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	<title>Space and Culture &#187; Uncategorized</title>
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	<description>Welcome to Space and Culture - the international journal and weblog dedicated to social spaces of all kinds.</description>
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		<title>Eurozine on the City</title>
		<link>http://www.spaceandculture.org/2011/10/02/eurozine-on-the-city/</link>
		<comments>http://www.spaceandculture.org/2011/10/02/eurozine-on-the-city/#comments</comments>
		<pubDate>Mon, 03 Oct 2011 01:23:41 +0000</pubDate>
		<dc:creator>Rob Shields</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.spaceandculture.org/?p=1598</guid>
		<description><![CDATA[Noteworthy articles on cities, the urban commons and sustainability, Georg Franck Die urbane Allmende and an issue on Central Europe&#8217;s urban identity from Eurozine, an online selection from several European magazines.
Franck argues for a new urbanism that focuses on the middle ground of sustainable, compact neighbourhoods rather than focusing only on architecture as individual green [...]]]></description>
			<content:encoded><![CDATA[<p>Noteworthy articles on cities, the urban commons and sustainability, Georg Franck <a href="http://www.eurozine.com/articles/2011-09-07-franck-de.html" target="_blank">Die urbane Allmende</a> and an issue on Central Europe&#8217;s <a href="http://www.eurozine.com/articles/2011-08-11-newsitem-en.html" target="_blank">urban identity</a> from Eurozine, an online selection from several European magazines.</p>
<p>Franck argues for a new urbanism that focuses on the middle ground of sustainable, compact neighbourhoods rather than focusing only on architecture as individual green buildings, or the city at an metropolitan scale.  I&#8217;ve heard this urban commons recently called the &#8220;middle landscape&#8221;, not detached sprawl, not the hyper-urban central business district but  livable, mid-scaled sets of buildings that demand less energy while remaining functional and convivial.  These example of Asian cities, however, suggests that as the planet moves toward an uban population of around 4.5 billion, it will be in the style and density of cities such as Jakarta, Hong Kong and Shanghai rather than the European ideal of Parisian cityscapes of 6 to 8 storeys.</p>
<p style="text-align: right;"><em> &#8211; Rob</em></p>
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		<title>Ecological Urbanism</title>
		<link>http://www.spaceandculture.org/2011/09/27/ecological-urbanism/</link>
		<comments>http://www.spaceandculture.org/2011/09/27/ecological-urbanism/#comments</comments>
		<pubDate>Tue, 27 Sep 2011 23:42:48 +0000</pubDate>
		<dc:creator>Rob Shields</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.spaceandculture.org/?p=1589</guid>
		<description><![CDATA[Mohsen Mostafavi and Gareth Doherty, eds. Ecological Urbanism.  2010.  Baden, Switzerland: Lars Müller Publishers.  665 pp.  ISBN 978-3-0377818-9-0.
Review Essay by Jim Morrow
Ecological Urbanism is, literally and figuratively, a thick text that merges traditional academic articles with media and design to lay-out the foundation for a new, ecologic approach to urban planning. [...]]]></description>
			<content:encoded><![CDATA[<p>Mohsen Mostafavi and Gareth Doherty, eds.<em> Ecological Urbanism</em>.  2010.  Baden, Switzerland: <a href="http://www.lars-mueller-publishers.com/en/" target="_blank">Lars Müller</a> Publishers.  665 pp.  ISBN 978-3-0377818-9-0.</p>
<p><strong>Review Essay by Jim Morrow</strong></p>
<p><em>Ecological Urbanism</em> is, literally and figuratively, a thick text that merges traditional academic articles with media and design to lay-out the foundation for a new, ecologic approach to urban planning.  Its purpose, as the book’s back cover promises, is to draw-up “an imaginative and practical method for addressing existing as well as new cities.”</p>
<p style="text-align: center;"><a href="http://www.lars-mueller-publishers.com/en/ecological-urbanism-1"><img class="aligncenter" title="EcolUrbcover" src="http://www.lars-mueller-publishers.com/media/catalog/product/cache/4/image/5e06319eda06f020e43594a9c230972d/e/c/ecourb_b.jpg" alt="" width="213" height="308" /></a></p>
<p>In many previous texts on urbanism and environmental matters, the city is treated as an  unremediable site of critique.  It’s seen as an environment that is a ‘blight’, ‘decayed’ or ‘ruined’.  And this style of critique has seemingly become a default method in most discussions of urban ecology.  And beyond being bleak and depressing, such discussions rarely wander from an apocalyptic narrative that views ecology as a material object &#8211; like a verdant place set apart from the machinic life of humanity &#8211; when it is, instead, a construct of relations, whether it be human or plant or toxin.</p>
<div id="attachment_1592" class="wp-caption aligncenter" style="width: 411px"><a href="http://chnm.gmu.edu/exploring/19thcentury/simutopia/assignment.php"><img class="size-full wp-image-1592" title="phalanstery" src="http://www.spaceandculture.org/wp-content/uploads/2011/09/phalanstery1.jpg" alt="Fourier Phalanastère (Thanks to George Mason Univ.)" width="401" height="231" /></a><p class="wp-caption-text">Fourier Phalanastère (Thanks to George Mason Univ.)</p></div>
<p><span id="more-1589"></span></p>
<p><em>Ecological Urbanism</em> has a unique view of the city.  Rather than being built on critique, it tries to be conceptual and focus on applications that promote a “new ethics and aesthetics of the urban.”  The text’s numerous entries aim to re-purpose ‘design practise’ &#8211; a term meant to bring together multiple disciplinary fields that work on the urban, namely architecture, landscape design, planning, and transport &#8211; as a functional avant-garde whose aesthetic values can transform the life of a city.</p>
<p>But there are several limits to <em>Ecological Urbanism</em>’s “cross-disciplinary and collaborative” method of blending high academic and aesthetic.  The most noticeable limit is the text itself, which often comes-off as a mash-up that lacks coherent purpose.  For example, the book includes an entry by Rem Koolhaas, who goes the full Al Gore and mails-in a PowerPoint that has text and visuals that do not reproduce well outside of their native habitat of the lecture hall.  Additionally, in trying to balance moral imperative, the aesthetic, and the applied &#8211; which may be the design equivalent of Lacan’s psychoanalytic order &#8211; the text’s entries read and view as though they are holding-back, unsure of whether they want to create a “future city” or redesign what’s already been built.  And this may be a premonition of a common problem if ecological urbanism, the design practise, was to spread off its pages and into the streets.</p>
<p>1. Utopia</p>
<p>Given the growing impossibility of imagining a more sustainable city, it is best to start with a topic <em>Ecological Urbanism</em> did not discuss: Utopia.  It’s not that they were wrong to focus on realistic applications, instead it’s that they did not establish an imaginary on which the contributors could use the abstract to point-out what is possible.</p>
<p>By definition, utopia means ‘good place’ or ‘no place’.  It is what Henri Lefebvre calls a “virtual object” that’s built “on new foundations, on another scale and in other conditions, in another city”. It’s an imaginary, a dreamscape that’s different from the “old city” and reflects a given historical period’s swank ideas and aspirations, as well as technologies.</p>
<p>In Plato’s <em>Republic</em>, and later More’s <em>Utopia</em> &#8211; and to some extent Machiavelli’s <em>Prince</em>, Hobbes’ <em>Leviathan</em> or Locke’s <em>Second Treatise</em> &#8211; the utopian imaginary was about the just city and social control.  Design and planning were not essential.  Rather, morals and laws constituted utopia, with layout being of little concern or consequence.</p>
<p>In the early 19th century, Charles Fourier made designs for a living utopia. His work is significant because it had architecture &#8211; it was a significant step in making a virtual ‘no place’ real. According to his sketches, communities would be constructed around Phalanstères that resembled industrial-scale Parisian arcades and would be models of prosperity and social harmony.</p>
<p>In the first half of the 20th century, Le Corbusier drew-up plans for a new Greater Paris. According to his designs, the city would be an ecology of concrete and steel built for speed and technology. In fact, in his models, people are largely absent from the industrial landscape &#8211; they’re often represented as small ovals behind the wheel of a speeding car &#8211; almost like they’re an afterthought or accessory to the pure, efficient function of technology.</p>
<p>Like Le Corbusier, Albert Speer made plans &#8211; however dark and disturbed &#8211; for a Nazi utopia, Germania. But unlike Le Corbusier, speed and technology were not the emphasis of Speer’s designs. Instead, his utopia was a monument to the Triumph of the Will and National Socialism: There was no populace present in his models, only structures that garrisoned the Party’s apparatus.</p>
<p>In the second half of the 20th century, with the exception of a few inverse-Caligulan plans to bring Earth to the Moon, utopia became more manageable and focused on individual aspirations. Large-scale schemes were replaced by plans that were self-contained and focused on interior design. For example, in the UK, sections of cities were cleared for council estates or block flats &#8211; resembling individual components of Le Corbusier’s architecture &#8211; that were part of larger conurbations. Or in the United States, the imaginary became suburban tracts with nostalgic or sylvan names, like ‘Reunion’ or ‘Woodland Hollow’. Likewise, utopia represented an individual aspiration that could be personalised to best serve specific tastes and interests.</p>
