copenhagen Doctoral School in Cultural Studies, Nanterre, November 27th. &lt;br /&gt;&lt;br /&gt;URL: www.u-paris10.fr/27117843/0/fiche___pagelibre/&amp;amp;RH=1232798457967&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoFootnoteText"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoEndnoteText"&gt;&lt;br /&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/6114171316535096252-3836307005225988777?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/3836307005225988777/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/11/amateur-photography-professional-theory.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/3836307005225988777'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/3836307005225988777'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/11/amateur-photography-professional-theory.html' title='Amateur Photography, Professional Theory ... Mutations'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-eLoftRDOsTc/TsTaMVJSeaI/AAAAAAAAAGg/qHF7xQQekSw/s72-c/table.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-2442074216120930029</id><published>2011-11-12T08:51:00.000-08:00</published><updated>2011-11-12T08:51:02.536-08:00</updated><title type='text'>Art Historical Relic, Art and Society History Workshop</title><content type='html'>This is a conference session that I organised in 1980 for the annual conference of the Association of Art Historians at the University of East Anglia, home of the famous Sainsbury Centre. The highlight was Carol Duncan and Alan Wallach's paper that later became the ground breaking &lt;b&gt;&lt;span style="color: red;"&gt;Universal Survey Museum&lt;/span&gt;&lt;/b&gt; in Art History Journal. Mine became&lt;span style="font-size: large;"&gt;&lt;span style="color: red;"&gt; Can Gramsci save Art History&lt;/span&gt;&lt;/span&gt;, on then page of gai-savoir.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-ZMEcE8T3XDI/Tr6iE34473I/AAAAAAAAAGI/0QiDIbQjQZQ/s1600/AAH+1980.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="566" src="http://4.bp.blogspot.com/-ZMEcE8T3XDI/Tr6iE34473I/AAAAAAAAAGI/0QiDIbQjQZQ/s640/AAH+1980.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;However here I have put up a leaflet produced for the Art and Society group of &lt;span style="font-size: large;"&gt;&lt;b&gt;History Workshop &lt;/b&gt;&lt;/span&gt;as a nice flavour of the academic politics of the time - guess the anonymous author from the syntax, if you like:&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/-uF0clmxw27U/Tr6iN6Tvh-I/AAAAAAAAAGQ/_tzAY8MLAsY/s1600/Sainsbury.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-uF0clmxw27U/Tr6iN6Tvh-I/AAAAAAAAAGQ/_tzAY8MLAsY/s1600/Sainsbury.jpg" /&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/-VynEdsX25WE/Tr6iQJyvCzI/AAAAAAAAAGY/O5LqB8TVOmo/s1600/Sainsbury_0001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-VynEdsX25WE/Tr6iQJyvCzI/AAAAAAAAAGY/O5LqB8TVOmo/s1600/Sainsbury_0001.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6114171316535096252-2442074216120930029?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/2442074216120930029/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/11/art-historical-relic-art-and-society.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/2442074216120930029'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/2442074216120930029'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/11/art-historical-relic-art-and-society.html' title='Art Historical Relic, Art and Society History Workshop'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-ZMEcE8T3XDI/Tr6iE34473I/AAAAAAAAAGI/0QiDIbQjQZQ/s72-c/AAH+1980.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-7279164942007560048</id><published>2011-10-20T00:01:00.000-07:00</published><updated>2011-10-20T00:01:43.283-07:00</updated><title type='text'>I wish I wish I wish in vain ... (Dylan)</title><content type='html'>With colleagues and students in La Tartine, Paris, on barricade and revolution tracking visit circa 1979, in the context of a history course on European Revolutions at Portsmouth Poly- wonderful, long pre-modular course over three terms, time to think, time to do, days to track the barricades of 1789, 1830, 1848, 1871 - political and psycho geography as historical method. So this is now an allegory of the time for thinking. My head from behind, right hand edge: forgive the sepia, it gives an idea of the tobacco effect of the pre-gentrified Tartine&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-A1ELq2U0lA8/Tp_CBeYd75I/AAAAAAAAAEk/QhsHh4M5R-E/s1600/Tartine2_0001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="462" src="http://3.bp.blogspot.com/-A1ELq2U0lA8/Tp_CBeYd75I/AAAAAAAAAEk/QhsHh4M5R-E/s640/Tartine2_0001.jpg" width="640" /&gt;&amp;nbsp;&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;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="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;Below is a part of my pseudo-Atget series that I did while &lt;span style="font-size: large;"&gt;Molly Nesbit&lt;/span&gt; was working in Paris on her miraculously good &lt;i style="color: red;"&gt;Atget's Seven Albums&lt;/i&gt;, not only one of the best books on photography ever written, but one of the finest of the whole so called Social History of Art movement. I did a series on the Hotel de Beauvais in the rue François Miron, when it was still grim and unrestored and tnemented. But I was also doing a series on Parisian gay masculinities and guys on the streets, as well as in mural paintings of religious and military scenes. So in this rather simplistic collage I began a cruising-Atget series, now it would be called queering Atget. By the early 80s this was influenced by the late&lt;span style="font-size: large;"&gt; Nicholas Green&lt;/span&gt;, my first PhD student, but maître ès drague gaie, and author of &lt;span style="font-size: large;"&gt;&lt;i style="color: red;"&gt;The Spectacle of Nature&lt;/i&gt;.&lt;/span&gt; Somewhere I have negatives of Beauvais with him rather than this boy imported from the quais, and I will look for them.&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="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;/div&gt;&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;/div&gt;&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;/div&gt;&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;a href="http://2.bp.blogspot.com/-9ttVMNH1Osg/Tp_CV5UktJI/AAAAAAAAAEs/5pazcOenuZs/s1600/Gay+Atget.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-9ttVMNH1Osg/Tp_CV5UktJI/AAAAAAAAAEs/5pazcOenuZs/s1600/Gay+Atget.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6114171316535096252-7279164942007560048?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/7279164942007560048/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/10/i-wish-i-wish-i-wish-in-vain-dylan.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/7279164942007560048'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/7279164942007560048'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/10/i-wish-i-wish-i-wish-in-vain-dylan.html' title='I wish I wish I wish in vain ... (Dylan)'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-A1ELq2U0lA8/Tp_CBeYd75I/AAAAAAAAAEk/QhsHh4M5R-E/s72-c/Tartine2_0001.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-1809503884223558395</id><published>2011-10-19T23:34:00.000-07:00</published><updated>2011-10-19T23:34:02.463-07:00</updated><title type='text'>Self Portrait 1974</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-mKm2XKl_imA/Tp_ArA4HIUI/AAAAAAAAAEc/OtVC3F68YsE/s1600/Green+Albums_0006.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://1.bp.blogspot.com/-mKm2XKl_imA/Tp_ArA4HIUI/AAAAAAAAAEc/OtVC3F68YsE/s640/Green+Albums_0006.jpg" width="434" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6114171316535096252-1809503884223558395?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/1809503884223558395/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/10/self-portrait-1974.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/1809503884223558395'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/1809503884223558395'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/10/self-portrait-1974.html' title='Self Portrait 1974'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-mKm2XKl_imA/Tp_ArA4HIUI/AAAAAAAAAEc/OtVC3F68YsE/s72-c/Green+Albums_0006.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-2707985665416600912</id><published>2011-10-19T23:31:00.000-07:00</published><updated>2011-10-19T23:31:11.099-07:00</updated><title type='text'>More political prints</title><content type='html'>In the blogs before this I commented on the prudishness of public discourse and the regression of the right to speak, and even though some cartooning, like that of Steve Bell or others makes their target revolting, it rarely calls on a history of revolution to suggest a political solution - like this reaction to the Franco Prussian war of 1870. Captioned with the now rather horrible line of the Marseillaise 'Let an imoure blood slake our fields' - in the post colonial, post Vichy period it is a scandal that it's still there - here it calls for an internationalist solution, the decapitation of ALL the rulers involved:: Bismarck, Wilhelm and Napoléon lll.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-Jdx8pc1MsSg/Tp-9dBnWHTI/AAAAAAAAAEM/3L66aA5LxxE/s1600/New+Commune.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="428" src="http://1.bp.blogspot.com/-Jdx8pc1MsSg/Tp-9dBnWHTI/AAAAAAAAAEM/3L66aA5LxxE/s640/New+Commune.