<?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-2754419270804513736</id><updated>2012-02-16T14:24:08.505+01:00</updated><category term='Skateboarding'/><category term='Atlantis'/><category term='Bo(u)lder rush'/><category term='HypheNation'/><category term='Minor Sport'/><category term='Heidegger'/><category term='Spinoza'/><category term='Deleuze'/><category term='Virilio'/><category term='Caillois'/><category term='Derrida'/><category term='Thrift'/><category term='Haraway'/><category term='Badiou'/><category term='Nietzsche'/><category term='Soccer'/><category term='Zizek'/><category term='Contin(g)ent'/><category term='Foucault'/><category term='Benjamin'/><category term='Agamben'/><category term='Nomadology'/><category term='The art of tracing'/><category term='Manning'/><category term='Luhmann'/><category term='Guattari'/><category term='Massumi'/><category term='Serres'/><category term='de Certeau'/><category term='Harman'/><category term='Laboratory'/><category term='Loland'/><category term='Deterritory'/><category term='HaptiCity'/><category term='Simmel'/><category term='Tangen'/><category term='Virno'/><category term='Dromography'/><category term='Bergson'/><category term='Guttmann'/><category term='Latour'/><category term='Vuvuzuela'/><category term='eSport'/><category term='Parasitology'/><category term='Aesthetics of losing'/><category term='Aristotle'/><category term='Morton'/><category term='Beck'/><category term='Debord'/><category term='Tangier'/><category term='Sloterdijk'/><category term='Bauman'/><category term='Parkour'/><category term='Breakwaters'/><title type='text'>Towards a minor sport</title><subtitle type='html'>A nonhuman discourse on the politics of sports.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://sportminor.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://sportminor.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Kalle Jonasson</name><uri>http://www.blogger.com/profile/13822687870396557587</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://1.bp.blogspot.com/_qMP4AMtDrtU/TUnoQjGXYEI/AAAAAAAAAR8/uo94Ow4Vq10/s220/IMG_1221.JPG'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>49</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-2754419270804513736.post-1528731302579796252</id><published>2011-09-07T22:47:00.007+01:00</published><updated>2011-09-08T13:05:22.741+01:00</updated><title type='text'>(Un)Time(ly) Out</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-xdGBA4W3li8/TmfngRb0L5I/AAAAAAAAATU/taUVPKQZBvM/s1600/time%2Bout"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 200px; height: 192px;" src="http://3.bp.blogspot.com/-xdGBA4W3li8/TmfngRb0L5I/AAAAAAAAATU/taUVPKQZBvM/s320/time%2Bout" alt="" id="BLOGGER_PHOTO_ID_5649738799181475730" border="0" /&gt;&lt;/a&gt;It´s time to focus, time to regroup. It's been a pleasure running this blog, but&lt;br /&gt;I need to redistribute my attention toward other matters for the time being.&lt;br /&gt;I would like to thank all You readers for taking time, and for&lt;br /&gt;letting my ideas&lt;br /&gt;&lt;/div&gt;take your time.&lt;br /&gt;I hope that You&lt;br /&gt;all have found&lt;br /&gt;something in&lt;br /&gt;my posts that&lt;br /&gt;was valuable&lt;br /&gt;for You, and&lt;br /&gt;that curiosity&lt;br /&gt;may continue&lt;br /&gt;to guide You in&lt;br /&gt;Your courses of&lt;br /&gt;life, time, love,&lt;br /&gt;art, philosophy,&lt;br /&gt;research, and&lt;br /&gt;sheer movement.&lt;br /&gt;Yours sincerely&lt;br /&gt;and untimely.&lt;br /&gt;///////Kalle&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/2754419270804513736-1528731302579796252?l=sportminor.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sportminor.blogspot.com/feeds/1528731302579796252/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sportminor.blogspot.com/2011/09/untimely-out.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/1528731302579796252'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/1528731302579796252'/><link rel='alternate' type='text/html' href='http://sportminor.blogspot.com/2011/09/untimely-out.html' title='(Un)Time(ly) Out'/><author><name>Kalle Jonasson</name><uri>http://www.blogger.com/profile/13822687870396557587</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://1.bp.blogspot.com/_qMP4AMtDrtU/TUnoQjGXYEI/AAAAAAAAAR8/uo94Ow4Vq10/s220/IMG_1221.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-xdGBA4W3li8/TmfngRb0L5I/AAAAAAAAATU/taUVPKQZBvM/s72-c/time%2Bout' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2754419270804513736.post-8130285357824743989</id><published>2011-08-31T09:54:00.004+01:00</published><updated>2011-08-31T11:18:51.003+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Loland'/><category scheme='http://www.blogger.com/atom/ns#' term='Haraway'/><category scheme='http://www.blogger.com/atom/ns#' term='Latour'/><category scheme='http://www.blogger.com/atom/ns#' term='Tangen'/><category scheme='http://www.blogger.com/atom/ns#' term='Minor Sport'/><category scheme='http://www.blogger.com/atom/ns#' term='Laboratory'/><title type='text'>What if Pistorius would have been victorious?</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.insidethegames.biz/images/stories/oscar_start_line_30-08-11.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 594px; height: 427px;" src="http://www.insidethegames.biz/images/stories/oscar_start_line_30-08-11.jpg" alt="" border="0" /&gt;&lt;/a&gt;The contribution of nonhuman actors is indispensable for sport to produce its winners legitimately. Tracks, lines, fields, starting blocks, javelins, hammers, discuses, balls and rackets are perfectly "natural" elements in sport. They are required for sport to exist; &lt;a href="http://books.google.com/books?id=XBYVYZ3bkagC&amp;amp;printsec=frontcover&amp;amp;hl=sv&amp;amp;source=gbs_ge_summary_r&amp;amp;cad=0#v=snippet&amp;amp;q=animals%20don%27t%20have%20things&amp;amp;f=false"&gt;'Humanity begins with things; animals don't have things'&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;However, the interference of nonhumans must be exactly assessed for sport to produce its winners legitimately. A record affected by wind is followed by a wa-asterisk (wind-assisted record) .&lt;br /&gt;&lt;br /&gt;The sport columnist Alan Hubbard sketches a &lt;a href="http://www.insidethegames.biz/blogs/14092"&gt;scenario&lt;/a&gt; that highlights what might have been the outcome for sport if Oscar 'Blade-runner' would have won the 400 m. final during the ongoing world championships in athletics in Daegu, Korea. Eventually, he didn't win but might as well have. Pistorius's unique distribution of energy during the race is foremost noticeable between 200 and 300 m, where and when he is the only known runner to accelerate.