<p>At the beginning of the 21st century, utopia continued to reduce in scale to the point that it was designed around single serving, one-off buildings and interior spaces. Instead of redefining everyday life, it is now the facade of the old city; its imaginary replaced by a desire for cultured indulgence.</p>
<p>2. Scale</p>
<p>In the meantime, as utopia has been scaled-down and designed around Brasnäs flatwoven area rugs and granite counter-tops, it has become difficult for architects and planners to imagine a different city. Likewise, if additional matters of concern, like environmental damage and pollution &#8211; not to mention a moral imperative &#8211; are taken into consideration, the idea of designing a new city seems daft.</p>
<p>Bruno Latour, in his short entry in <em>Ecological Urbanism</em>, warns against getting “lost in a jungle of dreams that never added up to much”.  He’s right.  But scale is the problem that confronts design practise.  The jungle has become overgrown with baroque remnants of failed utopian dreams, not to mention an increasingly toxic environment, that anything short of clear-cut makes it impossible to get a bearing and begin the process of “re-engineering the imagination”.</p>
<p>Sustainable design is limited by scale. As Mohsen Mostafavi says, “LEED certification [the American design standard for sustainable construction] deals with the architectural object, and not with the larger infrastructure of the territory of our cities and towns”.  Solid design and construction can aspire to take a building off a national grid that is powered by the worst environmental practises imaginable, yet the grid remains present or expands because urbanisation carries-on.  Ecology, therefore, is an urban problem; and design practise has to work on a larger scale than a ‘green’ shed at the allotment.</p>
<p>Laying-out and planning on a large-scale requires letting-go of the architectural object as the purpose of design. And this is a issue handled well by <em>Ecological Urbanism</em>&#8217;s contributors.  For example, Charles Waldheim notes that a city is not a “collection of objects.”  He says the city is, instead, a “continuous system of relational forces and flows”.  However, in adapting to an ecologic scale and embracing abstract concepts, like ‘complex relations’, over objects, designers have to also accept root instability &#8211; as flows and relations have to be constantly negotiated, unlike objects which have to be stable to be built &#8211; which creates added tension between what’s imagined and aesthetic application.  Put another way, a change in scale means that design practise has to create a living environment, as opposed to built.</p>
<p>3. Ecology</p>
<p>It&#8217;s common to assume that ecology is positive, that it is harmonious and defined by some notion of equilibrium.  But such assumptions are misleading.  Ecology is qualitative: It is the organisation of a community that comes-of dynamics and relations of different populations, as well as variations in environmental disturbance and resilience.  There is no equilibrium, no utopian stability or established order.  Likewise, just as there are multiple species and different environmental niches, there are multiple ecologies composed of various and constantly changing relations. As Gregory Bateson points-out “There is an ecology of bad ideas, just as there is an ecology of weeds&#8230;&#8221; And it should be added that there&#8217;s an ecology of living rooms and flat screen televisions, as there was an ecology of Eichmanns in Speer&#8217;s Nazi utopia.</p>
<p>The problem with <em>Ecological Urbanism</em> and its focus on the aesthetics of ecology is that design practise does not inhabit the city; it only creates the form and imaginary of an urban environment.  To paraphrase Guattari, within the built environment, the life of a city &#8211; it’s other ecologies &#8211; reside in its mental and social &#8216;registers&#8217;.  And, admittedly, in the case of a text as ambitious as Ecological Urbanism, the task of documenting added ecologies would take multiple, thicker volumes.</p>
<p>By itself, the aethetics and construction of a city are not an environmental problem. It is a symptom of larger ecological disturbances in the life of a city.  Likewise, the issue of scale remains; design and planning do not work on a scale that can change the mental and social life of the city, let alone infrastructure.  At best, design practice can modify urban form and influence a population&#8217;s everyday life &#8211; and in <em>Ecological Urbanism</em>, there are some good examples, like pop-up parks, floating gardens, and well thought-out transit solutions.  But an ecological urbanism &#8211; which is utopic, as it currently exists ‘no place’ &#8211; cannot be built without total reorganisation of mental and social ecologies: Everyday life, people&#8217;s sensibilities, their habits, their values and culture have to change for the city to change.</p>
<p>For there to be an ecological urbanism, ideas of equilibrium have to go the way of the design object.  Instead, it has to address earlier utopian questions of the just city or the political consititution of public space, which means embracing designs that are provisory and capable of adapting to conflicting and constantly changing conditions.  Consequently, ecological urbanism is an inherently unstable or agonistic habitus: It has to be built for different, nuanced and dissensual styles of life.  It also has to be laid-out in a way that allows relations between constitutients of the urban environment to not be pre-fabricated &#8211; which is still a problem of scale, as it implies a multitude of one-off designs.  Though, as previously noted, this is not necessarily a design matter, as much as it is a problem with the ecology of living rooms and malls, where relations are habituated and commodified.</p>
<p>4. Concluding Remarks</p>
<p>With ecological urbanism there is matter of moral imperative and aesthetic value: A more ecological city must remediate environmental damage and improve the conditions of everyday life.  But a city founded on moral imperative has a problem of being a new city built to solve the aesthetic and particular failures of the old city.  This, in turn, implies that the city is a dialectic process, which also means that the city remains a staid built object, and not a lived environment.</p>
<p>For there to be an ecologic city, even if it’s an utopian imaginary, the design object has to be supplanted by a more vitalist imaginary &#8211; this is not to say it’s the only option, there are others, but this specific idea is played-with most often in <em>Ecological Urbanism</em>.  However, a vitalist city has a multitude of problems and absurdities, the most significant being that it can’t be planned.  As Bergson explains, the future is a contingency of unknown possibilities, and laying-out a plan would mean setting a foundation that cannot carry the capacity of future circumstance, which is problem of the contemporary city.  Also, in becoming vitalist, design practise has to create space &#8211; which itself is oxymoronic &#8211; for what Guy Debord called dérive or drift, “for sudden changes in ambiance&#8230; within the space of a few metres”, which can give any city a certain uneven quality that already exists in places like Kinshasa or Jakarta.  And in choosing vitalism, there also has to be cultural acceptance of a grittiness or carnivalesque that is never present in any urban plan, such as movements of passion or feverish sleeplessness.</p>
<p>Also, the matter of infrastructure remains.  Design practise can make a difference in the life of a city.  But there can be no significant change in the ecologies of the city, including the mental and social, without total reorganisation of infrastructure.  Specifically, infrastructure is a mixed creation or hybrid, it is both an object that has designed material form, but is also vital, as it provides myriad forces and flows that make possible city life.  Infrastructure is, therefore, the logical transitional foundation between the old and new city.  Utility objects like the energy grid, highways, communications facilities, water supply and waste-water services can be redesigned to alter the nature of goods, services, markets, and forms of care, like education or health care.</p>
<p>Finally, <em>Ecological Urbanism</em> proposes is an aesthetic solution to a political problem.  This is not necessarily an urgent matter of concern, but it is akin to using form to manipulate function, and in some ways is technocratic and managerial.  And in a risk society, technocratic measures are not necessarily a new or novel solution to old problems.  Moreover, as has been painfully learned multiple times, the careful technical calculations of design design can be easily upset by externalities like risk assessment, market forces or even political will, leading to multiple revisions and compromise of the imaginary.</p>
<p style="text-align: right;"><em>- Jim Morrow</em></p>
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		<title>Home Making (1)</title>
		<link>http://www.spaceandculture.org/2011/09/01/home-making-1/</link>
		<comments>http://www.spaceandculture.org/2011/09/01/home-making-1/#comments</comments>
		<pubDate>Thu, 01 Sep 2011 13:17:01 +0000</pubDate>
		<dc:creator>Joost Van Loon</dc:creator>
				<category><![CDATA[Europe]]></category>
		<category><![CDATA[Gender & sexuality]]></category>
		<category><![CDATA[Material culture]]></category>
		<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.spaceandculture.org/?p=1573</guid>
		<description><![CDATA[Being at home is often understood as a matter of identification. It happens when you recognize a place of dwelling as the place where you belong: a habitat, so to speak, where one feels comfortable.