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;These come from hundred of old negative I have of research done in the late 1970s around the Commune of Paris of 1871 and I will start scanning the colour negs soon. The above is a driect quotation from a print of 1792.&lt;br /&gt;&lt;br /&gt;Below a nicely witty and direct attack on the French government of Thiers and Favre for its attack on Republican values, easy mix of the political and the sexual in the conventions of academic art forms and satire, so both levels work together.&amp;nbsp; Remember these prints could end their makers in prison and, outside the great private collections, ironically built as much by aristocrats like the Baron de Vinck as left municipalities in a later period, St Denis, Montreuil, they were systematically destroyed for over two decades after they were made...&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-tz9h1w_NOuY/Tp-9iKHuYhI/AAAAAAAAAEU/QPY6RXATEao/s1600/New+Commune_0002.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="438" src="http://3.bp.blogspot.com/-tz9h1w_NOuY/Tp-9iKHuYhI/AAAAAAAAAEU/QPY6RXATEao/s640/New+Commune_0002.jpg" width="640" /&gt;, &lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6114171316535096252-2707985665416600912?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/2707985665416600912/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/10/more-political-prints.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/2707985665416600912'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/2707985665416600912'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/10/more-political-prints.html' title='More political prints'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-Jdx8pc1MsSg/Tp-9dBnWHTI/AAAAAAAAAEM/3L66aA5LxxE/s72-c/New+Commune.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-3637939665225472726</id><published>2011-10-17T06:40:00.000-07:00</published><updated>2011-10-17T06:43:20.329-07:00</updated><title type='text'>!7 October 1961 - 2011 50 years of falshood and cover up</title><content type='html'>&lt;span style="color: red; font-size: large;"&gt;Today is the 50th anniversary of the massacre of hundreds of French Algerians in Paris - demonstrating for the independence of their country from French colonial rule&lt;/span&gt; and an end to the brutal repression of their country. Covered up for years by the authorities, the bodies processed out of sight and evidence,&amp;nbsp; those who were responsible, Prefet&amp;nbsp; Papon,&amp;nbsp; were the same who had happily collaborated with and organised the deportation of the Jews to death camps under the Nazi occupation (Bousquet, Touvier) - and then doctored the archives to cover their tracks. Even the 'left' were anxious to keep it quiet. In J-P Rioux's text book on modern France the massacre got half a line as I recall. Indeed the first real exposition of the events and how they were hidden was by the crime writer, &lt;b&gt;Didier Daeninckx&lt;/b&gt; in his brilliant novel &lt;span style="font-size: large;"&gt;&lt;i&gt;Meurtres pour mémoire&lt;/i&gt;&lt;/span&gt;, (1984, translated by Serpent's Tale), and this while Mitterand was cosying up to his old friends - the 'distinguished' administrators who had perpetrated the horror. His publicity on Serpent's Tail states:&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;His 1984 novel &lt;i&gt;Murder in Memoriam&lt;/i&gt; forced the French government  to try Nazi collaborators, led to a life of imprisonment for Paul  Touvier and made President Mitterrand declare 16 July a day of national  reflection on fascism and racism.&lt;/i&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;i&gt;&lt;span style="font-size: x-large;"&gt;Buy it - read it!!! &lt;/span&gt;&lt;/i&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/-W9dRu3eXS1U/TpwplpAPT7I/AAAAAAAAAEE/lAMpRCq1dkw/s1600/1961+Paris.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="362" src="http://1.bp.blogspot.com/-W9dRu3eXS1U/TpwplpAPT7I/AAAAAAAAAEE/lAMpRCq1dkw/s640/1961+Paris.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;As I recall, even after &lt;i&gt;Meurtres&lt;/i&gt;, it was hard to get cooperation to find documents. There was a bit of my own research that involved putting together figures of Parisian darkness, criminality and the great and the good between the 1930s and 1950s. I was trying investigate the pre-war fascistic prefet Chiappe (he died in a plane crash up to some dirty business for Vichy in 1940) and associate him with the post war 'heritage' of Papon et al, and the librarians at the Bibliothèque Historique de la Ville de Paris were utterly obstructive, claiming that, if my interest was music hall, they had no reason to get me out dossiers on the Police! Daeninckx's novel, as well as being a real thriller, was an immense support.&lt;br /&gt;&lt;br /&gt;The first really public coverage I recall was a section of the Pompidou Centre exhibition Face à l'Histoire of 1996 but by then the barrage of silence was broken.&lt;br /&gt;&lt;br /&gt;&lt;div style="color: red;"&gt;Read Kristin Ross, &lt;span style="font-size: large;"&gt;&lt;b&gt;Fast Cars, Clean Bodies - Decolonization and the Reordering of French Culture&lt;/b&gt;&lt;/span&gt;, 1995 &lt;/div&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;However it's worth recalling that the City of Light has long been, second to none, the City of Bloodbaths.&lt;/b&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6114171316535096252-3637939665225472726?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/3637939665225472726/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/10/7-ocotber-1961-2011-50-years-of.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/3637939665225472726'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/3637939665225472726'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/10/7-ocotber-1961-2011-50-years-of.html' title='!7 October 1961 - 2011 50 years of falshood and cover up'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-W9dRu3eXS1U/TpwplpAPT7I/AAAAAAAAAEE/lAMpRCq1dkw/s72-c/1961+Paris.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-5265029594340453575</id><published>2011-10-17T05:29:00.000-07:00</published><updated>2011-10-17T05:29:55.201-07:00</updated><title type='text'>Prudish times</title><content type='html'>The habit and indeed right to be free of standing in awe of faith as such, whether religious, scientific, political or whatever, and the command to respect feelings as such, all of which are a part of new, reactionary ideologies are a more or less dreadful sign of our times, so here is a god old satire of the Paris commune by the great draughtsman and militant Pilotell, who came to London as an exile in 1871, where he prepared the album of his work from which this is drawn:&amp;nbsp; Note well that it includes revolutionary deities such as the Supreme Being of the 1789 Revolution.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;Decidedly, if god existed, it would be necessary to execute him:&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-L3u6m948Q1I/TpwfWzwtBRI/AAAAAAAAAD8/Tax98sZ7zI4/s1600/Pilotell%2527s+Gods.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://1.bp.blogspot.com/-L3u6m948Q1I/TpwfWzwtBRI/AAAAAAAAAD8/Tax98sZ7zI4/s640/Pilotell%2527s+Gods.jpg" width="462" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6114171316535096252-5265029594340453575?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/5265029594340453575/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/10/prudish-times.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/5265029594340453575'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/5265029594340453575'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/10/prudish-times.html' title='Prudish times'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-L3u6m948Q1I/TpwfWzwtBRI/AAAAAAAAAD8/Tax98sZ7zI4/s72-c/Pilotell%2527s+Gods.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-3893231533696972266</id><published>2011-09-30T00:54:00.000-07:00</published><updated>2011-09-30T00:54:55.401-07:00</updated><title type='text'>Early Outing</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-T3XEQU7T97g/ToV1hmUIlbI/AAAAAAAAAD4/nK_q1oeelZ4/s1600/CAA+1079.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://3.bp.blogspot.com/-T3XEQU7T97g/ToV1hmUIlbI/AAAAAAAAAD4/nK_q1oeelZ4/s640/CAA+1079.jpg" width="452" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6114171316535096252-3893231533696972266?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/3893231533696972266/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/09/early-outing.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/3893231533696972266'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/3893231533696972266'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/09/early-outing.html' title='Early Outing'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-T3XEQU7T97g/ToV1hmUIlbI/AAAAAAAAAD4/nK_q1oeelZ4/s72-c/CAA+1079.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-6978361045740173400</id><published>2011-08-09T03:20:00.000-07:00</published><updated>2011-08-09T03:20:44.703-07:00</updated><title type='text'>More archive pics</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-obeAs1i8iKI/TkEFsSttrDI/AAAAAAAAADo/QdSMNE-q4W4/s1600/Dome+Drama+1959+-+2010W.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://4.bp.blogspot.com/-obeAs1i8iKI/TkEFsSttrDI/AAAAAAAAADo/QdSMNE-q4W4/s640/Dome+Drama+1959+-+2010W.