&lt;br /&gt;&lt;br /&gt;Hubbard speculates that if Pistorius was to break the world-record, perhaps already in the coming Olympics, one would have to introduce a ta-asterisk (technology-assisted record)&lt;span jsid="text" class="commentBody"&gt;. 'Would those able-bodied  rivals who patted him on the back and said "Well done" have reacted in  quite the same way had he actually beaten them?', Hubbard rightfully wonders.&lt;br /&gt;&lt;br /&gt;By letting Pistorius run, one of the 'modern constitution's' most efficacious apparatuses in producing notion of universal humanness was jeopardized. Indeed we live in times when the intertwinings between thing and man are exponentially increasing in scale and complexity.&lt;br /&gt;&lt;br /&gt;Sport has been a central actor in the work of purification, i.e. sorting human from the nonhuman. This has also -- arguably foremost -- been done in order to establish an internal hierarchy among humans.&lt;br /&gt;&lt;br /&gt;Oscar Pistorius's participation in regular athletics challenges not only the former record-holders of the 400 m distance, but the whole of the modern constitution!&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2754419270804513736-8130285357824743989?l=sportminor.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sportminor.blogspot.com/feeds/8130285357824743989/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sportminor.blogspot.com/2011/08/what-if-pistorius-would-have-been.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/8130285357824743989'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/8130285357824743989'/><link rel='alternate' type='text/html' href='http://sportminor.blogspot.com/2011/08/what-if-pistorius-would-have-been.html' title='What if Pistorius would have been victorious?'/><author><name>Kalle Jonasson</name><uri>http://www.blogger.com/profile/13822687870396557587</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://1.bp.blogspot.com/_qMP4AMtDrtU/TUnoQjGXYEI/AAAAAAAAAR8/uo94Ow4Vq10/s220/IMG_1221.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2754419270804513736.post-8972288817212732713</id><published>2011-08-25T14:55:00.010+01:00</published><updated>2012-02-03T10:24:18.120+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Serres'/><category scheme='http://www.blogger.com/atom/ns#' term='Loland'/><category scheme='http://www.blogger.com/atom/ns#' term='Latour'/><category scheme='http://www.blogger.com/atom/ns#' term='Massumi'/><category scheme='http://www.blogger.com/atom/ns#' term='Luhmann'/><category scheme='http://www.blogger.com/atom/ns#' term='Tangen'/><category scheme='http://www.blogger.com/atom/ns#' term='Morton'/><category scheme='http://www.blogger.com/atom/ns#' term='Harman'/><category scheme='http://www.blogger.com/atom/ns#' term='Laboratory'/><title type='text'>Dioramas and bioramas: concerning perspective in the study of sports</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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 mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;&lt;span style="" lang="EN-US"&gt;Eloquently as ever, Michel Serres posits the 100 meter dash as an &lt;i style=""&gt;in vivo&lt;/i&gt; unfolding of paleoanthropology. Starting with his interpretation of this hailed sporting event as an animated condensate of the evolution of man, from its quadrupedal ancestry to the erection of man, I have discussed the possibility of &lt;a href="http://sportminor.blogspot.com/2011/06/blanks-and-bioramas-question-of-content.html"&gt;content in sport&lt;/a&gt;. &lt;/span&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;My proposition was that this way of investigating sport implicates a perspective which makes dioramas out of sporting events, a little practice I amused myself with in a more speculative piece on &lt;a href="http://sportminor.blogspot.com/2011/08/hammer-throw-and-javelin.html"&gt;javelin and hammer-throw&lt;/a&gt; as markers for different regimes of knowledge. But what exactly is the diorama? Since I’m not convinced that this point of view is that favorable in the study of sport, perhaps we should see to what, in this analogy, should be retained, and what should be expelled. &lt;span style=""&gt; &lt;/span&gt;&lt;span style=""&gt; &lt;/span&gt;&lt;span style=""&gt; &lt;/span&gt;&lt;span style=""&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;The diorama is a peculiar object mostly found in museums, where they represent some decisive point in history, some spectacular animal in its natural habitat, or some indigenous tribe in their quotidian practices. Dioramas are freeze-frames of the richness of existence seen from a human perspective, with the glasses of a curious scientist. The freeze-frame is also an analogy used by Deleuze and Guattari when they discuss how science relates to (the) chaos (that it wants to understand and describe). Observe chaos, transform noise into signal, produce truth, reproduce the system of science, in a Luhmannian way.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;The concern to show life as it is in the diorama could evoke awkward feelings among its spectators, as is evident from the blog-entry of Tim Morton, professor of English at University of California, Davis, when he &lt;a href="http://ecologywithoutnature.blogspot.com/2011/08/death-diorama.html"&gt;describes his uneasiness&lt;/a&gt; encountering dioramas with dead animals under the spell of taxidermy – in this case a crepuscular heron by its nest.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;a href="http://p.twimg.com/AXlmomiCMAEmMgT.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 594px; height: 549px;" src="http://p.twimg.com/AXlmomiCMAEmMgT.jpg" alt="" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;i style=""&gt;&lt;span style="" lang="EN-US"&gt;Now everything in this diorama is dead, yet designed to give the uncanny sensation of life. This double edge always makes me feel weird. I am looking at the corpse of a bird, posed as if alive (Morton).&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Morton moreover means that dioramas are ’carefully constructed to appear natural’, a nature that in this case of the heron is more like a Latourian natureculture with all sorts of human(ufactured) debris. Morton’s, also very Latourian, description captures many aspects of how refined the composition of (scientific) knowledge is and must be to earn its efficacy, potency, and legitimacy. &lt;span style=""&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Here I would like to return to the discussion of interpretation in the study of sport, and thereby further variegating the proposed analogy.