I am writing a paper at the moment where I want to link the practice of home making to thge German [...]]]></description>
			<content:encoded><![CDATA[<p>Being at home is often understood as a matter of identification. It happens when you recognize a place of dwelling as the place where you belong: a habitat, so to speak, where one feels comfortable.</p>
<p>I am writing a paper at the moment where I want to link the practice of home making to thge German notion of Heimat. The first version of this paper will be presented as a lecture at the next European Sociology Degree Summer School in Dresden (12-23 September 2010). The following is uis the abstract:</p>
<p>Being at home is often thought to be possible without having a home. Homeless people can feel at home somewhere too, but I want to argue that today that we should be less focused on being and more on having.  This is because I want us to be mindful of the properties of being at home, which are not modalities of being but modalities of having. Moreover, I want to develop the claim that the English word for Eigen, which we tend to be the core of identity: das Eigene, which is “proper” ,has become linked with a notion of cleanliness “being proper” which is linked to developments in the 19th Century, during the confirmation of modern, western, European society. Furthermore,. focusing on the development of the Victorian household (see Ian <a href="http://www.deepdyve.com/lp/sage/household-sanitation-and-the-flow-of-domestic-space-uJXzJhlfVP" target="_self">Roderick</a>’s contribution to the very first issue of Space and Culture on <a href="http://sac.sagepub.com/content/1/1.toc" target="_self">Flow</a>), I want to point out the links between the development of the modern European subject, and an emergent scientific outlook on social ordering. Finally, I want to focus more closely on that dimension of ‘being at home’ that we often forget: the domestic; and argue that the propriety of the domestic , to show that the “becoming homely” of modern Europe has above all become a matter of gendering.</p>
<p style="text-align: right;"><em>&#8230; Joost</em></p>
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		<title>Has the Apocalypse happened?</title>
		<link>http://www.spaceandculture.org/2011/08/09/has-the-apocalypse-happened/</link>
		<comments>http://www.spaceandculture.org/2011/08/09/has-the-apocalypse-happened/#comments</comments>
		<pubDate>Tue, 09 Aug 2011 13:30:26 +0000</pubDate>
		<dc:creator>Joost Van Loon</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.spaceandculture.org/?p=1570</guid>
		<description><![CDATA[Facebook messages from my connections in England are referring to riots taking place in a number of inner city areas in England. British politicians and journalists have found it relatively easy to denounce these riots as the work of criminals. Very few reflections can be found that try and engage with any issues that might [...]]]></description>
			<content:encoded><![CDATA[<p>Facebook messages from my connections in England are referring to riots taking place in a number of inner city areas in England. British politicians and journalists have found it relatively easy to<a href="http://www.bbc.co.uk/news/uk-england-london-14460554" target="_self"> denounce these riots </a>as the work of criminals. Very few reflections can be found that try and engage with any issues that might be at stake.<br />
Unbeknown perhaps to those who deploy  the term ‘copycats’ to describe continuation and spreading of the rioting, these events provide a testimony to the Tardean concept of ‘imitation’ as the basic form through which the social emerges. Seemingly<em> without ground,</em> rioting spreads from Tottenham to other areas of London, and then outwards to Birmingham, Nottingham and even Liverpool.<br />
The label ‘opportunistic yobs’ however raises more questions than it answers. What is going on in a society when such disturbances spread so easily <em>without ground</em>? What links the actions in Tottenham, Nottingham and Liverpool? What exactly is<em> the stuff</em> of these particular imitations? Media quickly blame media: Twitter, Facebook even Television. However, that is still not an explanation why <em>groundless imitation</em> has taken place.<br />
Perhaps we should take this groundlessness more seriously. Collective violence is an emergent (social) event perhaps because other collectives have broken down. England is in a very serious political-economic predicament: the world economy is slumping into a recession, financial markets are collapsing, the very infrastructure  of late capitalism seems to have come to a <a href="http://blogs.wsj.com/source/2011/08/09/what-you-need-to-know-about-the-global-economic-crisis/" target="_self">grinding halt</a>.</p>
<p>Perhaps we should try and link the current riots in England with the so called<a href="http://www.guardian.co.uk/world/arab-and-middle-east-protests" target="_self"> Arab Spring</a> and we would see other things at stake. Suddenly, criminals would become legitimate protestors fighting against an oppressive state who have turned democracy into a puppet show (is this perhaps the real reason why Spitting Image has disappeared from our television screens: reality is already funny enough?).  Do we blame <a href="http://english.aljazeera.net/programmes/insidestory/2011/08/20118981726279649.html" target="_self">Al Jazeera</a> for being too critical?  What is clear among all of this is that analysis is failing in a most rudimentary sense.  This, I would argue, is the most powerful indicator that we are dealing with an apocalypse.</p>