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;Invalides taken in 1959, pre Malraux's cleaning up Paris, no scraping or gilding,&amp;nbsp; so a bit of photoshop to help out in the sky, Ektachrome stock, Rolleicord 5B&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-4Ozk09ho69U/TkEFt72RV8I/AAAAAAAAADs/_a58lxzTNWk/s1600/kitchenw.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="414" src="http://4.bp.blogspot.com/-4Ozk09ho69U/TkEFt72RV8I/AAAAAAAAADs/_a58lxzTNWk/s640/kitchenw.jpg" width="640" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;1950s wallpaper and shadow of drying rack, mother's elbow, Salford, c1960&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;a href="http://1.bp.blogspot.com/-aFH9b9bPwUI/TkEHXnRYlOI/AAAAAAAAADw/s5VOIO9pU6g/s1600/Canal+St+Martinw.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="414" src="http://1.bp.blogspot.com/-aFH9b9bPwUI/TkEHXnRYlOI/AAAAAAAAADw/s5VOIO9pU6g/s640/Canal+St+Martinw.jpg" width="640" /&gt;&amp;nbsp;&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;Canal St Martin, c 1980, probably Rollei 35TE&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;a href="http://1.bp.blogspot.com/-jslZNymKrjM/TkEJrf8BNII/AAAAAAAAAD0/_VyroBjqwMk/s1600/Butte+aux+CaillesW.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://1.bp.blogspot.com/-jslZNymKrjM/TkEJrf8BNII/AAAAAAAAAD0/_VyroBjqwMk/s640/Butte+aux+CaillesW.jpg" width="414" /&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;Butte aux Cailles, Rue Samson, c 1982 &lt;/div&gt;&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;/div&gt;&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;/div&gt;&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;/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="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6114171316535096252-6978361045740173400?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/6978361045740173400/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/08/more-archive-pics.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/6978361045740173400'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/6978361045740173400'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/08/more-archive-pics.html' title='More archive pics'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-obeAs1i8iKI/TkEFsSttrDI/AAAAAAAAADo/QdSMNE-q4W4/s72-c/Dome+Drama+1959+-+2010W.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-7551152146641800559</id><published>2011-08-09T02:29:00.000-07:00</published><updated>2011-08-14T01:08:46.393-07:00</updated><title type='text'>In return: London today; a dithyramb.</title><content type='html'>&lt;div style="color: red; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;Accurate scholarship can&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;Unearth the whole offence&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;From Luther until now&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;That has driven a culture mad&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;Find what occurred at Linz,&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;What huge imago made&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;A psychopathic god:&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;I and the public know&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;What all schoolchildren learn,&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;Those to whom evil is done&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;Do evil in return.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: x-small;"&gt;Auden, September 1, 1939&lt;/span&gt;.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;The evil that is done is the grotesque transformation of London into the home-ground for a mega-wealthy, semi-criminal class of robber barons and their ostentatious palaces like Number 1 Hyde park, boasting of this transformation as in Evan Davies' recent TV programmes on the economy, in the Evening Standard and elsewhere. The evil that is done is the cuts that announce the abandonment of whole swathes of the population so that this glory can expand its aureole as if a sign of progress. It is the farce of robber-barony revealed in the whole News International affair, Andy Hayman taking offence as the suggestion he took money from NI when two months after leaving the police he was on their payroll. It is the prattling of the racist, discredited police establishment about how well it has dealt with its own shortcomings of corruption and unremitting racism, and it is the vain and venal politics of Blair, Brown and Blunkett with their prattling about conscience when their judgement was never more than the execution of the requirements of robber-barony, finance, warmongering and so forth. It is the cretinous detachment of the little boys, badly educated scum now running parliament and their sucking up to any super right ideology that they can sniff out ... All of this is just to touch the daily evil that is done.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;What is done in return is only evil in one respect: in that it cannot, in effect, set right what has been done already. So the riotous Londoners are not the new evil, but the difficulty of a new good in a situation in which the greatest good known in our public politics is to settle with one's own venality.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Riotous London offers a scene in which, at least, perhaps, this can be seen more clearly and where the political might be newly made - it is a politics of our time, even though it is not a theory. That is what politicians will now try to cover up with their moralising. &lt;/div&gt;&lt;div style="text-align: justify;"&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/-8uXcs889BtU/TkEAVnbaAAI/AAAAAAAAADk/RQIBkCWERb8/s1600/Rainbow.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://2.bp.blogspot.com/-8uXcs889BtU/TkEAVnbaAAI/AAAAAAAAADk/RQIBkCWERb8/s640/Rainbow.jpg" width="480" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Some of the cranes are on a building that stopped going up on December 28 2008, a suitable hint at ruin in the now time of the capitalism of enforced debt. The rainbow is sheer conicidence.&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&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/6114171316535096252-7551152146641800559?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/7551152146641800559/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/08/in-return-london-today-dythiramb.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/7551152146641800559'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/7551152146641800559'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/08/in-return-london-today-dythiramb.html' title='In return: London today; a dithyramb.'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-8uXcs889BtU/TkEAVnbaAAI/AAAAAAAAADk/RQIBkCWERb8/s72-c/Rainbow.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-2473191705216447084</id><published>2011-06-06T14:12:00.000-07:00</published><updated>2011-06-06T14:12:36.146-07:00</updated><title type='text'>1980s, Southsea Common inverted on old camera glass, from table in my flat at that time,</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-DalTqrhZARM/Te1Btcc6gII/AAAAAAAAADg/ZYIclxNuKik/s1600/o%253Bd+camera+wm.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="500" src="http://4.bp.blogspot.com/-DalTqrhZARM/Te1Btcc6gII/AAAAAAAAADg/ZYIclxNuKik/s640/o%253Bd+camera+wm.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6114171316535096252-2473191705216447084?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/2473191705216447084/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/06/1980s-southsea-common-inverted-on-old.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/2473191705216447084'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/2473191705216447084'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/06/1980s-southsea-common-inverted-on-old.html' title='1980s, Southsea Common inverted on old camera glass, from table in my flat at that time,'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-DalTqrhZARM/Te1Btcc6gII/AAAAAAAAADg/ZYIclxNuKik/s72-c/o%253Bd+camera+wm.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-5247955049222326733</id><published>2011-05-26T09:35:00.000-07:00</published><updated>2011-05-26T09:35:23.514-07:00</updated><title type='text'>Saw this again in April...</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-93zV7eHHeE0/Td56czFxhVI/AAAAAAAAADc/9fAads0BBcs/s1600/Preti+Peter+Prison+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="368" src="http://2.bp.blogspot.com/-93zV7eHHeE0/Td56czFxhVI/AAAAAAAAADc/9fAads0BBcs/s640/Preti+Peter+Prison+2.jpg" width="640" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Mattia Preti, St Peter setting off with the keys..&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;One of my favourite paintings. On a lecture trip to Vienna, in the middle of April, at the invitation of Tom Holert to talk to his colleagues and students at the&amp;nbsp; Akademie on Practice Based Research, one of the pedagogic and intellectual travails of our days, I had, of course, time for the Kunsthistoriches Museum. In these times, rather than days, the Breughel looks more apocalyptic than ever, the Children's Games, as Francis remarked, an horrific exploration of the conditions for eventual massacre rather than daily pleasures, the details of torment in all its modalities, as if the surviving adults will eventually avenge the massacred innocents who hang just along the wall. But, of course, the unreasonable beauty of the work, the saturation of vision in paint to the edges of pain, of suffocation.