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;What we see in sport could well be interpreted as a different anthropological d(io)ramas, but isn’t this analogy too easily exhausted? It suggests that sports doesn’t really have a united code – a Luhmannian symbolically generalized medium –, and that the plethora of sports at any given moment is but an archive or museum of different decisive mo(ve)ments and forms in the history of man. There’s nothing wrong with seeing sport as this, I myself quite fancy this angle, but I think that there is more to sport than it being an array of different forms, discovered and performed.&lt;/span&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;I would like to situate sport as an ‘object’ (Harman) – system (Luhmann), and black-box (Latour) work fine as well – that reached completion in the modernist settlement, and thereby reinforced the modern constitution. A constitution whose foremost mission was to separate the poles of society and nature (work of purification), a concern that in turn enabled an even more intense intermingling between the two (work of translation).&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;a href="http://larvalsubjects.files.wordpress.com/2009/07/latour.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 622px; height: 392px;" src="http://larvalsubjects.files.wordpress.com/2009/07/latour.jpg" alt="" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Even if Latour isn’t that impressed with Luhmann’s system’s approach, I still find the latter’s notion of ‘medium’ very useful in the case of sports, as the Norwegian sport sociologist Jan-Ove Tangen has demonstrated purposefully. Therefore, I would like to couple the two concepts of the ‘modern constitution’ and the ‘symbolically generalized medium’ in my discussion.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;The constitution offers explanations for spatial and temporal distribution in general, while the system’s approach more specifically describes the particular object of sport, in which the winner is the medium that affect all other actors within its perimeter. &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;What, then, is the connection between the winner (medium) and the conjoined work of purification and translation (constitution)? Sure the phenomenon of winning could be traced to meritocracy, capitalism, liberalism, fascism and other renowned processes, but, what is winning on the level of where humans and nonhumans interact – Latour’s &lt;span style=""&gt; &lt;/span&gt;‘anthropological matrix’ where all human collectives hitherto have resided? &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;The winner is the foremost human actor in given sporting trial of strength. That is what is produced in sport. But in the demonstration, the &lt;a href="http://sportminor.blogspot.com/2011/02/science-and-sport.html"&gt;apodeixis&lt;/a&gt;, all nonhuman interference must be known, lest the result would be illegitimate. Without a proper result, such as if it was affected by weather, substances, and foul advantages, not only is the constitution betrayed, i.e. that the partitioning of humans and nonhumans gets blurred, but also are all the above-mentioned social processes arrested.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Thus, curiously enough, sport seems more explicit about its administering and organization of nonhumans and humans, than the average practice in a modern collective, at least as it is described by Latour. It is as if sport has an unusual position in the modernist settlement. The goal of sport is to sort out the kernel from the chaff, regarding both the division between humans and nonhumans, and humans internally (meritocracy, fascism, etc.). But this is more overt than what is common for modern practices. &lt;/p&gt;&lt;span style="" lang="EN-US"&gt;&lt;/span&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Whereas modernistic science has seen double (&lt;span style="text-transform: uppercase;"&gt;society&lt;/span&gt; is a collective of naked apes, which when seen thus, makes able some of those naked apes – scientists – to mobilize a &lt;span style="text-transform: uppercase;"&gt;nature&lt;/span&gt;, that alters the conditions for that same and still not same &lt;span style="text-transform: uppercase;"&gt;society&lt;/span&gt;), in sport, this goes on in the open. Nature has its laboratories, society has not. Sport is the nearest society comes to universally investigate what (human) bodies can do. Folk-science, more and more appear as an apt term for sport. &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Above, the diorama was described as enrolling dead material to depict the living, as a freeze-frame of life, and, freeze-framing, in turn, was described as a scientific stance toward chaos. Clearly, there is something else at play in sport. Nothing is frozen in sports. On the contrary, everything is heated up! Thus, sporting events is more akin to philosophical concepts. Deleuze and Guattari claim that philosophy tries not to take snap-shots of chaos, noise, and life, but instead aims at staging, reenacting, and performing small snippets of it. A philosophical concept is more agile than a scientific fact. No wonder that so many philosophers have applied examples from the world of sport in their demonstrations of concepts. &lt;span style=""&gt; &lt;/span&gt;&lt;span style=""&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Rather than the term first proposed, ‘diorama’, sport as a folk-science and as a philosophical tool should be understood as a ‘biorama’. A staging of live material to show that society and culture is a semi-orchestrated, yet open-ended, invention made up from and upheld by both humans and nonhumans. &lt;/span&gt;&lt;span style="" lang="EN-US"&gt;To paraphrase Tim Morton in his musings of the diorama: bioramas are 'carefully constructed to appear social'. &lt;/span&gt;&lt;span style="" lang="EN-US"&gt;Sport as a folk-science thereby peculiarly both reinforces and denounces the modern constitution. &lt;/span&gt;&lt;span style="" lang="EN-US"&gt;It is as if sport already is a nonmodern practice (cf. Massumis &lt;a href="http://www.sportsbabel.net/2011/07/proposition-for-an-exploded-foosball-table.htm"&gt;protosport&lt;/a&gt;), merely mimicking and translating (betraying?) science and its experiments.  An ethnomethod to carefully construct, stadium by stadium, a suggestion for a universal humanity (I'm not saying it is a good suggestion).&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Is it really a coincidence that Graham Harman, perhaps the foremost &lt;a href="http://www.re-press.org/book-files/OA_Version_780980544060_Prince_of_Networks.pdf"&gt;herald of Latour&lt;/a&gt; as a metaphysicist, worked as a sport journalist?