<p>In 1997, the second issue of space and culture appeared under the title ‘Apocalypse’ and there I asserted that the apocalypse had already happened, if one were to define it not as a complete and total rapture, but as a ‘cool revelation’ that the world as we know it has come to an end. That was 3 years before the dot.com economy collapsed, 4 years before 9.11,  6 years before the second gulf war, 7 years before the premiere of Team America World Police and the revelation that Kim Jong Ill, the alleged center of the Axis of Evil, is in fact a cockroach, 8 years before the Tsunami, 10 years before the credit crunch, 13 years before Fukushima.<br />
In no way is what we published back in 1997 a prophecy of what was to come. We simply maintained that it had already happened. Everything that followed was nothing more than a repetition of what happened before. As we act like vultures, hovering over the cadavers of meaningless reflection, all we can do is perform the same cycles over and over again.</p>
<p>To go back then to the riots, the most sensible next step would be to stop meaninglessly asserting the meaninglessness of collective violence and start engaging in more meaningflul responses.  If the riots are mere imitations, what is being imitated? Why are these imitations taking place in England and why now? What alternatives can we offer those who are inclined to &#8217;seize the opportunity&#8217; to go out in the streets and engage in collective violence?</p>
<p style="text-align: right;">&#8230; <em>Joost</em></p>
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		<title>Thoughts about Space and Culture (5)</title>
		<link>http://www.spaceandculture.org/2011/08/05/thoughts-about-space-and-culture-5/</link>
		<comments>http://www.spaceandculture.org/2011/08/05/thoughts-about-space-and-culture-5/#comments</comments>
		<pubDate>Fri, 05 Aug 2011 06:56:22 +0000</pubDate>
		<dc:creator>Joost Van Loon</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.spaceandculture.org/?p=1537</guid>
		<description><![CDATA[Creating Concepts
Space and culture, then, is still all about the ‘and’; about the connections between practices of repetition and processes of objectification. What we aim to achieve, in the next 15  years or so,  is to become a venue where social sciences can engage empirically with questions of the everyday. The key questions [...]]]></description>
			<content:encoded><![CDATA[<p>Creating Concepts</p>
<p>Space and culture, then, is still all about the ‘and’; about the connections between practices of repetition and processes of objectification. What we aim to achieve, in the next 15  years or so,  is to become a venue where social sciences can engage empirically with questions of the everyday. The key questions remain the same; they are concerned with presence, presentation, and representation. They are still concerned with the way in which these processes are distinctive social spatializations. Likewise, we are still concerned with the relative durability of significance as it is inscribed in distinctive objects. However, they need to become more precise, more empirical, more specific, -because the smaller is always more complex &#8211; and therefore more revealing   than the larger. We want to learn in more detail which repetitions have taken place to enable which particular objectifications. How do distinctive imitations ‘make’ space. We want to know more about objects; how they have been constructed; how they have been modified; what work they are called upon to perform; which associations they have enabled; which associations they have disabled.</p>
<p>Association, the ‘and’ is what permeates both space and culture. Perhaps we will be accused on re-inventing a certain formalism or structuralism, a juxta-structuralism to be more precise. Perhaps we will be accused of naïve objectivism or empiricism. Yes, we are interested in juxta-structurings as particular ways of ordering, i.e. in terms of sequences or patterns. True, we are intending to ‘make objects speak’ and we are certainly not going to shy away from the principle that experience grounds all possibilities for thought. Above all, I hope we will be able to embrace a ‘philosophy of having’ rather than a ‘philosophy of being’. That is, what if we start thinking of spaces as ‘having’ specific qualities (objects), which would in turn have to be reversed in the sense that a space ‘is being had or has been had’ because we always have to explain the larger from the smaller.</p>
<p>This Tardean insight, which has been put in practice for the last 30+ years by several actor network theorists, implies a new way of doing social sciences as well as a return to a pre-Kantian metaphysics (one that could be traced back to Epicurus but is perhaps most famously attributed to Baruch Spinoza) as ‘monism’. The key to monism is the non-separation of ‘mind’ and ‘body’, or more importantly, the abolition of the idea of a splitting of matter between essence and appearance.</p>
<p>Although this may not sound very revolutionary, and it has indeed been repeated quite frequently throughout the last 200 years by philosophers such as Nietzsche, Bergson, Whitehead, Heidegger, Deleuze, <a href="http://www.ulb.ac.be/rech/inventaire/chercheurs/3/CH2533.html" target="_self">Stengers</a> and <a href="http://www.bruno-latour.fr/index.html" target="_self">Latour</a>, the consequences are still immense. If we no longer think in terms of a separation between the Ideal and the Real, which is thus an acceptance of the univalence of the Virtual, we are liberated from having to work on the basis of deeply problematic assumptions. We can just start ‘in the middle’ which is in the middle of empirical research, because as Whitehead states, only experience can provide philosophical evidence.</p>