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Preti, of course, offers a different register of pleasure in the abandonment of the museum, an affect and an allegory of the queerness of the image as the drives unsettle the fabric of theology. There is no reason, no latent homosexuality, or coded homo-eroticism in the fashion attributed to Preti's generational senior, Caravaggio. It's just that in the play of lights, hands and arrested and moving gestures, the folds and flows of drapery, as the narrative of Peter's escape unfolds to the 'right' edge, the entire combined energies of the image flow up around the angel's wing, back through the orange drape that umbilically connects Peter and his sleeping guard across the highlight on his knee and into the darkened shadow of his throat. In the closeness to the spear, my oh-so entrappèd gaze penetrates the shadow with desire and sexual longing (Preti is good at these chins); in retrospect the Church will never be founded or will founder on that desire that floods, and flows around its rules. To stay in the painting is to abide exactly in the queer space that bigotry outlaws, a kind of Eden of affect.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;This is, of course, a characteristic of the best Catholic painting....and one of the reasons why I am happy to be an art historian&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt; . &lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt; &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6114171316535096252-5247955049222326733?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/5247955049222326733/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/05/saw-this-again-in-april.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/5247955049222326733'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/5247955049222326733'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/05/saw-this-again-in-april.html' title='Saw this again in April...'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-93zV7eHHeE0/Td56czFxhVI/AAAAAAAAADc/9fAads0BBcs/s72-c/Preti+Peter+Prison+2.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-493691453667377820</id><published>2011-04-05T08:41:00.000-07:00</published><updated>2011-04-06T06:16:33.015-07:00</updated><title type='text'>Adult Content</title><content type='html'>&lt;i style="color: red;"&gt;I have an adult content check on the blog because I intend to use images classified as such&lt;/i&gt;, and do use such images, in the course of humdrum theoretical considerations of the marxio-post everything style to which I am an addict. So here are some that accompanied an argument that I wanted to make some years ago at Tate Modern in the context of a short conference on Exhibitionism that brought together psychoanalysts, legal theorists and media types. You can guess that it was, in part, strung out between case studies, some of them painfully hetero-normative, and Big Brother, the most idiotic TV programme ever made (Makes me long for Cilla Black). For me media types, the more effective and 'innovative' they are, the more super-con they must be, as they inevitably believe in getting what they can on the cheap and making the audience pay dear in every possible way for the pleasure they might hope to get. And while I am a fervent inhabitant of the languages opened up for culture by psychoanalysis and a &lt;u&gt;believer in&lt;/u&gt;, I am very conscious of something Muriel Dimen once said to me about how much how many analysts will do to avoid talking about sex.&lt;br /&gt;&lt;br /&gt;With all this in mind I decided to do an aggressively QUEER piece and it went down like a body encased in concrete in a muddy river. The respondent to the whole event was (the more than good enough) Susie Orbach, who had inflamed so many of our students in the best possible way in the late 70s, as well as becoming who she became; but in her&amp;nbsp; concluding her remarks she said that she had covered all the interventions with equal attention - while in effect she had not even mentioned mine, so maybe it was really awful or maybe Muriel was right. It - the talk - was suspended between these two images:&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/-6gNF6mKYBrM/TZsvNr9J2iI/AAAAAAAAADU/XuiIPWx8Jao/s1600/Adult+Content.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="482" src="http://2.bp.blogspot.com/-6gNF6mKYBrM/TZsvNr9J2iI/AAAAAAAAADU/XuiIPWx8Jao/s640/Adult+Content.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;and it was entitled&lt;span style="color: lime; font-size: large;"&gt; &lt;span style="color: magenta;"&gt;'Is there a Future for Alkibiades?'&lt;/span&gt;&lt;/span&gt;, taking as its text the implicit, indeed explicit, relation between sexual desire and care of the self - or attending to things -, as the Loeb-Harvard translation has it, in Plato's two dialogues. The idea was to think of a queer episteme of desiring to show who one is, or what one is, as a sexual-thinking being, an in your face politics of self-representation in the world on the one hand, and exhibitionism as a method of display on the other, itself riven between revealing and concealment. Part of the idea was that&amp;nbsp; queer episteme ( not just a gay or a straight one) would ideally risk the endless aporetic of showing/concealing as the risk of building an archive of anachronistic objects or materials that would queerly drive philosophical discourse - without regard for the propriety of the materials as such, and thus taking up the challenge of Freud's &lt;b style="color: #cc0000;"&gt;Three Essays&lt;/b&gt;; somewhere, I hoped, on the other side of conventional ethics and without trying to redeem the consequences of the display.&lt;br /&gt;&lt;br /&gt;&lt;i&gt;&lt;span style="font-size: large;"&gt;More than this I cannot recall, but I do think that one's best papers (if papers they are, it's a bad word for what we do) are good because, in the end, they sustain one, simple proposition which is worth recalling.&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;i&gt;&lt;span style="font-size: large;"&gt;&amp;nbsp;&lt;span style="color: #4c1130; font-size: x-small;"&gt;The jock pic is taken from the wonderful allkink.com site.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6114171316535096252-493691453667377820?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/493691453667377820/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/04/adult-content.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/493691453667377820'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/493691453667377820'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/04/adult-content.html' title='Adult Content'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-6gNF6mKYBrM/TZsvNr9J2iI/AAAAAAAAADU/XuiIPWx8Jao/s72-c/Adult+Content.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-5502542649069889653</id><published>2011-04-02T11:13:00.000-07:00</published><updated>2011-04-06T06:14:30.909-07:00</updated><title type='text'>Keeping Silent, speaking out : returning to the Paris Commune of 1871 when once again we need its lesson in democracy</title><content type='html'>&lt;a 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" 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" width="400" /&gt;&lt;/a&gt;This photograph can be dated to 1871 - 72 and it is a representation of a roughly painted mural either on a canvas or directly on the wall of the Buvette de la Commune in the suburb of Carouge in Geneva. It was made by Gaillard fils, the son of the revolutionary cobbler and head of the Barricades, Gaillard père, in the café that the father and son set up in their exile after escaping from massacre of the Commune in May of 1871. It was a means of making a living as well as a social centre for ex-Communards and other European revolutionaries. The Thiers government in Paris kept a police spy there who checked up on almost hourly basis on who was up to what, and to whom we owe the only full description of the interior and of the paintings that decorated it; the photographs and prints made after these that were sold as souvenirs.&amp;nbsp; The spy also made a description of the name sign - writing that each letter was made up of human characters showing an episode of the Commune - I translate here the stunning ekphrasis of the the first letter that is followed by a further four pages of a detailed and loving struggle with the image, signed with a flowing &lt;span style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; font-size: large;"&gt;L X&lt;/span&gt;. When I trawled these archives in the Parisian Prefecture I think I was always entranced by his reports, but also stunned by the detailed international surveillance of the ex-Communards, whether in Geneva or in London (did they consort with Marx? was a question), from breakfast to dinner,&amp;nbsp; - something more intimate and more radical that the video cameras of our time&lt;br /&gt;&lt;br /&gt;&lt;i&gt;'&lt;span style="color: #38761d;"&gt;B is formed of a red flag topped by a Phrygian cap, the pole forms the upright with a 'Fédéré' (communard soldier) standing upright, the flag is flying stretched out held in place by the bayonet of the 'Fédéré' and thus he completes the upper section of the B. The base is formed formed by another 'Fédéré', lying wounded on the ground, his feet against those of his comrade, his head leaning on the knees a canteen woman whose upper body is stretched upright. The standing soldier by the pole receives a bullet in his chest and stretches his arms out in a cross, the right hand holding a gun to which the bayonet is affixed in the folds of the flag, the left arm, slightly above the pole. As he is hit his upper body leans slightly backward as he begins to fall, and the canteen woman supports him with her right hand to his back while with her left arm she embraces the neck of the wounded 'Fédéré' stretched out at the base. It is in this position that the 'cantinière' forms the lower loop of the B&lt;/span&gt;'.