&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2754419270804513736-8972288817212732713?l=sportminor.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sportminor.blogspot.com/feeds/8972288817212732713/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sportminor.blogspot.com/2011/08/dioramas-and-bioramas-concerning.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/8972288817212732713'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/8972288817212732713'/><link rel='alternate' type='text/html' href='http://sportminor.blogspot.com/2011/08/dioramas-and-bioramas-concerning.html' title='Dioramas and bioramas: concerning perspective in the study of sports'/><author><name>Kalle Jonasson</name><uri>http://www.blogger.com/profile/13822687870396557587</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://1.bp.blogspot.com/_qMP4AMtDrtU/TUnoQjGXYEI/AAAAAAAAAR8/uo94Ow4Vq10/s220/IMG_1221.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2754419270804513736.post-6120789302673169958</id><published>2011-08-22T10:59:00.005+01:00</published><updated>2011-08-22T11:58:02.265+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Latour'/><category scheme='http://www.blogger.com/atom/ns#' term='Deleuze'/><category scheme='http://www.blogger.com/atom/ns#' term='Guattari'/><category scheme='http://www.blogger.com/atom/ns#' term='Laboratory'/><title type='text'>Ethnomethods -- what people do</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.dyestat.com/3image/3out/USnat/dec/officials-in-line.jpg"&gt;&lt;img style="cursor: pointer; width: 631px; height: 436px;" src="http://www.dyestat.com/3image/3out/USnat/dec/officials-in-line.jpg" alt="" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Sport is, quite literally, a folk-science. The moderns have in sport composed a particularly effective ‘ethnomethod’ (Latour, 2003) to encapsulate a notion – and to nourish the discourse – of a universal humanhood. Where human rights, religions, and literary canons have failed, sport has succeeded, as has capitalism in constructing the consumer. And these are not new thoughts -- the discourse of sports has always been saturated with brotherhood and communication. Sport as universal language is a Babel's tower, tacitly built not to wake up the ‘crossed-out god’ (Latour, 1993); Running up and down ‘the athlete’s stair’ (Deleuze &amp;amp; Guattari, 1986) to stitch the Leviathan.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2754419270804513736-6120789302673169958?l=sportminor.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sportminor.blogspot.com/feeds/6120789302673169958/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sportminor.blogspot.com/2011/08/ethnomethods-what-people-do.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/6120789302673169958'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/6120789302673169958'/><link rel='alternate' type='text/html' href='http://sportminor.blogspot.com/2011/08/ethnomethods-what-people-do.html' title='Ethnomethods -- what people do'/><author><name>Kalle Jonasson</name><uri>http://www.blogger.com/profile/13822687870396557587</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://1.bp.blogspot.com/_qMP4AMtDrtU/TUnoQjGXYEI/AAAAAAAAAR8/uo94Ow4Vq10/s220/IMG_1221.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2754419270804513736.post-7426173979717775095</id><published>2011-08-18T14:11:00.008+01:00</published><updated>2011-08-18T22:04:58.406+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Serres'/><category scheme='http://www.blogger.com/atom/ns#' term='Loland'/><category scheme='http://www.blogger.com/atom/ns#' term='Spinoza'/><category scheme='http://www.blogger.com/atom/ns#' term='Deleuze'/><category scheme='http://www.blogger.com/atom/ns#' term='Skateboarding'/><category scheme='http://www.blogger.com/atom/ns#' term='Aesthetics of losing'/><category scheme='http://www.blogger.com/atom/ns#' term='Soccer'/><category scheme='http://www.blogger.com/atom/ns#' term='Agamben'/><category scheme='http://www.blogger.com/atom/ns#' term='Laboratory'/><title type='text'>Trials of the Leviathan: ret(errito)rial(ization)s or det(errito)rial(ization)s?</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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 &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable 	{mso-style-name:"Normal tabell"; 	mso-tstyle-rowband-size:0; 	mso-tstyle-colband-size:0; 	mso-style-noshow:yes; 	mso-style-priority:99; 	mso-style-qformat:yes; 	mso-style-parent:""; 	mso-padding-alt:0cm 5.4pt 0cm 5.4pt; 	mso-para-margin-top:0cm; 	mso-para-margin-right:0cm; 	mso-para-margin-bottom:10.0pt; 	mso-para-margin-left:0cm; 	line-height:115%; 	mso-pagination:widow-orphan; 	font-size:11.0pt; 	font-family:"Calibri","sans-serif"; 	mso-ascii-font-family:Calibri; 	mso-ascii-theme-font:minor-latin; 	mso-fareast-font-family:"Times New Roman"; 	mso-fareast-theme-font:minor-fareast; 	mso-hansi-font-family:Calibri; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;h2 style="font-weight: normal; font-style: italic;"&gt;&lt;blockquote&gt;&lt;span style="font-size:85%;"&gt;No, I don't even know your name, it doesn't matter.&lt;br /&gt;You're my experimental game, just human nature.&lt;br /&gt;-Katy Perry&lt;br /&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;/h2&gt;&lt;h2&gt;&lt;span style="" lang="EN-US"&gt;Movement and territory&lt;/span&gt;&lt;/h2&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Movement is always a series of trials. The properties of actors are constantly being measured and exchanged during displacement. “Bruises bigger than dinner-plates” (The Smiths). Grinded concrete (Borden, 2001; Bäckström, 2005) – inverted statue (Serres; Jonasson, 2011). The movement-trial is necessarily always about deterritorialization and reterritorialization. Letting go and glueing; scattering and gathering; Slytherin and Gryffindor (Rowling).&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Deterritorialization is literally something firm and dry in the process of being destabilized. Words leaving the mouth. A moth spreading out its wings and taking off. Movement is the message being translated, even the message of translation itself. Voiced by guides. A less known meaning of translation is betrayal. Betrayal in motion. Lost in translation. &lt;i style=""&gt;In medias res.