<p>So, we are proposing a new beginning for space and culture research; one that more radically embraces the empirical, yet at the same time, does not get bogged down with ‘describing places’. We want encounters with perspectives of virtualities that generate concepts, i.e. the work of <a href="http://www.amazon.com/What-Philosophy-Gilles-Deleuze/dp/0231079893/ref=sr_1_1?s=books&amp;ie=UTF8&amp;qid=1312182411&amp;sr=1-1" target="_self">philosophy</a>; we want to make objects speak by generating functives and prospects, i.e. the work of science, and we want to develop ways of appreciating by generating percepts and affects, i.e. the work of art. We want to be a journal for empirical philosophy and social science and for that reason we require contributions that have a strong grounding in empirical research. We are not looking for studies that apply concepts, but ones that create concepts.</p>
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" alt="" /></p>
<p style="text-align: center;">Percepts: http://armchairarcade.com/neo/node/1345</p>
<p style="text-align: center;">
<p style="text-align: right;"><em>&#8230;. Joost</em></p>
<p style="text-align: right;"><em><br />
</em></p>
]]></content:encoded>
			<wfw:commentRss>http://www.spaceandculture.org/2011/08/05/thoughts-about-space-and-culture-5/feed/</wfw:commentRss>
		<slash:comments>1</slash:comments>
		</item>
		<item>
		<title>Thoughts about Space and Culture (4)</title>
		<link>http://www.spaceandculture.org/2011/08/04/thoughts-about-space-and-culture-4/</link>
		<comments>http://www.spaceandculture.org/2011/08/04/thoughts-about-space-and-culture-4/#comments</comments>
		<pubDate>Thu, 04 Aug 2011 06:58:56 +0000</pubDate>
		<dc:creator>Joost Van Loon</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.spaceandculture.org/?p=1536</guid>
		<description><![CDATA[Culture

http://www.journal-online.co.uk/article/2693-new-cell-discovery-could-advance-understanding-of-cancer
Culture as reification is perhaps a relatively new theme for us. Reification is a double edged sword. On the one hand, it refers to the life of objects, in the straightforward empirical sense of ‘objects coming to life’ when they are engaged in action. However, at the same time, reification is often identified as a [...]]]></description>
			<content:encoded><![CDATA[<p>Culture</p>
<p><img 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" alt="" /></p>
<p>http://www.journal-online.co.uk/article/2693-new-cell-discovery-could-advance-understanding-of-cancer</p>
<p>Culture as reification is perhaps a relatively new theme for us. Reification is a double edged sword. On the one hand, it refers to the life of objects, in the straightforward empirical sense of ‘objects coming to life’ when they are engaged in action. However, at the same time, reification is often identified as <a href="http://websyte.com/Alan/termin.htm" target="_blank">a fallacy of misplaced concreteness</a>: one abstracts generic qualities from particular object-relations and holds them ‘for real’. However when taken as this doubling, ‘theorizing culture as reification’ begets a critical edge which, despite its duplicity, leads to questioning everything that exists in terms of valuation.</p>
<p>Objectification, the making of objects, is what makes it possible for us to speak of ‘culture’ in the first place.  It is always important to look at the smaller things, because they are more meaningful than the larger more abstract concepts. Culture as such an abstraction means very little, but when we look at distinctive cultures, they already become more complex. Cultures of bacteria, for example in<a href="http://www.eltean.com/yoghurt.htm" target="_self"> yoghurt</a>, are immensely complex in comparison with the sociological concept of culture as ‘shared meaning’. Bacteria expand through reproduction, which is a social activity, and this expansion is also referred to as ‘cultivation’. Although cultivation often entails an intentional connotation of deliberate, careful action, this is not an essential requirement. Cultivation can also happen spontaneously, and moreover, through imitations. In the end, intentionality makes not such a major difference to objectification as such; it is just one particular venue for imitation, alongside many others.</p>
<p style="text-align: right;"><em>&#8230; Joost</em></p>
]]></content:encoded>
			<wfw:commentRss>http://www.spaceandculture.org/2011/08/04/thoughts-about-space-and-culture-4/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Thoughts about Space and Culture (3)</title>
		<link>http://www.spaceandculture.org/2011/08/03/thoughts-about-space-and-culture-3/</link>
		<comments>http://www.spaceandculture.org/2011/08/03/thoughts-about-space-and-culture-3/#comments</comments>
		<pubDate>Wed, 03 Aug 2011 08:15:16 +0000</pubDate>
		<dc:creator>Joost Van Loon</dc:creator>
				<category><![CDATA[Spatiality & temporality]]></category>
		<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[spatialisation]]></category>

		<guid isPermaLink="false">http://www.spaceandculture.org/?p=1535</guid>
		<description><![CDATA[Space