&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-t8Fz8QSwaX8/TZnk2lZCURI/AAAAAAAAAC4/L38iLBuq9VA/s1600/Buvette+report+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://3.bp.blogspot.com/-t8Fz8QSwaX8/TZnk2lZCURI/AAAAAAAAAC4/L38iLBuq9VA/s640/Buvette+report+2.jpg" width="451" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;Even the most recent scholarship - in its absurdo-empirical form as practiced in France - has treated these images as lost, which is a pity as, apart from his brilliant cartoons, that have appeared in many books on the Commune, they make for what was perhaps the only substantial oeuvre of pictorial work by a working class militant and amateur artist of the nineteenth century - the the sense that Marx gave to being an artist in &lt;i&gt;The German Ideology&lt;/i&gt;, someone who, amongst other things, paints....&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;(scholarly-critical note - see p. 201 - 202 of Bertrand Tiller, 'La Commune de Paris, révo;uyion sans images?' for a thoroughly under-researched but 'definitive' account of all this -&lt;a href="http://books.google.co.uk/books?id=sBSBH5iScZYC&amp;amp;pg=PA202&amp;amp;lpg=PA202&amp;amp;dq=tillier+commune+gaillard&amp;amp;source=bl&amp;amp;ots=vqkEvI3ukS&amp;amp;sig=7BwUmSxzCYy5QxTaIYAmzQS5QTs&amp;amp;hl=en&amp;amp;ei=L9mZTYeoCumAhAfenZ2CCQ&amp;amp;sa=X&amp;amp;oi=book_result&amp;amp;ct=result&amp;amp;resnum=1&amp;amp;ved=0CBoQ6AEwAA#v=onepage&amp;amp;q&amp;amp;f=false"&gt;http://books.google.co.uk/books?id=sBSBH5iScZYC&amp;amp;pg=PA202&amp;amp;lpg=PA202&amp;amp;dq=tillier+commune+gaillard&amp;amp;source=bl&amp;amp;ots=vqkEvI3ukS&amp;amp;sig=7BwUmSxzCYy5QxTaIYAmzQS5QTs&amp;amp;hl=en&amp;amp;ei=L9mZTYeoCumAhAfenZ2CCQ&amp;amp;sa=X&amp;amp;oi=book_result&amp;amp;ct=result&amp;amp;resnum=1&amp;amp;ved=0CBoQ6AEwAA#v=onepage&amp;amp;q&amp;amp;f=false&lt;/a&gt;)&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;I &lt;span style="font-size: large;"&gt;&lt;b style="color: red;"&gt;did&lt;/b&gt;&lt;/span&gt; find &lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;these&lt;/span&gt;&lt;/b&gt;&lt;/span&gt; images in the mid 1980s in the Bibliothèque Publique et Universitaire of Geneva, not surprisingly buried in albums of the Perrier collection - a vast collection of memorabilia and books made by this sympathiser of the Commune. In fact Perrier had acquired the whole decoration the Buvette at the end of its short life, and gifted the lot to the Musée Municipal d'Ars en Ré. his home town - which dispensed with it by public auction on 1929. End of the story until this! Or these, this collection of damaged and decayed little images that mark a singular enunciation of the&lt;b&gt; I&lt;/b&gt; as worker, &lt;b&gt;I&lt;/b&gt; as artist, &lt;b&gt;I&lt;/b&gt; as revolutionary - an enunciation that shifts the visibility of all these three words into the space set out by Jacques Rancière as that of the 'rêve ouvrier'.&lt;br /&gt;&lt;br /&gt;&lt;i&gt;Lacking, I suppose, morality as a scholar, or a sense of public duty, I decided that I would keep my secret and it's only the last couple of years that I have begun to divulge it. I will post a Gaillard fils iconography here in the next few days.&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;So here, to follow, is a very bad scan of two cartoons, one of Thiers as the head of a venal, capitalist government, worshiped by the rich on an altar of luxury food, the other of the last struggle of the Commune. The red flag of the Commune is flying against the wind that blows back the smoke of the cannons, as if the smoke itself were a defence against the distant silhouette of Versailles with its murderous troops,&amp;nbsp; and at the same time the figure of the effacement of the Commune that Gaillard, in exile, will struggle to overcome. Aporia and oxymoron ... affect beyond the possibilities of a satire or the run of the mill cartoon - something that occurs and reoccurs in militant imagery, almost despite itself, as a surplus of the militant act itself..&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Ik4OeBuK_Yw/TZnVmxmqyeI/AAAAAAAAAC0/vuVEvzDx7V4/s1600/gaillard+fils.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="433" src="http://4.bp.blogspot.com/-Ik4OeBuK_Yw/TZnVmxmqyeI/AAAAAAAAAC0/vuVEvzDx7V4/s640/gaillard+fils.jpg" width="640" /&gt;&amp;nbsp;&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;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;And here is a cover from an ephemeral, political broadsheet that he ran during the club movement of the end of the Second Empire - see Rifkin, Thomas and Moore, 1987, 'Voices of the People' for an account of this. Minck ( he spells it wrong I guess), an early feminist, was a writer, orator and revolutionary who, amongst other things, thought that young men should not waste their energies a shop assistants - of which they formed the vast majority in 1867, but that this work should be made available to women. When I started work on Commune I was advised to look for this by the great communist scholar and historian of Communard women's organisation, Eugene Schulkind, but firmly told not to take it too seriously. This was typical of the communist historiography of the time, little apt to take on the effects of an E P Thompson, and ever rather scornful of whatever could not be taken as a true exemplar or ancestor of a virile and modern, industrial and revolutionary class. A cranky shoemaker and an effete poet son were not at the height of things and behaved with little of the nobility of self-sacrifice that is ever the attribute of the dead.&amp;nbsp; Needless to say I took it all far too seriously, and so I did find a lot of stuff in Geneva which, I the realised, they did not want to know!&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-rtp71m1fwnU/TZnsVTXhSNI/AAAAAAAAAC8/XvcfNe3N2Og/s1600/gaillard+fils+Minck.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://2.bp.blogspot.com/-rtp71m1fwnU/TZnsVTXhSNI/AAAAAAAAAC8/XvcfNe3N2Og/s640/gaillard+fils+Minck.jpg" width="452" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&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="separator" style="clear: both; text-align: left;"&gt;And now the frontispiece and rear cover of his poetry written for sale at the Buvette.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&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/-tPQ4FUHNXFM/TZntF2dy_qI/AAAAAAAAADA/eM7p8cQCgFA/s1600/gaillard+fils+Poetry.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="452" src="http://3.bp.blogspot.com/-tPQ4FUHNXFM/TZntF2dy_qI/AAAAAAAAADA/eM7p8cQCgFA/s640/gaillard+fils+Poetry.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&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/-FyBpaLtfvEg/TZsl1om7-oI/AAAAAAAAADE/bRlaQ9La4-U/s1600/Ferre%25CC%2581.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="414" src="http://4.bp.blogspot.com/-FyBpaLtfvEg/TZsl1om7-oI/AAAAAAAAADE/bRlaQ9La4-U/s640/Ferre%25CC%2581.jpg" width="640" /&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/-EDnPvvlnZBo/TZsmUfz7RZI/AAAAAAAAADI/pJa9EvRAF7c/s1600/4-20-2007_023.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="414" src="http://2.bp.blogspot.com/-EDnPvvlnZBo/TZsmUfz7RZI/AAAAAAAAADI/pJa9EvRAF7c/s640/4-20-2007_023.JPG" width="640" /&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/-KtOBVMt3pjQ/TZsmmz4dZTI/AAAAAAAAADM/EFucGA0OJsU/s1600/4-20-2007_018.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://4.bp.blogspot.com/-KtOBVMt3pjQ/TZsmmz4dZTI/AAAAAAAAADM/EFucGA0OJsU/s640/4-20-2007_018.JPG" width="412" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&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/6114171316535096252-5502542649069889653?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/5502542649069889653/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/04/keeping-silent-returning-to-paris.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/5502542649069889653'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/5502542649069889653'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/04/keeping-silent-returning-to-paris.html' title='Keeping Silent, speaking out : returning to the Paris Commune of 1871 when once again we need its lesson in democracy'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-t8Fz8QSwaX8/TZnk2lZCURI/AAAAAAAAAC4/L38iLBuq9VA/s72-c/Buvette+report+2.