&lt;span style=""&gt;  &lt;/span&gt;&lt;/i&gt;&lt;span style=""&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Concerning spatiality, temporality, and conditions for participating actors, trials in sport are rather elaborated and refined. The trials in sport aim to purify human action &lt;span style=""&gt; &lt;/span&gt;both with the help from and in relation to nonhuman actors. The outcome must result in the reconstruction and reproduction of universal humanness. In the same way Latour understands the universality of science, universal should here be understood as universal within its own network. Since both these networks, science and sport, are rather lengthy, universality in them are perceived as fully transcendent. A world record is a world record, and a scientific finding published in &lt;i style=""&gt;Science&lt;/i&gt; is a gift to the whole globe.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Without its deterritorializations, sport would be literally lame. (The extreme ability of athletes’ bodies in fact bears a heavy load of guilt regarding the stigma of disabled bodies). &lt;span style=""&gt; &lt;/span&gt;The appealing turbulence of sporting collectives – Serres’s ‘glorious uncertainty’ and Loland’s ‘sweet tension’ – is due to deterritorialization. &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;But sport without proper reterritorializations would only result in people throwing themselves out from, or cars crashing with, cliffs. Medieval folk-football was in this aspect poorly reterritorialized. &lt;span style=""&gt; &lt;/span&gt;Sports that are described as risk, lifestyle, adventure, and extreme are characterized by a high degree of deterritorialization. What kind of territory, then, is it that is confirmed and accumulated by reterritorialization in sport?&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Sport reterritorializes on the modernist settlement, the abode of the tribe known as the moderns. Their most characteristic feature is that they make an absolute distinction between nature and society, in their story of themselves. At the same time, they let actors from both these ‘satellites’ (Latour), intermingle and proliferate, wildly and freely. A State, a Hobbesian Leviathan (Deleuze &amp;amp; Guattari, 1987), such as the modernist settlement is based on dichotomous arrangements like these. Nature and society is an overarching metaphysical couple in modernity, but time is also divided into a before and after (enlightenment). Revolution. Following Deleuze and Guattari (1987), such dichotomies and binaries are abundant in the ‘State’, i.e. networks like the modernist settlement. In sport, this partitioning is effectuated in the reinforcing of age, weight, and sex. &lt;/span&gt;&lt;/p&gt;  &lt;h2&gt;&lt;span style="" lang="EN-US"&gt;Hobbes’ social contract and naked apes&lt;/span&gt;&lt;/h2&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;So why has it in the modernist settlement been so crucial to construct pure forms of human, humanity, culture and society? This is a highly political question, and the administration and implementation of it have had wide implications on all collectives since the enlightenment. With concepts such as ‘contract’, ‘citizen’, ‘representation’, ‘sovereign’, ‘power’, and ‘society’, British philosopher Thomas Hobbes systematized a nomenclature, whose seal modern social science still bear. The erecting of a purely human collective, the Leviathan, was Hobbes’s solution to the religious conflicts that haunted Europe at the time, and had done so for quite long. &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;All local, contingent, and singular interpretations of the Bible were deemed dangerous by Hobbes. Inventive readings of the book could be harmful if they led to an exegesis that admitted the existence of immaterial, spiritual, yet potent entities outside the perimeter of State surveillance. Spectres and ghosts were all to be exorcised in one single stroke, that of inaugurating the Sovereign. If all human actors agreed on who was to represent them, the State would not only get a representative of the people, but also a highly legitimate spokesman for the divine realm. Chosen by both deity and laity, the Sovereign controlled both the earth and the heavens, but in a perfectly just way. For, who was this regent? Not just some despot, or tawdry usurper, but the very people itself, incarnated in one person.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;This political strike of genius would ward off all that wasn’t human in collectives. This is how the discourse of that encampment of naked apes, today living under the name of society, came to be. The encapsuling of a society meant that nude monkeys henceforth established their own parks and Zoos (Sloterdijk, ten Bos, Agamben) in a way that protected them, not only from spirits, but from falling back into the violent ‘natural state’ (like that of folk-football). One could easily see why this neat little arrangement was worth to cherish, and to keep safe and sound.&lt;/span&gt;&lt;/p&gt;  &lt;h2&gt;&lt;span style="" lang="EN-US"&gt;Retrials and detrials&lt;/span&gt;&lt;/h2&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;So, every reterritorialization acts to reinforce all these divisions. We can therefore in sport perhaps speak of retrials which repeat, accumulate, gel, and glue the Leviathan; macropolitically, in reestablishing power-relations between social categories, and, micropolitically, by purifying a universal humanity from nonhumanity. &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Conversely, we could talk about, detrials, in which the outcome is more uncertain. Save for mass-production of losers and composition of a universal humanity, sweet tension of uncertainty of outcome is precisely sport's most decisive output. &lt;span style=""&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Detrial and retrial are perfectly balanced in sport. The uncertainty of outcome in sport (detrial) feeds the need of seeing the humanity as a multitude of volatile and singular free-willed subjects, while the reproduction of social categories, their internal power-relations, and the controlled participation of objects in sport (retrial), vanguard the abode of naked apes (&lt;i style=""&gt;gymnos&lt;/i&gt; meaning naked in greek). This illustrates the shift, Latour claims that moderns do, conveniently and naturally, between society as soft (detrial), and hard (retrial).&lt;/span&gt;&lt;span style="line-height: 115%;font-family:&amp;quot;;font-size:100%;"  lang="EN-US" &gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"  style="font-family:arial;"&gt;&lt;span style="line-height: 115%;font-size:100%;" lang="EN-US" &gt;That is why sport, despite its experimental endeavors to find out what bodies (anybody) could do, never jeopardizes the universal identity of humanity that it promotes.&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2754419270804513736-7426173979717775095?l=sportminor.