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-8597458881079670265</id><published>2011-01-19T13:34:00.000-08:00</published><updated>2011-01-19T13:40:54.421-08:00</updated><title type='text'>Increasing Zionist aggression and pressure in French intellectual life</title><content type='html'>&lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Arial; panose-1:2 11 6 4 2 2 2 2 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;}@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:""; margin-top:0cm; margin-right:0cm; margin-bottom:10.0pt; margin-left:0cm; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman"; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:Cambria; mso-fareast-theme-font:minor-latin; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}@page Section1 {size:612.0pt 792.0pt; margin:72.0pt 90.0pt 72.0pt 90.0pt; mso-header-margin:36.0pt; mso-footer-margin:36.0pt; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;     &lt;br /&gt;&lt;div class="MsoNormal" style="margin-bottom: 13.0pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"&gt;&lt;b&gt;&lt;span lang="EN-US" style="font-family: Arial; font-size: 13pt;"&gt;From Médiapart&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 13pt;"&gt;&lt;b&gt;&lt;span lang="EN-US" style="font-family: Arial; font-size: 13pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 13pt;"&gt;&lt;b&gt;&lt;span lang="EN-US" style="font-family: Arial; font-size: 13pt;"&gt;my note: for Stéphane Hessel follow this link:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 13pt;"&gt;&lt;b&gt;&lt;span lang="EN-US" style="font-family: Arial; font-size: 13pt;"&gt;http://en.wikipedia.org/wiki/St%C3%A9phane_Hessel&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 13pt;"&gt;&lt;b&gt;&lt;span lang="EN-US" style="font-family: Arial; font-size: 13pt;"&gt;Here are a few extracts... &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 13pt;"&gt;Resistant during the Second World War, Hessel joined General de Gaulle  in 1941, and was later deported to the Buchenwald and Dora concentration  camps. Hessel escaped hanging in Dora and escaped with [ ] during a transfer to Bergen-Belsen by exchanging his identity with Michel Boitel, who was dying of typhus.&lt;b&gt;&lt;span lang="EN-US" style="font-family: Arial; font-size: 13pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;Stephane Hessel was involved in the drafting of the Universal Declaration of Human Rights in 1948; participated in the commemoration of the 60th anniversary of the  Program of the National Council of Resistance of 15 March 1944, which  particularly urged the younger generations to live by and pass on the  legacy of the resistance and its ever-current ideals of economic, social  and cultural democracy.On 21 February 2008 on the Place de la Republique in Paris, Stéphane  Hessel denounced the French government's failure to comply with Article  25 of the Universal Declaration of Human Rights and called for the  Government of the French Republic to make funds available to provide  housing for the homeless etc.....&lt;br /&gt;&lt;br /&gt;On 5 January 2009, Stéphane Hessel made the following remarks on the  Israeli military operations in the Gaza strip: "In fact, the word that  applies - that should be applied - is 'war crime' and even 'crime  against humanity'. But this word must be used cautiously, especially in  Geneva, where the High Commissioner for Human Rights resides, and who  may have an important opinion on that issue. As for myself, after  visiting Gaza, after seeing refugee camps with thousands of children,  the way they are bombed appears as a real crime against humanity."&lt;br /&gt;&lt;br /&gt;In October 2010 his essay "Indignez-vous!" was published with a first  printing of 6000 copies. By year's end 600,0000 copies had been sold.  An English translation is &lt;a class="external text" href="http://indignez-vous-cry-out-hessel.blogspot.com/2011/01/english-translation.html" rel="nofollow"&gt;here&lt;/a&gt;.  Hessel's book argues that the French people need to get outraged again,  as were those who participated in the French Resistance during World  War II. Hessel's reasons for personal outrage include the growing gap  between the very rich and the very poor, France's treatment of its  illegal immigrants, the need to re-establish a free press, the need to  protect the environment, the plight of Palestinians and the importance  of protecting the French welfare system. He calls for peaceful and  non-violent insurrection.&lt;br /&gt;&lt;div class="MsoNormal" style="margin-bottom: 13pt;"&gt;&lt;b&gt;&lt;span lang="EN-US" style="font-family: Arial; font-size: 13pt;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 13pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 13pt;"&gt;&lt;b&gt;&lt;span lang="EN-US" style="font-family: Arial; font-size: 13pt;"&gt;Alain Badiou&lt;/span&gt;&lt;/b&gt;&lt;span lang="EN-US" style="font-family: Arial; font-size: 13pt;"&gt;, &lt;b&gt;Etienne Balibar&lt;/b&gt;, &lt;b&gt;Ivar Ekeland&lt;/b&gt;, &lt;b&gt;Jean-Marc Lévy-Leblond&lt;/b&gt;, &lt;b&gt;Marie-José Mondzain&lt;/b&gt;, &lt;b&gt;Jacques Rancière&lt;/b&gt; et &lt;b&gt;Emmanuel Terray&lt;/b&gt;, anciens élèves de l'Ecole normale supérieure, s'élèvent contre l'annulation, à la demande du Crif, de la rencontre avec Stéphane Hessel prévue ce mardi 18 janvier 2010.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 13.0pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"&gt;&lt;span lang="EN-US" style="font-family: Arial; font-size: 13pt;"&gt;-----------&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 13.0pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"&gt;&lt;span lang="EN-US" style="font-family: Arial; font-size: 13pt;"&gt;Nous apprenons avec stupeur et indignation par un communiqué du Conseil représentatif des institutions juives de France que la rencontre prévue le 18 janvier à l'Ecole normale supérieure avec Stéphane Hessel a été annulée à sa demande. Un homme qui a dédié toute sa vie au combat pour la liberté se voit ainsi interdit de parole pour avoir rappelé les droits du peuple palestinien.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 13.0pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"&gt;&lt;span lang="EN-US" style="font-family: Arial; font-size: 13pt;"&gt;Cette intervention n'est pas un fait isolé. Il y a&amp;nbsp;longtemps déjà que le Crif et des personnalités qui lui sont liées exercent la calomnie et l'intimidation à l'égard des militants, artistes ou universitaires juifs et israéliens coupables de s'opposer aux violations du droit international perpétrées par l'Etat israélien. Ils ont notamment réussi à faire partir de France un cinéaste israélien dont les films ne leur plaisaient pas.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 13.0pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"&gt;&lt;span lang="EN-US" style="font-family: Arial; font-size: 13pt;"&gt;Aujourd'hui, cette institution affirme sans ambages son droit de décider qui a en France le droit ou non de parler d'Israël et de la Palestine. Elle n'a pas sans intention choisi de le faire en un lieu symboliquement associé à l'idée de la libre recherche. Si la directrice de l'Ecole normale supérieure a accepté son diktat, elle a déshonoré sa fonction. Il en va de même pour la ministre de l'enseignement supérieur&amp;nbsp; s'il est avéré qu'elle est personnellement intervenue pour faire annuler la rencontre prévue.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 13.0pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"&gt;&lt;span lang="EN-US" style="font-family: Arial; font-size: 13pt;"&gt;Ces faits sont inadmissibles. Le droit de critiquer les actes du gouvernement israélien comme de tout autre gouvernement doit être respecté sur notre territoire. Aucune institution n'a le droit de nous prescrire, en fonction des intérêts particuliers qu'elle représente, ce que nous devons dire, écrire, voir et entendre.   &lt;b&gt;Alain Badiou&lt;/b&gt;, ENS 1956, professeur émérite à l'Ecole normale supérieure &lt;b&gt;Etienne Balibar&lt;/b&gt;, ENS 1960, professeur émérite à l'Université de Paris Ouest &lt;b&gt;Ivar Ekeland&lt;/b&gt;, ENS 1963, professeur à l'University of British Columbia, Vancouver &lt;b&gt;Jean-Marc Lévy-Leblond&lt;/b&gt;, ENS 1958, professeur émérite à l'Université de Nice &lt;b&gt;Marie-José Mondzain&lt;/b&gt;, ENS 1962, directrice de recherches au CNRS &lt;b&gt;Jacques Rancière&lt;/b&gt;, ENS 1960, professeur émérite à l'Université Paris VIII &lt;b&gt;Emmanuel Terray&lt;/b&gt;, ENS 1956, directeur d'études à l'Ecole des hautes études en sciences sociales&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&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/6114171316535096252-8597458881079670265?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/8597458881079670265/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/01/increasing-zionist-agression-and.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/8597458881079670265'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/8597458881079670265'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2011/01/increasing-zionist-agression-and.html' title='Increasing Zionist aggression and pressure in French intellectual life'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-5958782855220871074</id><published>2010-11-16T02:05:00.000-08:00</published><updated>2011-03-26T07:49:52.642-07:00</updated><title type='text'>(un) Becoming Mme Maigret, .... more thoughts - overtaken by events:</title><content type='html'>Since writing the below I bought&amp;nbsp; &lt;i&gt;Simenon et Maigret passent a table&lt;/i&gt; by Courtine, which changes everything - there is no need for any sentimetal reflection on this barbaric, revolting and indigetsitble period of culinary history as we find it in Mme Maigret's cooking, that of the Maigret's friend the Dr Pardon or the Brasserie Dauphine. Mme M, Simenon remarks in one story, has nothing to say in the vening as nothing interesing has happened to her during the day!! Depressing but gripping nonetheless.....