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sportminor.blogspot.com/feeds/7426173979717775095/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sportminor.blogspot.com/2011/08/trials-of-leviathan-reterritorializatio.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/7426173979717775095'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/7426173979717775095'/><link rel='alternate' type='text/html' href='http://sportminor.blogspot.com/2011/08/trials-of-leviathan-reterritorializatio.html' title='Trials of the Leviathan: ret(errito)rial(ization)s or det(errito)rial(ization)s?'/><author><name>Kalle Jonasson</name><uri>http://www.blogger.com/profile/13822687870396557587</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://1.bp.blogspot.com/_qMP4AMtDrtU/TUnoQjGXYEI/AAAAAAAAAR8/uo94Ow4Vq10/s220/IMG_1221.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2754419270804513736.post-5064077985341130863</id><published>2011-08-17T16:17:00.016+01:00</published><updated>2011-08-18T08:14:42.608+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Latour'/><category scheme='http://www.blogger.com/atom/ns#' term='Deleuze'/><category scheme='http://www.blogger.com/atom/ns#' term='Bergson'/><category scheme='http://www.blogger.com/atom/ns#' term='Guattari'/><title type='text'>Hammer to fall</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://oklahomajiujitsu.com/wp-content/uploads/2011/04/0199210896.centrifugal-force.1.jpg"&gt;&lt;img style="cursor: pointer; width: 448px; height: 443px;" src="http://oklahomajiujitsu.com/wp-content/uploads/2011/04/0199210896.centrifugal-force.1.jpg" alt="" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="" lang="EN-US"&gt;Hammer throw quite accurately describes what reterritorialization is about. The &lt;/span&gt;&lt;span style="" lang="EN-US"&gt;centrifugal (Latin: fleeing the centre) &lt;/span&gt;&lt;span style="" lang="EN-US"&gt;vertigo of the hammer might appear as a straightforward deterritorialization, but is actually dominated by the ego-boosting, centripetal  (Latin: seeking the centre), &lt;/span&gt;&lt;span style="" lang="EN-US"&gt;effort of the athlete&lt;/span&gt;&lt;span style="" lang="EN-US"&gt;. Who is the centre of it all? A "me, me, me!" that eventually loses it all. Whereas the javelin thrower produces a centre-fleeing line.&lt;br /&gt;&lt;br /&gt;Let us now pay a visit to the early hurlers in the Norse mythology, and compare the two precious weapons of the king of the gods, the one-eyed Odin, and his son, the thunder-deity Thor.&lt;br /&gt;&lt;/span&gt;&lt;p class="MsoNormal"&gt;&lt;a href="http://s1.postimage.org/extmb1dw/mjolnir.jpg"&gt;&lt;img style="cursor: pointer; width: 234px; height: 220px;" src="http://s1.postimage.org/extmb1dw/mjolnir.jpg" alt="" border="0" /&gt;&lt;/a&gt;&lt;a href="http://upload.wikimedia.org/wikipedia/commons/d/db/Del_av_hj%C3%A4lm_vendel_vendeltid_m%C3%B6jligen_oden.jpg?uselang=sv"&gt;&lt;img style="cursor: pointer; width: 232px; height: 227px;" src="http://upload.wikimedia.org/wikipedia/commons/d/db/Del_av_hj%C3%A4lm_vendel_vendeltid_m%C3%B6jligen_oden.jpg?uselang=sv" alt="" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;span style="" lang="EN-US"&gt;The trickster god in Norse mythology,  Loki, happened to accomplish the task of fooling the dwarven master-smiths to give their most wonderful creations to the foremost of the&lt;/span&gt;&lt;span style="font-size:100%;"&gt; Æsir. T&lt;t t=""&gt;&lt;/t&gt;&lt;/span&gt;&lt;span style="" lang="EN-US"&gt;he fact that Thor was more impressed with his hammer, than Odin was with his spear, is a precursor of the reign of (re)territorialization as a pivotal organizational and metaphysical rationale in &lt;span style=""&gt; &lt;/span&gt;the modern constitution.&lt;br /&gt;&lt;/span&gt;&lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;No wonder that the reterritorializations of &lt;i style=""&gt;Mjolnir&lt;/i&gt;, Thor’s hammer-cum-boomerang (hammerang?), appear as more useful and utilizable than the one possible deterritorialization of &lt;i style=""&gt;Gungnir&lt;/i&gt;, Odin’s all-piercing spear, that constantly increases the distance between itself and its thrower. Gravity and Celerity.&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;But the age of the hammer has come to an end. The gravity of the iconoclast's hammer will be substituted, perhaps with the celerity of the javelin - the maker of holey space.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Perhaps we are now entering the age of the javelin, in which:&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;we have only got one shot,&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;we are one-eyed,&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;we must use our intuition.&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2754419270804513736-5064077985341130863?l=sportminor.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sportminor.blogspot.com/feeds/5064077985341130863/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sportminor.blogspot.com/2011/08/hammer-throw-and-javelin.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/5064077985341130863'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/5064077985341130863'/><link rel='alternate' type='text/html' href='http://sportminor.blogspot.com/2011/08/hammer-throw-and-javelin.html' title='Hammer to fall'/><author><name>Kalle Jonasson</name><uri>http://www.blogger.com/profile/13822687870396557587</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://1.bp.blogspot.com/_qMP4AMtDrtU/TUnoQjGXYEI/AAAAAAAAAR8/uo94Ow4Vq10/s220/IMG_1221.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2754419270804513736.post-2327530111278303622</id><published>2011-08-15T14:56:00.001+01:00</published><updated>2011-08-15T21:17:46.743+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Latour'/><category scheme='http://www.blogger.com/atom/ns#' term='Laboratory'/><title type='text'>Sport is mute</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://i.dailymail.co.uk/i/pix/2010/12/08/article-1336885-0C682AB0000005DC-412_634x517.jpg"&gt;&lt;img style="display: block; 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	mso-para-margin-top:0cm; 	mso-para-margin-right:0cm; 	mso-para-margin-bottom:10.0pt; 	mso-para-margin-left:0cm; 	line-height:115%; 	mso-pagination:widow-orphan; 	font-size:11.0pt; 	font-family:"Calibri","sans-serif"; 	mso-ascii-font-family:Calibri; 	mso-ascii-theme-font:minor-latin; 	mso-hansi-font-family:Calibri; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;Despite the chatter of sport journalists, the yelling of coaches, the chanting of supporters, and the trash-talk of sportsmen and -women, I will argument that sport is what it is since it is mute. What we discern as sport is in every case a series of trials in which the properties of human and nonhuman actors are enacted and investigated. &lt;/p&gt;  &lt;p class="MsoNormal"&gt;The noise and murmur from the people in and around the sporting event is undeniably there; sport without sound would be dull. Still, this is macropolitics and macrofascism – representations, identity, and such. &lt;/p&gt;  &lt;p class="MsoNormal"&gt;The mute interaction between human and nonhuman actors on the field – that is the real experiment. I also happen to believe, and so I will argue, that the enactment of these relationships is what makes sport such a profound contributor to the modern constitution. &lt;/p&gt;  &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2754419270804513736-2327530111278303622?l=sportminor.