&lt;br /&gt;&lt;br /&gt;There is a lot more to say about Walid Raad, see previous post, and about the commodity form in progressivism since Documenta 11, but my main activity throughout 2010 has been&lt;b style="background-color: white; color: #0b5394;"&gt;&lt;span style="color: lime; font-size: small;"&gt;&lt;i&gt; &lt;span style="background-color: #9fc5e8;"&gt;reading in their entirety Georges Simenon's Maigret novels and novellas&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="background-color: white; color: #0b5394;"&gt;: I &lt;/span&gt;am cu&lt;span style="background-color: #cccccc;"&gt;&lt;/span&gt;rrently about 6000 pages through nearly 10000 and it has been an unalloyed pleasure, which does not mean without contrariety, as well as a framework for repositioning ideas about the visual. But for a kick off here is a picture I made in 1959 of the bird market in Paris, Ektachrome slide, 6 by 6 cm, Rolleicord VB, digitally restored:&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="background-color: #f3f3f3;"&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/_9vgq_0vd7yM/TOL6HPc1EYI/AAAAAAAAABs/e_sApn5TaVI/s1600/ParisBirdsWM.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/_9vgq_0vd7yM/TOL6HPc1EYI/AAAAAAAAABs/e_sApn5TaVI/s320/ParisBirdsWM.jpg" width="320" /&gt;&lt;/a&gt; And another of the Quai more or less opposite Maigret's headquarters:&lt;img border="0" height="316" src="http://4.bp.blogspot.com/_9vgq_0vd7yM/TOL5t-qRSRI/AAAAAAAAABo/tG2mJ1cUAn0/s320/Paris+Quaiwm.jpg" width="320" /&gt;&amp;nbsp;&lt;/div&gt;&lt;br /&gt;&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;/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;These photographs illustrate some attachment of mine to the city which, despite my being very tired of Paris-as-such, enables me to engage Simenon with great gusto, and to move from having read a few of the novels, some of them such as &lt;i&gt;Pietr le letton&lt;/i&gt; very carefully, to taking my time over all of them.&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;I carried on making what became hundreds of pictures of Paris from the 1960s to the 1990s when the terminal modernisation of the 19th, 12th and 11th Arrondissements and their once complex combination of ancient street plan and density with &lt;i&gt;friche&lt;/i&gt;, together with the birth of digital photography, killed most of the interest that I had in the city and in photography as well. I will put up some of these in due course, but suffice it to say that reading Simenon, the Parisian and the provincial stories, reactivates this imprinting of my images in myself, and not as nostalgia; rather, as a reactualising in the here and now, sufficient to this process of reading and not to a generalised and unproductive melancholia.&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Today I was yet again taken aback by the complexity of Simenon's embededness in his culture and how his attachment to Maigret enables him to construct some kind of a hermeneutic of change and stasis, of the enigmatically complex relations of persons and things. This was at the beginning of the 1950&amp;nbsp; &lt;i&gt;Les mémoires de Maigret&lt;/i&gt; in which Simenon put's into his creation's mouth a first person account of his being written as a character. In a sense it is an autobiography of Simenon in his role as Maigret's author, shifting from an arrogant but disingenuous timidity in facing his creation to a blatant arrogance and finally a fond intimacy - the intimacy of a certain introjection, the moment when Maigret notes that it is Simeon who dresses like Maigret rather than being his dresser, so as to speak. It's an object lesson in the elaboration of obsession, one that throws some light in my own with the artist J A D Ingres. But Simenon's simple gesture of pretence, of suspending the suspension of fiction's truthfulness, is stunningly disarming. It works almost too well, as if one is thrown into a day dream.&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;And, seen from one angle, that of Mme Maigret who becomes a reader in her reading of the novels as they appear over thirty years, I came to realise that the perfect reader was always and already she, in her imagined intimacy with her fond but ever absent spouse. She defends Simenon against Maigret's waspish discontents with his construction; you could say that her behaviour elaborates the reader as a bride of the text. Curiously a space of Barthes' writing begins to appear in THIS literature a decade before it began to appear in his own. &lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;I think I might write Mme Maigret's&amp;nbsp; cook book, unless someone has already done so, but it would encourage an epidemic of acidity if widely used, it would make Delia Smith read as a crash diet.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="background-color: #f3f3f3; clear: both; text-align: left;"&gt;&lt;a href="http://3.bp.blogspot.com/_9vgq_0vd7yM/TOW0YfjN45I/AAAAAAAAAB8/6dNuk5VbaH0/s1600/beauvaiswm.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/_9vgq_0vd7yM/TOW0YfjN45I/AAAAAAAAAB8/6dNuk5VbaH0/s400/beauvaiswm.jpg" width="258" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="background-color: #f3f3f3;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="background-color: #f3f3f3;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="background-color: #f3f3f3; clear: both; text-align: right;"&gt;&lt;/div&gt;&lt;div class="separator" style="background-color: #f3f3f3; clear: both; text-align: right;"&gt;&lt;a href="http://3.bp.blogspot.com/_9vgq_0vd7yM/TOW0ZhvgfgI/AAAAAAAAACA/u56mEeG4Fps/s1600/grand+Cerfwm.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="384" src="http://3.bp.blogspot.com/_9vgq_0vd7yM/TOW0ZhvgfgI/AAAAAAAAACA/u56mEeG4Fps/s640/grand+Cerfwm.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="background-color: #f3f3f3;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="background-color: #f3f3f3;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="background-color: #f3f3f3; clear: both; text-align: left;"&gt;&lt;a href="http://4.bp.blogspot.com/_9vgq_0vd7yM/TOW0cVUE83I/AAAAAAAAACE/RaOTBgsG4SQ/s1600/Hotel++de+Brebant1wm.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://4.bp.blogspot.com/_9vgq_0vd7yM/TOW0cVUE83I/AAAAAAAAACE/RaOTBgsG4SQ/s400/Hotel++de+Brebant1wm.jpg" width="258" /&gt;&lt;/a&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;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6114171316535096252-5958782855220871074?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/5958782855220871074/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2010/11/being-mme-maigret.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/5958782855220871074'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/5958782855220871074'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2010/11/being-mme-maigret.html' title='(un) Becoming Mme Maigret, .... more thoughts - overtaken by events:'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_9vgq_0vd7yM/TOL6HPc1EYI/AAAAAAAAABs/e_sApn5TaVI/s72-c/ParisBirdsWM.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-3772844259125224309</id><published>2010-11-14T03:38:00.000-08:00</published><updated>2010-11-14T09:39:59.622-08:00</updated><title type='text'>Disappointment?</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_EYmna-tI/AAAAAAAAAAU/GnVJpg0p4l8/s1600/windows213.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="262" src="http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_EYmna-tI/AAAAAAAAAAU/GnVJpg0p4l8/s400/windows213.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;I suppose that I would never go out around the galleries, and lord knows I am lazy about this anyway, sometimes I do not even walk round the corner to the Whitechapel or Raven Row, were it not for the thrill of possible disappointment, which is more often an impulse to critical activity than is the comfort of canonical satisfaction. But that is not a rule, it's just that to acknowledge it, for me, gives a reason to go out. At the Whitechapel, just the other day, or maybe weeks ago, I was disappointed by Walid Raad's show, and this disappointment was one with the art world as such,&lt;span style="color: red;"&gt; &lt;span style="font-family: Verdana,sans-serif;"&gt;no less&lt;/span&gt;&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;Just the other day, after seeing Raad's show, I was walking down Praed Street on my way to Paddington and on the corner of Star Street which, even three decades ago, was once a scene of squalor and bottom of the heap prostitution - one could see the environment of some of Doris Lessing's early stories -, this happened, and it happened despite the cleansing powers of gentrification and, ironically, not a stone's throw from the Serpentine's &lt;span style="color: lime; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Centre for Possible Studies&lt;/span&gt;:&lt;br /&gt;&lt;br /&gt;A rather battered and basic red metal wheelchair was being pushed by a young man, seemingly down and out, and the passenger was a young black man, possibly in his 20s, with Down's syndrome, and not well at all; an older man, equally down and out, stopped the two as he came towards them and they exchanged some pleasantries, wild gesticulations and laughter. They seemed happy. One of those new 'mid-price' Bentleys - which have been legion since Blair and Brown fully unleashed the altogether other and viler squalor of bonus culture - suddenly found it could not mount the pavement to manoeuvre round a bus and the driver - for a moment - became a portrait by Francis Bacon or, rather Lovis Corinth (the better painter) This Bentley, I saw, was the Art World, in all its well heeled clumsiness, and I thought that it was also Raad's work in its confronting of the world we glimpse in it. This was an allegorical insight, and it concerned also a certain type of work that invites us not only to admire it&amp;nbsp; but to agree with it as well.&lt;br /&gt;&lt;br /&gt;Or precisely this is what I found in the Whitechapel: and this having immensely admired and enjoyed Raad - Atlas installations here and there over the years; that I was expected to agree with it because it is concerned with conflict and admire it because of its endless reflexivity and self regard. A few years ago I set some first year art students a project to try not to be self-reflective/reflexive, and it had a high failure rate, more non-submissions than you could imagine, and this underscores now the way in which the reflexive in Raad is purely commodity, rather quaint and a little coy. In Adorno's terms, Kitsch, especially his reflections on being a successful artist. I don't mind&lt;span style="color: blue;"&gt; &lt;b&gt;&lt;span style="color: blue;"&gt;tha&lt;/span&gt;t,&lt;/b&gt;&lt;/span&gt; artists being successful, up to the point where our involvement in their success makes us frightened to step out of the Bentley, for at that point art becomes a kind of blackmail.... an art of counter reformation, an art whose beauty, if the artist has another kind of luck, will not depend upon its messages.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/_9vgq_0vd7yM/TN_JirhDAnI/AAAAAAAAAAY/oJnnjG1gtKk/s1600/A+Certain+Hapiness.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="258" src="http://1.bp.blogspot.com/_9vgq_0vd7yM/TN_JirhDAnI/AAAAAAAAAAY/oJnnjG1gtKk/s400/A+Certain+Hapiness.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="color: #274e13;"&gt;&lt;i&gt;&lt;b&gt;The archive, cabins on the Parisian Zone in 1942-43 photographed and numbered by the City authorities at the request of the Nazi occupiers - a fiction numbered - a life reduced to its nuisance value, not bare, just outside the fascist plans&lt;/b&gt;&lt;/i&gt;.&lt;/div&gt;&lt;br /&gt;more to follow....&lt;br /&gt;&lt;br /&gt;&lt;div style="color: #0b5394; font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;here is an image that shows an element of my own relation to the Middle East and Africa, it is a towel over a century old that I suspect one of my grandparents nicked while on holiday in Luxor ... they were natives of Alexandria,,,&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/_9vgq_0vd7yM/TOAdqc_un_I/AAAAAAAAABc/vBUQaoDXRT8/s1600/hotel+helios+small.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="226" src="http://2.bp.blogspot.com/_9vgq_0vd7yM/TOAdqc_un_I/AAAAAAAAABc/vBUQaoDXRT8/s320/hotel+helios+small.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6114171316535096252-3772844259125224309?l=adrian-gaisavoir.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adrian-gaisavoir.blogspot.com/feeds/3772844259125224309/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2010/11/disappointment.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/3772844259125224309'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6114171316535096252/posts/default/3772844259125224309'/><link rel='alternate' type='text/html' href='http://adrian-gaisavoir.blogspot.com/2010/11/disappointment.html' title='Disappointment?'/><author><name>ADRIAN Rifkin</name><uri>http://www.blogger.com/profile/07255797488143164575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_k0Cauy1I/AAAAAAAAAAo/eW8I65fFQ1A/S220/BWlying%2Bback.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_9vgq_0vd7yM/TN_EYmna-tI/AAAAAAAAAAU/GnVJpg0p4l8/s72-c/windows213.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6114171316535096252.post-8987875952424854182</id><published>2010-11-13T06:57:00.001-08:00</published><updated>2010-11-14T02:36:44.647-08:00</updated><title type='text'>The whole blog from my website up to now!!</title><content type='html'>&lt;hr /&gt;&lt;h2 style="text-align: center;"&gt;&lt;i&gt;Please browse the Blog, not much of it is supposed to be just topical&lt;/i&gt;&lt;/h2&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" height="401" src="http://www.gai-savoir.net/blogpage_19_2535148680.jpg" width="457" /&gt;&lt;/div&gt;&lt;hr /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: larger;"&gt;&lt;br /&gt;&lt;br /&gt;11 November 2010&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Long Live Revolutionary Violence, Down with the Running Dogs of British Capitalism, Paper Tigers (lib-dems?) and all manner of time honoured slogans.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;b&gt;What a relief that some of the  press published comments on the near-miss sacking of Millbank to the effect  that the real violence comes from the destroyers, the venal hacks of  British parliamentary 'representation', the vain and shallow leaders of  the political class. But I sat out the student demo yesterday against  the destruction of the education system in - &lt;span style="font-size: larger;"&gt;of all places &lt;/span&gt;- the Kenneth Clark theatre at the Courtauld Institute - camp screams of &lt;i&gt;how could you?&lt;/i&gt; from stage left.&lt;br /&gt;&lt;br /&gt;Well I could because I wanted to form part of an audience for the films  of two great French artists of impeccable left, critical and  revolutionary standing - Gérard Fromanger and Jacques Monory, hosted by  Sarah Wilson in the context of the launch of her very interesting and  important book &lt;span style="font-size: larger;"&gt;&lt;i&gt;The Visual World of French Theory&lt;/i&gt;&lt;/span&gt;,  (Yale 2010). This is a proper division of labour, I guess as both  artists were present and both have been of importance for me.  Fromanger's pouring of red with Godard, a little tale of spilled paint,  remains tremendous, a great piece of 60s thinking to go with Baldessari  and even, perhaps, Louise Bourgeois in its utterly simple but  ideologically complex materialism, its giving to see. But also it  honours a long tradition of revolutionary imagery, going back over two  centuries, concerning the pouring of blood both in the colouring of the  Tricolor out of the white flag of the Bourbons, and the bloodiness of  the republican flag itself in the age of the colonial violence inflicted  in its shadows.&lt;br /&gt;&lt;br /&gt;BUT more so  given the moment; and the histories of Fromanger's work,  the conjunction of two historical moments of redness - the film and the  burning placards at Millbank - was something I am happy to have  witnessed; it nicely suits my current sense of historical time. You  might say, to quote Hopkins, that 'it is of the comfort of the  resurrection'... but in this case the resurrection of an idea, of a  politics of distribution that can only re-emerge in the heat of the  moment.&lt;br /&gt;&lt;br /&gt;Then I went to Osborne Samuel to see this exibition of absurdly  neglected art, some of the very best painting and construction made in  this country in the 60s, 70s 80s. The cover is Jeffery Steele.&lt;br /&gt;&lt;br /&gt;&lt;img alt="" src="http://www.gai-savoir.net/blogpage_16_867209170.jpg" style="height: 358px; width: 423px;" /&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt; &lt;/b&gt;&lt;/div&gt;&lt;hr /&gt;&lt;hr /&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" src="http://www.gai-savoir.net/blogpage_20_2376303050.jpg" style="height: 522px; width: 336px;" /&gt;&lt;br /&gt;Southsea, early 1980s, not far from where I lived, old bellows camera 6 by 9c Ektachrome&lt;/div&gt;&lt;hr /&gt;&lt;hr /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;br /&gt;9 November 2010&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;img alt="" src="http://www.gai-savoir.net/blogpage_9_633925869.jpg" style="height: 323px; width: 227px;" /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: #38761d; font-size: large;"&gt;&lt;b&gt;Emblems and some thoughts on procedure&lt;/b&gt;&lt;/span&gt;.&lt;/div&gt;&lt;div&gt;On the first page of my site I think about not doing research any  longer and of trying to work more emblematically. At some very general  level this means a more active, or actively resigned mode of working  with the enigma. Again this fits almost too neatly with my ideas of  endless revision and incompletion as, even as one tries to generate  enigmas, things one once found clear enough turn around themselves and  become strange. Here is the dust jacket for a book that I helped to  prepare over the mid 80s and which came out in 1987. it contains some  early translations of Jacques Rancière's articles from Les révoltes  logiques as well as other important texts by Alain Cottereau, Alain  Faure, Alain Dalotel and Jean-Claude Freiermuth on the people's  movements of the end of the Second Empire in France and the paris  Commune (tous les garçons s'apellent Alain, it seems).&lt;br /&gt;&lt;br /&gt;The images on the cover, all of which I gave to the editor at Routledge,  seemed a pretty straightforward representation of the materials in the  book, but now they need re-reading and this I will set out to do. I will  read them as the problem of the emblem rather than as a late Marxising  