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sportminor.blogspot.com/feeds/2327530111278303622/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sportminor.blogspot.com/2011/08/sport-is-mute.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/2327530111278303622'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/2327530111278303622'/><link rel='alternate' type='text/html' href='http://sportminor.blogspot.com/2011/08/sport-is-mute.html' title='Sport is mute'/><author><name>Kalle Jonasson</name><uri>http://www.blogger.com/profile/13822687870396557587</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://1.bp.blogspot.com/_qMP4AMtDrtU/TUnoQjGXYEI/AAAAAAAAAR8/uo94Ow4Vq10/s220/IMG_1221.JPG'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2754419270804513736.post-4887600101452736353</id><published>2011-08-12T14:58:00.008+01:00</published><updated>2012-02-14T18:26:23.167+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Serres'/><category scheme='http://www.blogger.com/atom/ns#' term='Latour'/><category scheme='http://www.blogger.com/atom/ns#' term='Deleuze'/><category scheme='http://www.blogger.com/atom/ns#' term='Luhmann'/><category scheme='http://www.blogger.com/atom/ns#' term='Aesthetics of losing'/><category scheme='http://www.blogger.com/atom/ns#' term='Tangen'/><category scheme='http://www.blogger.com/atom/ns#' term='Guattari'/><category scheme='http://www.blogger.com/atom/ns#' term='Laboratory'/><title type='text'>Systems</title><content type='html'>&lt;a href="http://www.luvthat.com/wp-content/uploads/2010/12/art-science-philosophy_ambigram_tattoo.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 631px; height: 533px;" src="http://www.luvthat.com/wp-content/uploads/2010/12/art-science-philosophy_ambigram_tattoo.jpg" alt="" border="0" /&gt;&lt;/a&gt;In his Luhmannian analysis of sport, Norwegian sport sociologist Jan-Ove Tangen (2004) convincingly arguments that sport should be treated as a social system. In that its borders continuously must be protected, and in order to reproduce itself, the social system must repeatedly demonstrate its differences from other systems, i.e. its umwelt.&lt;br /&gt;&lt;br /&gt;Social systems, such as law and science, all have their ’symbolically generalized medium’, which enable them to both differentiate, and reproduce, themselves (ibid. pp 61-64). According to Luhmann, everything in a system depends on its medium.  While law’s is ”right”, and science’s is ”truth”, the symbolically generalized medium of sport is the ”victor”. If law isn’t entrusted to produce right, and if science is entrusted to produce truth, they would be fiercely criticized, and, concomitantly, put under rigorous scrutiny. And – since right and truth are so decisive for the organization, governance, and management of collectives – so they are!&lt;br /&gt;&lt;br /&gt;The umwelt – the surrounding collectives which affect a given system – is a disturbing entity, the noise of which systems must reduce in order to safeguard, and to guarantee the longevity of, the system. But, inevitably, the system must transform some of the surrounding noise into signals that inject ”controlled newness”, which, I argue, is a decent semantic interpretation of the word ”reproduction”. This line of events has a lucid analogy in the sloughing of snakes: the new skin looks almost like the old skin, perhaps brighter and certainly stronger. Another illuminating figure of speech that would cast light on the system’s rationale in its umwelt relations, could perhaps be found in water that mustn’t stand still for too long, lest it would reek.&lt;br /&gt;&lt;br /&gt;In the case of sports, actors are complaining, and even raging, when the victor is found to be produced in an inappropriate way, illegal substances, unfavorable weather conditions, and even, given the alleged quality of play of the respective teams in a match, the ”unfair” distribution of goals among the teams.&lt;br /&gt;&lt;br /&gt;Regarding another system that is decisive for the present discussion, perhaps it could be said, following Deleuze (1991), that the symbolically generalized medium of philosophy is the concept? ”What would be the worth of a philosopher of whom one could say: he did not create the concept?”(ibid:474).&lt;br /&gt;&lt;br /&gt;It is obvious how well the concepts of my metaphysicians of choice, Latour, Deleuze, Guattari, and Serres, resonate with Luhmann’s ”systems approach” (Deleuze &amp;amp; Guattari, 1987; Latour, 1999; Serres 2008; Wolfe, 2008; see also Latour 1993 &amp;amp; 2007 for criticisms of the system as concept): Latour’s black boxes; Deleuze and Guattaris’ territorializations; and, Serres’ noises, parasites, jokers, and blanks. Considering the question of structure, that is. And one could be lengthy here, concept-dropping blatantly, but this tracing will do for now.&lt;br /&gt;&lt;br /&gt;The questions this leaves me with, though, are epistemological ones: How much mending of other concepts does it take to construct a new concept, i.e. how much namedropping must the philosopher put her reader through in order to claim that her concepts are novel? Is namedropping in philosophy rather a question of education – of pedagogy and canon? Or is namedropping only an equilibristic excess, like somersaults in parkour? Latour and Serres tell us to stitch and mend, in opposition to the idol-breaking of the critical analytical stance, but is the plethora of philosophical concepts included in their TLC agenda for research?&lt;br /&gt;&lt;br /&gt;This entry started out as an illumination of a ”systems approach” to sports, and ended up in epistemology. It happens to me a lot. Last note to self: what kind of system does this name-dropping of philosophical concepts and skewing from ontology to epistemology &lt;a href="http://notesforthecomingcommunity.blogspot.com/2011/07/alienation-of-theory.html"&gt;reproduce?&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2754419270804513736-4887600101452736353?l=sportminor.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sportminor.blogspot.com/feeds/4887600101452736353/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sportminor.blogspot.com/2011/08/in-his-luhmannian-analysis-of-sport.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/4887600101452736353'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/4887600101452736353'/><link rel='alternate' type='text/html' href='http://sportminor.blogspot.com/2011/08/in-his-luhmannian-analysis-of-sport.html' title='Systems'/><author><name>Kalle Jonasson</name><uri>http://www.blogger.com/profile/13822687870396557587</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://1.bp.blogspot.com/_qMP4AMtDrtU/TUnoQjGXYEI/AAAAAAAAAR8/uo94Ow4Vq10/s220/IMG_1221.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2754419270804513736.post-2966642852330972918</id><published>2011-07-14T00:52:00.007+01:00</published><updated>2011-07-14T08:55:18.100+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='eSport'/><category scheme='http://www.blogger.com/atom/ns#' term='Deleuze'/><category scheme='http://www.blogger.com/atom/ns#' term='Guttmann'/><category scheme='http://www.blogger.com/atom/ns#' term='Guattari'/><category scheme='http://www.blogger.com/atom/ns#' term='Laboratory'/><title type='text'>Emulation and Equality in eSport</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://upload.wikimedia.org/wikipedia/commons/b/b6/Esportstadium.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 595px; height: 444px;" src="http://upload.wikimedia.org/wikipedia/commons/b/b6/Esportstadium.jpg" alt="" border="0" /&gt;&lt;/a&gt;          &lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:documentproperties&gt;   &lt;o:template&gt;Normal.dotm&lt;/o:Template&gt;   &lt;o:revision&gt;0&lt;/o:Revision&gt;   &lt;o:totaltime&gt;0&lt;/o:TotalTime&gt;   &lt;o:pages&gt;1&lt;/o:Pages&gt;   &lt;o:words&gt;53&lt;/o:Words&gt;   &lt;o:characters&gt;304&lt;/o:Characters&gt;   &lt;o:company&gt;Folkuniversitetet&lt;/o:Company&gt;   &lt;o:lines&gt;2&lt;/o:Lines&gt;   &lt;o:paragraphs&gt;1&lt;/o:Paragraphs&gt;   &lt;o:characterswithspaces&gt;373&lt;/o:CharactersWithSpaces&gt;   &lt;o:version&gt;12.0&lt;/o:Version&gt;  &lt;/o:DocumentProperties&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:allowpng/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt; 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&lt;![endif]--&gt;  &lt;!--StartFragment--&gt;  &lt;p style="text-align: center;" class="MsoNormal"&gt;&lt;span style="font-size:78%;"&gt;This file is licensed under the &lt;a href="http://en.wikipedia.org/wiki/en:Creative_Commons"&gt;&lt;span style="color: windowtext;"&gt;Creative Commons&lt;/span&gt;&lt;/a&gt; &lt;a href="http://creativecommons.org/licenses/by/3.0/deed.en"&gt;&lt;span style="color: windowtext;"&gt;Attribution 3.0 Unported&lt;/span&gt;&lt;/a&gt; license. Attribution: &lt;span class="licensetplattr"&gt;&lt;a href="http://en.wikipedia.org/wiki/User:Maximusnukeage"&gt;&lt;span style="color: windowtext;"&gt;Maximusnukeage&lt;/span&gt;&lt;/a&gt; at &lt;a href="http://en.wikipedia.org/"&gt;&lt;span style="color: windowtext;"&gt;en.wikipedia&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;!--EndFragment--&gt;&lt;br /&gt;In &lt;span style="font-style: italic;"&gt;From Ritual to Record&lt;/span&gt;, sport historian Allen Guttmann tries to categorize modern sport. In a  Weberian manner he construes an ideal-type of modern sport, consisting  of seven characteristics: &lt;span style="font-style: italic;"&gt;bureaucratization, rationalization,  secularization, specialization, equality, quantification, &lt;/span&gt;and&lt;span style="font-style: italic;"&gt; the quest  for records&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;These traits could be seen as a blueprint for how elements  should be gathered for a (modern) sport to take form. What follows here is an argument that eSport, ie competitive computer gaming, in its trials to perfect sporthood in certain aspects, here exemplified by &lt;span style="font-style: italic;"&gt;equality&lt;/span&gt;, even betters its analogue namesake. This could perhaps be extended to further discussions on politics from Deleuze and Guattaris' point of view.&lt;br /&gt;&lt;br /&gt;In its emulating endeavor, eSport in certain  aspects even beats sport in the latter's own game, for instance with regards to the possibility of creating conditions of equality  (which is crucial in any given sport). In eSport,  players/gamers/cyberathletes have the theoretical chance to raze such  boundaries that traditionally have been enacted within sports, in the  name of equality. What I am referring to is of course categories like  sex, age, weight and ability.&lt;br /&gt;&lt;br /&gt;While these sections commonly constitute  different classes within any given sport, eSport, with its specific  repertoire of mastery of bodily movements, hypothetically makes this  manner of managing sport obsolete. A game between the two best players  in the world could well be played between an overweight teenage girl in a  wheelchair and an athletic able-bodied adult male. Not that it necessarily would  happen (macropolitics), but that it really could (micropolitics) is what makes eSport refine the element of  equality in sport.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2754419270804513736-2966642852330972918?l=sportminor.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sportminor.blogspot.com/feeds/2966642852330972918/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sportminor.blogspot.com/2011/07/emulation-and-equality-in-esport.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/2966642852330972918'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2754419270804513736/posts/default/2966642852330972918'/><link rel='alternate' type='text/html' href='http://sportminor.blogspot.com/2011/07/emulation-and-equality-in-esport.html' title='Emulation and Equality in eSport'/><author><name>Kalle Jonasson</name><uri>http://www.blogger.com/profile/13822687870396557587</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://1.bp.blogspot.com/_qMP4AMtDrtU/TUnoQjGXYEI/AAAAAAAAAR8/uo94Ow4Vq10/s220/IMG_1221.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2754419270804513736.post-8291716651454173486</id><published>2011-06-30T14:20:00.017+01:00</published><updated>2011-08-25T09:37:19.547+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Serres'/><category scheme='http://www.blogger.com/atom/ns#' term='Foucault'/><category scheme='http://www.blogger.com/atom/ns#' term='Latour'/><category scheme='http://www.blogger.com/atom/ns#' term='Deleuze'/><category scheme='http://www.blogger.com/atom/ns#' 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