Social spatialization is, following the same Tardean logic, a specific form of repetition, namely that of ‘imitation’. It is through imitation that spatiality becomes possible as existent. Imitation is easily observed in terms of materiality, which, for example through acts of building, planning and even architectural conceptualization, become necessary preconditions for a space to exist [...]]]></description>
			<content:encoded><![CDATA[<p>Space</p>
<p>Social spatialization is, following the same Tardean logic, a specific form of repetition, namely that of <a href="http://classiques.uqac.ca/classiques/tarde_gabriel/lois_imitation/lois_imitation.html">‘imitation’</a>. It is through imitation that spatiality becomes possible as existent. Imitation is easily observed in terms of materiality, which, for example through acts of building, planning and even architectural conceptualization, become necessary preconditions for a space to exist in the first place.</p>
<p>In the social sciences, the word <a href="http://pespmc1.vub.ac.be/ASC/Reification.html">reification</a> has a bad resonance and is usually invoked to denounce some sort of conceptualization of process as ‘wrong’. However, it is at the core of what culture is: repetitions of practices which constitute a ‘becoming-real’, one might even say ‘realization’, of meaning. Realization, being at once ‘becoming real’ and ‘becoming aware’, is such a wonderful term exactly because it shows us the ‘in between’ (becoming) as a relational event. When reification is simply taken as another word for realization, then perhaps we can begin to let go of the negative connotations that this term has been burdened with.</p>
<p><img 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XVxVxOKHcsUuBxQ6uKXVxV3LFWicVarirq4q1XFDROKrcCuxVY2FK04paxVacCtYsWsVWthStxQ0cVU5P7tvkf1YFYZdt/pM3+u36zgZqPPFVmFWsCuxVvCqquKyXrixXYxVtcmrsVXYq7Crq4oawK//1zLli2uwK7FXYq0cVWs2CSrMirsVips2LJZgV2KtYq3XFV3LFV/xYqurirL7X+7Pz/gMkwRAxZLsCtg4VXYq2MVXYquwK3ixbBwsmwcWLdcVbxV2LJ1cVdXFDtsVdih2KXYodirsVaqMVaBGKtE74q1gV1cVWE4WTROKtHFWjiq3ArRwqpnFWsWLWKtE4qpyf3bfI/qwKwy8/wB6Zv8AXb9eBmhq4q5mxVrFXYq3XFVRWwrJUxYuxVcuKruWKuxirsmrsVdir//QMsDa7FWsVdirq4qpnBJWq5FVrNiyWN9rFVuBWsVWq2KrsVXrirfLFV2KswtT+7Pz/gMkhEVxVvFVwxVdXFWwcVbGKruWKt1xVdgV2Ktg4Vbrirq4q6uKurirq4q3XFi6uKtE4q6uLJ1cVarixargZLa4VcTTFVpOKtYq7FVpOKtE4q0TiqyuKtE4q0aYqtJxVYTiq2T+7b5H9WKsLu/96pv9dv1nIpQ+KuxV2Kuwq2MCqiYqvwrJ2LFcuKt8vixVvGKtcsmrlbFV2Kv/0TLlgbWq4q7FXM2KqbNg4layKtYVisbAyWN1xVazYFa54q79jFXfZxVerYq3iq7lirMbX+7Pz/gMkhXriq4HFWxtiq8YFbrhVsYq3irdcVXA4quwK7FXVxV1cVW1wquwK4Yq6uKt1wq1gV2KuxVbXCrtsVaJxVxOBVpphVquKtE4q1XArROFVhOKuwKsOFWidsVWE4q1XFVkh/dt8j+rFWF3h/0qb/Xb9ZyCVCuKtcviwq5sVcrfFiq7FV4xVd8OLFdhVvFXDFV3LJq5WxVv7OKu5Yq//9IfywNreKuxVYzYq1kFW8sVdiyWftYqtZsVUmbAq3FVy/Diq7FVwxVvFW8WTMrT+7Pz/hkmCvirYxVsYquGKrsCrq4Vb7YquwK4HCq6uBXVxV1cVawq3gV1cVbrirq4q1XCrXLFXA4q4nFWq4q3XArVcVcTiqzCrROKtE4FW4Variq04q7FWjiq0nFVtcCrScVWSn923yP6sVYXeN/pU3/GRv1nIsgocsKVvL4sWLmbFVqtiq5WxVVVsVcMVVF+1hVdXFi3XFXYq7FXZNXVxV//0xuBtarkFdirsVdXFVrYslnLFVuKrZMCqWKuxZO7Yq5WxYt4WS9WwKv5YqyOHWbCNSC5612Vv+aclbClYa1p385+442mlw1vT/5z9xxtab/Ten/zn7sbWm/05p/+/D9xwWtLxrNh/Ofuw2tNjWbD+c/dja02NasP5z92NrS79OWH85+7Ba0uGs2P85+7G1p36ZsP5z92NrTv0zYfzn7sbWnfpmw/nP3Y2tN/pmx/nP3Y2tO/TNj/ADn7sbWnfpmx/nP3Y2tOOs2P85+7G1pw1mx/nP3Y2tO/TNj/ADn7sbWmzrFjT7Z+7Da0t/TFh/OfuwcS079MWP8AOfuw2tO/TNh/OfuwWtO/TNh/Ofuxtaa/TNh/OfuxtaaOtWH85+7G1pb+mrD+c/dhtaa/TOn/AM5+7G1padb0/wDnP3YLWlv6c0//AH4fuONrTR1vT/5z9xxtaa/TmnV/vD9xxtad+nNP/nP3H+mNrSw65p3+/D9xxtaWnXNO/wB+H7jja00db07/AH4fuP8ATDa0tOuab/vw/wDAn+mNrSm+u6cVIEhqQR9lv+acFopjF1IrzyupqrOxB9iciyUa4EuyXErjixaGBWxhVWVsVbxVy4rJcrYsV6thVvHiV2MVdXJq7FX/1BmBtdgkrq5FVvLFWnxWK3liyW4q0cCrWbFkpNiqmzYqu5fDirvUxVvniq5W5YqqZFV1cUN5JLdcVXcsiq7FV6tihcrZJK/FXZFV1cULv2cVcrYpXVxQ6uKuxVvFLsVdirVcUN1xV2KXYq1ihxxVTrirjiq3FKxskqw4q4ZFVrNihbyxS1yxQtZsVWM2KVOuKrGbFVrNiqyuKrWbFXK2KudsVWo3xZJVUYqu5YsVRWxV3LFV2FXYqvVsVdyxYuZvhxV37GTV/9UVgbVvqZBXM2KrcLLhWO7KvJcCrvi/axVquBVrNiqkzYslNmxVSZsVWPeW8S8Z5UiZvs8245HjiiMVv6Rsf+WlP+DXHjiy4XfpGy/5aE/4JcHHFeGSqt/Z/a9dP+CXHjivDJeL+xb/AI+EX/ZY8cV4ZLlvbL/lqi/4LHjivCu+v2H/AC0Rf8FjxxXhXfX7L7P1iL/g1wcUV4ZNre2f+/0/4JcPFFeGSp9etf8Af6f8EuDiivDJtb2z5f36f8EuHjivDJd9fseXH6wnL9leS48cV4ZL/r9l/wAtEXL9r4lx44rwyd9fsF+L6xF/wS48cV4ZNfpfS1b/AHqi/wCCXI8cV4ZL/wBLaYy/71Rf8GuS44rwSU11fS/+WpOX8vLHjivBJcur6W3/AB9Rcv8AWyPHFeGSoNU07/lqT/gseOK8EnfpbTeTL9aTJccV4ZO/S2mL9q6iyPHFeCTS6vpzL8N1F/wWS44rwSXLqmnN9i6ib/ZZHjivC1+lNO/5ak/4LHiivC2upad/y0p/wWS4orwyXNqmnL9q4T/YtjxxXhW/pOwb4luE4/62PHFeGS5dRsW+zcRf8EuPFFeFa97ZqvxXES/7NceKK8Kl+ktO/wCWqL/g1x4l4Vy39g32biL/AINcPFFeGS1b+yZm/wBJTkv7PNcHFFeGTmvbP/f6f8HjxxXhk015Z/8ALRF/wePHFeGS369a/wC/4m/2a48UULGvLX7TTxf8GuPFFHDJT+u2f+/ov+CXHiiy4ZNG/s/9/ov+yXHjivDJT+u2bfZnT/gseOK8MnNeWv8Av9P+Cx44rwyWfW7f/f6f8EuPHFeGSn9btv8Afyf8GuPHFeGTTXEDfZlT/glx44seGSxriL+df+CXHiivDJT+tRfZ9Rf+CVseKK+p31iJvsyr/scEV4ZLvVVviVuStkuJeFVVsUr1xVfk1cMDFWXFW8VdXFXYVdyxYuxVdXFX/9ZfllbatxZcLeKtYqslXmnHFXJgVacVawqpv0wMlJ3VFZ3+FF/abIylwoj6mP6h5hSrR2Pxv/v1ui5UZmq+mLdCCQTPLI7PM3qu382RHk3cKjwr2r7ZK1X+mifEwH+rTBZKqvFOK7Kq/wCrkN2S9Ia/ZG38zZEyVU4R8PiVcjZtC11iTtzb9nCCSql9o8uGTXhVgqt8CBa92yHmUqgt0Tpv/Mcjx2qqiDl0+WQJSvcBBsqs/wDLgBtCyqj4mT/WySV4kRRy4r/k4q5SrGtMiq/1Wp0wUrq8U50xpXIa7sv2umJVfy4fy4Fd9r4uOS4lpeiBk+Lj/q5HiVcnBF+FcVUXlZX4KvFcsVv4V/ZX/WyPqVfzi9sVa5K0TL8PL9nJKpwLyRuS8cZI4VReCrQLlaW5WVl5LkoyVT9FVXl+zkuJVI/Cysu+Aq5Eq/NFX/KxJVUfgw+yq5FVHjGclupUeAQ/CNsndsV7xo4+zv75EEhkgyrQv9j4f2suuwwVS6svNBVMiB0VyekegHHE2ydwVTRx/qnG+5Vkkcfh8OEEqomKMtxyfEUKPoFOnxDJ8Vq4ek5pWhx3CuNqP2vh98PGxpaIK9B+OHiWkbY6jNZtRG5xftROf+I4LKDC2T2OpW92lYm4yr1ibquTjIHm45hSPVuXxfZb9rChW7ZJXK3xYsVytiq7liq7FXYq7CxdiydyxV//11crb3Yq1irjgVa+KrRiyWnFit/42xZJdqWsWlp+6r6tx2Rf5v8AKyqWQdGQhbF73U7m7blcS0T/AH0v2cp3LkCHCgubP8Ma0Hj+zhqubJclq1dm5eOAzQvZeH2Pt+OAb81aih5NyfGUu5kqg+w45FVzOX6bDwwAUrSJUfxxJQ4IE+1u3bEm0xXemSvHp44LZU6NOHwriTa0q1CdfhyPNaaV5HPJNsaA5rSsFI+KVuZyBN8lpaSvX9n+XCypwI3/AGcVX1FNlwIXAoF4DcnEklFNEdv5cCaXo4XlibTwqfLf4sNMqaLjouNMaX+r8PFcFLwLlZm+1gKaacKTiFpTFsa/E54j/WyZyLwRVBb2zL06+BOQ45M6CxrdFb4Ph5fayQmV4A67jlG4Zh+rGEgWJAREAHooZd5WX4jlczvsinemHPFvsUx4qWlFW4Pw7ZPzUhySCrD9pv2skbY02hRX5ZE2tLHIwhFKauK9MlTKQb5Cm2CmNNBh9OEhabkjDgt+0cANMUDxeF6D4kb9nMiwQq5YOJ5rkTLonhRCIzijfRlZNJpDTRy14o1OP45bEjqxUwpdaMOLjJXSFRYW4/Z6ZEyZUhJ7YVquXRmjhU45mHwSfZ8cJj1DBEcVP+VkLZKTJ/wWSBVtJJI2V0ZlZf2lxq0J/p3mQMyQ3f8AqrMv/G+EEjm0zxsiV+SqytyT9ll+y2XR4WmS9GxS3hVwxYqitgV3LFXYVdirsVf/0Fcrb2sWLStywMnM2KrG+JcVWnFkh7q8t7WL1ZnVF/lb7X/A4DMBHDxMZ1DzHcXHwWw9CBvh5fttmPKRlzcmGNKlVuv498gW1fxFPsVVcjatAH7Xw/5IwquZ3Oy7fLAAFclvx3PXEzVcUX6fDBauEB7/AA/5OJkqqIq9PpyHEypp+KfD38FwjdVoRlHx42q4O/HpQfzY0FaZ/TWrfaOGrSovMfCrZMRQvieZ2pz4/LIkAJV60+AtU5WrRPxf5XbCFUHmOTEUqsTu/X4RkZABUWiBOvXKSbVaMLJ0zhE+HqcYiylDjnTLNkNgYqqpxXIFVYEcMh1SsT7XLCVVfDIpaHILhZqTFua5IDZBRM4Bp8tsriwLmDcFVf2eWDqrQwlCFLJz6g9Q2Wi6SozGjZOKFWNuQXcZEhac9a4hUPxo+WdFb5nlTBSuANeWKry5KnAAxpDc25/EuWVstKbyOXbs2TAFJRdtPyFG65TOLFEIvFiT9GVkq1RCcd1WKyJ8P2a98luVUpIt6jJRkqFuIFZcthJjJCIXj2/Zy4gFrRCyI/2ftfy5WQQyWlQ/2ftYRsqm0dP9X9pclaEbp+sXGnNwDerb/tRt/wAa4RfMNc8dssstStL6LnbvVvtMjfaXJRkerSRSKVvhyxgvVsVd9nHiVdiruWKuwq7FX//RUytvW88VcmBVpxZLTixSXUvMMVtyjteM8/8AN+wuUnIW6GK2NTTz3cvqzvzfx7L/AKuVEuSBENKKb9eXjkChd8PhtgS6v7IxVZ8TfCPvySFwKhdh8f7WBK+v7XfIqupQ/F9r9nAy4VygkcW6nvjarZCIeKhqucQLVtI2+2T8XYYkq2U5fa+1+1gtWmNP6YQEoOZ3MvH7R/Vl0QKVUhtmPxvkZT6BPCiuSj4U48f5sqrvXhVFiVV5v9nsP2jkOLoEIOaZS/Ff9lx6ZfGOyV8MJbi7in8q5GUugXiRwUJuw+Qyi7Q39v8ApjySh3bt2H2smAzaRuXxUwlVXt9nIoUiVZ6DoPtfPJdE0vRWL+2RJ2ZcKs5X7PhkQxclcSrgX54NqZRVlVuFciSyQ/NXf4ftDLKoMZKvMURPi5fayFdWKog5Rp45E82NtVavFV2U4UIFo6TScf568fn8WXg7BlFVlhRhWv2shGRSUIi0cfay4nZCLYdGykJUpE5cTkolC1ov5ckJIpYtQaN/wOEqvdVPT7WAJQzOyfaWuWAWsVVoVkHNN/5ciJVsVKhwLHbZ8stHC1FcyRt8Y2/bBxlAFijgEpzXcZRvyVfx5r/xE5G6VSAdG36ZMkFKnPHzXZuJyUZUwKBlj/m+34ZfEsVFtmqNuOTVXG45ZBWyA32v9i2BVN4v2uq5ISVyGWF+du7I6/y4efNBCe6d5nB/dagvA/Z9df8AjbJWRyaZ4WQxSpKqvEyun865bGUZNCsrYq7CrsVdy+HFXVxV/9LHKm9bireFVC7v7WzTncSqn+T+1lZmAz4ZSYtqevT3nwQ/uoPs8f2mzHkeLm5OLGloFfhOydhkWzhVF4hdsiULDv3phCrwj19sFhVzIvjvgtks35fCP9lkkLgu+RtCqNhTqcirXwJ8Z+zjudmbkeZ+R6D9nEgBC8QKrc3NWwcXcxcK1rilzyVxATaEmdm+BOp75bEdSq+2hROpHLsME5EpVKVFOOwyKqqxpEtT17DIWSlQmuOZKg9Nq5ZGFMW4Yq7kfIYykyR8MfEK7/7FfHMaRvYIUpncjgnU9Tk4gdUqAWTuxyywyX05NTI2qpQIq5HmtrJiSjMOnQZKPNQsjjO1emElUUp4ioyopWVJb7PU5JUQAFHHj0ypWqb1ws+JViX1kHDb+bIyNFhaCRKSOvv/ABy4nZCrGDy5H7LdMhJJRKH7P+T8OVlihjcCJihU/wA2WcF7sVp+OTnTqN8lyFM4r3jrErU+zkQd2KEdN1NMtBZq0ZqgX+XInmgriAR8PXAGKHIdT8OWbIUpCS4NP9Y/PJDkyXqQMBV0is45dTiNkrIyEYD9n/jbCd1XTwt1/awRkqGaPmKluL5aDTBUtm9P4eRZG6r2yM92aKD8fs7ocqpgu6r4qcCqLg9P2hkwqwoJvaT7q4br3MEFJEteDrRxl4l1CFNVdDkrBVVHF8hyVpWoN8JCWni4/FhBQoFkfbo3+Vk9wqJsdRvdPf8AcNzT9qJvs40DuwMGU6drtteIq8vSn7o3/GuSjI3u484Uma/D/rZYwXVxV2Kuwq//021ytvaZlVWZvhVftM37OD6WTH9U80RRhorBeb/Zadun+xymUr5NkMNsa+szzuzyNzlb9tviysgByIil6Jx67tkSVVqhNshzZralvlixpUCL9nqcFq6vFeP3nFK0kMfbCq5Pj+FP+CwHbml3snXH3qv5Ki77ZGrWlKrO1W6DJ1S0vaUj4V3yICq0avx365A0vCtklXCIqg5J2b4Uy4R71tYFPzbJWmKvDB6bczu/6srlK9mSq0wQcsjw2hQklZ6/FTLBGkN28YrVviwTKppBH8PqvsO3vmJM9AyLpp+P+u3T/JxjFCEB5fPucuVtRXvivErRjgv2d8gTar+PI1av+TkbVRdqs3gvTJgMlVEJA47ZElXH7XD9kYGLQqXovTD0TJWCvxyBIQv6J88j1ZyVbfkob+XBJglqfbJ/2WZB5M0yTh6XxNXh+z/rZjm7YNclHHl04/DilBXP95t4ZdDkhpC1VwlmioxzVlPzyk7MUNOPgLeDcstjzZUpwt9paZKQRaofH9nIsVsiNTbphBVylfsneq4lYrFhHjkuJDVODeIx5s1kyDd+2SieiHQTq/wFtx9jGUaVqaA/bT7sYy6FipAqV265OkxVI5KUB+z3yJCaV68aKPst3ytgtk8cISoNT7K5YENkLIlH+12wcixUWg/ZOTEkKMkfE5MSVy8eVDiVX9qHAqi8K/bXJiXRbU/i6HJJa4d0+1/MMN96E30rzHPa8Yrv97B0V/2lwj08mmeOMmVQ3ENxEssDq6N4fs5YJgtEo8K9WwoXVwq//9QBqGp22npWVuUv7MS/azHllHRyhC2H6jrd3fyUkbhF+zCv2crNnm5AhGKDWJ369MiZANlohIwi0ysytK7Iq1xPWv2sNqqrGfEqMiSlzHitAKYq5Y2k+1sMSaVug+yi0/mOD3pXEOo4gbeODZC1V47nCSvCo8ZpGbnsP2cnYHJKJRPh/lplZKV6jma/tZG6VQnuBHsMsjC0EoNnklPtlwADFYqytsMNhKLgj9Nd+uVSNs10kqr/AK2ARRJRZ2Lcu2TAYtxrzPtgJpKOhiQbv9nKJSPRKs8+zH7K9BkBFCELFm6/E2WhLYX4alcbQqw5GSq7x1TY8P8AKysHdK00RKMeT++EblMXMFqu/wCz8WIZKkQHHIyQWiFYknChuEHjVvsnBJURwH81Blds4rHyQYLubpC/FVXb7WDqqC+ID7XxdsuQmPBuPJPstx5N/scpSoNcQ86Md1yXCVQs7Kz1B+FstigtKK4koRdsDyX3GUzZLZk5KwOGJXiQo2evbLTyYtkndOW3XHzSqxvzTh3X7WQIo2qmVo2/0ZO1WhwrnfY41srbkUwAKsNCKZJkh5YeDjjt4NlglYQiIZua7r8S9Rlco0jhQ88fpy8x9k/8LlkTYpCx/Ef7LJBlFfHN9lWPw5ExUq/2lp27HIIkosPtMOuTYrY5Fcbfa8MMhSr2O3FunbIgKokb0f8Aa6Nk/cxUJVKn4v8AYnLIlDQk2+Jq4kK2/ivT9rEKsLZKlUmLr9nJCkrQ3PY7HDVKiLS8urKT1bduP8w/ZbIkAsCLZPpnmC2vPgl4wXHcN9lv9XLIkuPPHSbf8D/xrk2t/9XmczyylpHbnK32mb7WYQoO2EeFUggH23+1kZS6BKI5p9hMqo8yrviPbCrmqu2AK7nT4qV/ycNKvZ27/wDA5Gktop+0fhGAlVVQXXiNhkTsq8KqqDx2yNsmnf4fi+FfDCAxUi3Jlr0H2clSWxUttildux44GK2eVYY/8rDEWWSWn4yXOZPLZiuT9n9WAsuFFIoX/J45UUqbyDxyQDBSElVY/s/8SyVK2qsaL+z+1iSlGwx0FcokVVuS0qegyCqTPzNePyXJgUqxjQ7NRskEqiry2OQKEQEUJXK73Sur8HJugwVuqGkJc8/2fDLRtsyVOAkRWYVH8uRuiiRVUVwvHIGmLTn9hsR3pV4xxAH8uR6pbZ96fZ98ACYtsvLiMAWSrMqrbHl+1gjzQl6ipA65ehMlRl4ty+BV+zlKUtlUrKVbLhyQ0wXhiDuhYrGmSKq0UpBHtlcosiiZhVvmuVjZCXPUPTs2ZI5Ibk+KhH+qcAS0jlZOPjscJGyFR6in8y5AJXTJyTmB8J/XjE70qmgJXfJFDqUHtimKxuEgo32h0wiwlQNUPP8A4L5ZZz2VEgoR4qRlW6UI49JvbLhuh3EVquNq3E/Ffb+XAQpXMAd1bG2KGIKty6HLGBRAkR0+L4T+1ldEFKz/ACf2cKuJ7HpiEKEsJrVfs5YJIUirjYdMmKVSYlT8S8ckFXg/tZEqsZK/PJApWjkNjunbCimyPiBTFMkxt9dvYrWW3k/exOjIg7oWG2R4egaeGPN//9bnMSb/AGeTDNeS7dWYVO//AAOV2tr1jHyXASlzSfDQfDjSrADQ98laG6gfD9pzgpK9ECDm/VsiTewVf13PwhfsrgVUVuCc32GRqzsqi8spNe37IyYiFb4szDlvgVfGld/sjASqoxI7ZEKsLsi7in+Thq1S65m5vmTCNBSpLG79PvyZIDNEUWIbdcq5sJSUpZyPhycYp4lMNtyb9rJUhegaTp9lcB2Si4Yu5ymUlRa/hlKeJZJRth0yQQ1w+Ej9oCuNpUwOVB1P7TZJCKiRar4ZVIqqunJh+yi5AFVKZ+W3bJxCQpBT6n+tk+jJEKy8goypivJwKsQcpP8AVwk7JVw3DIEWraIkvJv5OI44TYTa5m+PjjwEIXX/AMMSLggqGjSkqf5TKuSJ2Qjn4/Z/ZVshFCWS8jM7f5WXDklZITTjhCrEB6ZIoVoR1OQklFv9lW/a45UlBXK8eL5dA9EFSBJXiuSVqUHjXvhisVVZlen84XfIGNKvjfnGU/yqjARRVRB4Pk+YQvPTIqpiNF6NkrLNdIg40bof2sAKoeEmKRkf7P7OWS3FhCq8PNTkRKlQ1PTcBvs5ZdhW24jcHbEK5HHHiemJDIrZQQyn9nDEtanIn7WSBYtpKvT9rAYpVOvTIoaKnDbFReI9U+1kwe9VPl6n7t1+IftZKq3Cod1eM+2WAgsV6uj9dsBBDOLTD49+n82I5LbRRhuu/thtXcgR04kdvHBS0//XgHH+XNW7hcGRNzgIJY0teSvemEBksQV69MJQvHxbJ8I/mwe9KwsK0T7XemEeaV45J8b/AEDBz2Cqwbar/wCxGQruQ0/N2q/Q9BiKHJk5a9sWK9FY/L9rAVVGZV6/s9MgAruRbcthZIG7uF5cVy/HBiSho4uW75aZUyjFUaRUFFyAFsioO9f45YAw4WmT93VurdFxB3QvWFn4jtgMqVGQw/sr0GUyklFBFXp+zlVs3O9SET6TiB1LBZIaCifa+zhHmlT+Pff2yeyFdEWgrlZKov0ykO322/BcpuylQc8OKA1Y9Tlg33SFF3+LgemTA6sl1uhO5+jIyLEqwiZixyNobp8QwKrRL+1kSlUVObcD+1kVb4KOfH7KtybJsXJ8T/5TYGTr1lqiN/LjFVBF/erhVFTszP8AZ+1gYpeaF3/myfRLR+yuFXKo4jFXD4TiqLTdPhyk80oSdDwIH0ZdE7oKESquvhXLTyQvkd+J/wBb4cAAZBSWXk/vkq2SrwvwcE99shIWFXTRfFVe+CMmDUTc/gP2sZbbpK0/ayQQvHH7PbIs0NIrfYPXscsj3oXQSdYn69jgkOoV0sZerN1xiaSo8FQU8cndoUJS6Hb7OWRAKQqJN8PB/s9myJj1C0vTl9njypkS1tSxq/xJ8JXDGVc0LY5G+y/34SO5V7chv+zkQpDVcLFZJErb1p/lYRJVvpck+HfDxbqg5IXSuXiQKFgcjruMNKuB4mqGmBkt5LWp64aRb//Q5+8nD9rNWI27ZSLryqd/5cnTNfyqvT4cjTF32up4riqx5l+wn2ckI9SyXJ8Hxd8B3Vsl3fk7ch2GDYDZV/qoNurYKKqvNqAN0yFJVUXm3guRJpiqEhRTlkWSyisfHCqEu7hV+FPtNl2OHexJQcUJZuT5dKXcyVXZVbiPtZABeJDsTX4fvy1LfH4GZumC92MlRBzp/KMidmKJjjbKpFkil6UGVM1kkip8HLJAXuxksWRQNu+Ehi77f0Y8lVESo+HIkpRcEScGmk+EJ/DKpE3QSpPcyMpboDkhAItQRmbj/wALlhCYqpg5P8f2m+LIcW2y2rAECmQVVbZVX/gsiFWK1Sf+Fwqrr8K4EqsX2ef8uGMWLuSsrf5WSV1svxM38uRkqhellm/1VXj88Yq1BT1uWLJFs3wNkWKWXC8JpTlo5KsHL9rFLl/lxKtjbFUXbkccpkqjM9HH8pyyI2VBleJZf2q5cEL/ANlfuyKoZlo3yOWgsiq/iOuQSqxuHTh+0Ps5EijauoVcHG9mCx/hwhVsT774SGUVQrz6dR/xHI8koSRP2h1XLgUK6zc4/fvlZjRVTkXmgIyQ2KqC/F8LZYqmU47FfhyV2m18bfF8WRIYkK3+scghSdVr8WTDHhW+rIh4leQ/mw8IKrl/ysBZNN/wuEMXN8OBitYo3wt+zhAKoaZKHLYlCxJEHVfpyRBVeY0rzr8ORs8mT//R54E/aO7Zrbdu7bsK4qtDiu64aZNfE7dPhw8lRKJHCObr8l8cqJJ2VQZmkepywCgq4DIkqrcVHbr+1kLQuSOp5fs4CVRH2VytVhySVF3ROXt+zkwCVQnDk3Nstvoy4VrSdl+zhAYKbN/L1yYCtfZXFMYriWeiKtB3wct1kiUC9B9nKiUK6FegyBZRXmQRr/lZEC14lAopWrbk5ZbFtFX7R/2OAlLm2AQdW+1j5qu9RgnEY1uq+Mc0/eElf2V8cidjsml0hP7WCKG4wpcfyjAeSqyku7Of9jkDsKSq1C/GfoXI+SqXxVr9rJKvQYCqqrZFK/k6vx/Y45NivZWV0b9lsVRVui15f5WRkwS+65Nevy6Mzcf+I4YjZK+1C+quGmSK4/u2yPCqW3KfvWP82SCqQwq0vXCUrzkVKrDkJKtnQYYlUBcfDJmRHkxXx/FzHivJcBZKb/En0ZIc2Skknw0bJEKqIzI/P8MidwhFP8S/PKgxU13yRVZxp8S5JVyMcBC8SycUo6/Ep64Y9zJDPI0T8h9nLQLCFcNyAI6HK0qU6nqMnEqpCXmOJ+1kqpjxNKanCWSsrKy0OQIYkNkI32jxb9nACWKkH34tuMnSS2DRl4tyGKF7LtyXf/JyNskOZVrSmWUxXFEO64LK8LbbrR/s/wA2AeSoWa3ZTUfZy6M7RSkCyggHZtiMkWNP/9LnlS+yfSc1tVzdvTjRBQYjdkpMnM7ZIGlRI9O2X4/ic9EyveXJVH95M7O7f805PYCgq+n7ORVVUfFy/DIlC5eTHjgKUSAqLlXNCHmnVDx7nLIxtLo5Hm/yV8cSAFUrlgPgHXvk4d7IIWWSi8ctiFkhi/7IyymtfGN8EilUbIhsVIhkZNaIK0TKxzVtcBbA03xHfCwc/gMQrh+GJVun7R+1gVrjyPHthtUQnVfbplZVa/xNhDOK+I70yMlCIQccrLFzb4hW+ONpXLgVci5JUSy/H/sVxYu5c/8AY4IsUfar8HLGSEol+Kdm/wApsklUt/71cZMkSjfaXAqGukxVA9DhVa2xwhKp9pciqpFkZKvcclyIVBXMdR7jL4FCjG/Flb6DkyFWutPl+zhBVR475O2aoDkUIqGUOKZVIUlzpxNRiCq0EHbCWCyvFskq/wCFv9U5FmhpID8x+zlokhZHzj2+0vhhNFVVZEfY7ZGiFUpoOQqvXJxmwQ6nl165MrFeMDMK60daHr45A7MCFF1/Z+zkgUqSyODTjXJkBCugp8aNyTuMrPch0kQcVXr3bCDSqQen+xyVJVfhZeS5FC1iy/Z+zirTBSQe+EK//9PnjyIooPhzWgF26khd3yRoBKJj4p/lPlct0WsdYeVftOftHCLVwIpt8OJVsMMaSu5sdl6/snBSVWBPTTduRPVshI2huaTgP8r9lcYi1QQi9SQ8m37nLroJRDTejHxH7P2VysRsqhBIXPJ+/fLqpPE1NES3FMMSxXR2DD598ByrTX2cUraE4WaLt0q4GVTLWqyfCzBcgFWBaDDbYW1Hw8sSwXek2DiVaF3phVt61xCrlQhfnkSVXqpb4q9MBLZwNcRx5Y2q9V4kGu5wEoKt9k0yDFUC5FLuOKt8ckq/kq4qryvQK3LATS8KGe4KMzYiynw0Vb3v7puW2AkhhKCWNex8/tZbwlFI+3Yc+X832cq42fC36reqwyNmkU53VlbDxJQUq8WyYYqTZIKvT7VMBSqggZAqqLQrkSlSmT9oZKJQhHgr7NlwkqlxlT4G+LJ2Duz4VlPi44VptkKoz/aUfs4g70hRSdCw4H4smY96EwQlxv1zHOyVjjCFWkc/nh5MHcHX5Y2ENn49nx5ckoZ4A3IV3/ZOWiSFJVdNmyRIKohePEcfpyssrUpofi5J175OMu9itWM8eX7PfG2dtkFdx0xu15rnVX/a+LADTWh2Uo3EjfLLtLSfA23xDCd1VG2+Jf8Agcghr0+XxYbpKwkp9rCN1VA/NcFUhri3LG1f/9TmJ5u3FFrmFsObtrVokmXrTlkCQlX+Ef6zd8gxa+I9qf5WLK2nHhhC22iH7LNgJW1VSkdK/wDBZHcsmzPFx/hg4ShQNXctXr3yzkErvVjjjon2V+1/Ng4STuhCl3lep/2Iy2gAqqiV+HIkpRXEDp/ssqtVRRRSO5yBKoZ4gX4r0y0HZCIt7aJULld2yuczdJbCqr0X/ZYCdlaZd/tYQUtsgVftYAVaRKt7DCShVZ1X55ABVqLxavjhJVVIj6t0yO6tHivvizcAFXbY4pUKhpPh7ZPovEvd+b07AYAKCt1JOBVdW/ZyFMV3JW6dcFLbnkanwfawhNKMXqVqRtkjSUVXmiL/AC5XyZAKTjv4YQyU467sckUJdNCyOWHxZkxlYa06gNbaKpo1MwpfUULXcp8S+OEC2TTlx8Q/axCoYyFviXfj1y2mNOduHUYgWmm0kr8OJDG2nPJt8QzWpOUJU4TG0WiTJzTbr8OV1RYodpmPbLOFkpu698kAhTY71HQ5JK8MBX4evXIkKls0SrLxXxqMyoy2QmFvcxoi+o3EjMaUCTslX9SB+QR98rojmxW8MlaFaFa1DZCStMq1ZaYgqh7iNuq/a8MsgVQ6v+y2W0hUCnsNsgUqvHb/ACsilRPwE/yHJ80LWHGhT4k/lwjzVv0/u/ZxtisdNmV/iHY4Qe5UN05V+zliV9Vcf5WDkruHHiyf8DjfehtqOPixGyUPQod+mWc0Kiy1Q+2QI3S//9Xni/D8KbfzZrfe7VaX4tT9rDSu5N2/2WNMl3NuiYKYra8ev2sKrkPcLv8AzYCypc0qjqvxHtgpKnyY1Xv+1kqVe3FMA3VRJ9U/yjxyfJVx4/s9ciqsF4JXjkLspVYQWbmemRkrpGX4VBqcQEqavHEtXOSIJ5IRAuUchRlfAQrq7k9sVWBt64SErXauw64QENpcIicaVOJiSUtqfU+OlMBFbKiURuDf5X2crJ3Vb+zxwsmytZQvZcF7JXy/BC791+zgjuaUoCJm+L4cvkEBVAbIqvQfFkSVVlHI5AlK5+S4ArUTYSq/tTxyKVq14suEsm2G2AJbtmVmp9+MwwKy4jq3+T/N44YFiVccRGn3ZA81U2Pw/wCsckFXTGoXBFKFjejkZaRsnhU7g7H+ZclBisgf957ZKQ2VWduOQCoe4HQ5ZFVSM0H+x45GSqNXWSjHZsntSF/HmOORuktq1BwH2v5sSOrJUI+z+03emRYIK7RmTkOq5djO6VAMj5YQQi18T8H9Tt+1kZCxSpspqA46Zi+TFa4I+LuMQlxdZEWQbN+2MQKNK3z5rX9pe2NUqGNtzJZcs46Q4VTY9Oxx5odzFaHvjStugIxBSocyjcf2csq0Kqu3H2yBCtkKw+HBaoaSH9r78tElUG5K3w/ayxVyv49MBCrmAb40+7Ig9ChYQp+FskEqZjYNx7HJWr//1uclyx4j4c19O1pZUj7G/wDMcPvVeCeXH9o5Gldy4dOuNWtLQvNqD4sPJlwomoiTfK+ZZINyxPPLh3IVE+BeR+1+1kTuqx6u/wDk5IbBV6p2XpkbVUji4tU5ElKoGqadu2RVUMvBP1ZHhsqhDJVmbLaVbs71b7I/ZyXIIRsEb/tDrlEiErifjoOmAclab7LU/axCqLtRR/NkwEqSKS3EZMskbEh8MokWKMrx+S5SqjtXJsljPwYqqk++SAtXSTGYcFSg/axEa3Vr06DG1paF4/E2FXI3w1xISqxH4tsgVVHJOABDk6YlK8npkaS4L8VcbZLeHcYbStgPB6/y4ZbhiVeTrUdDkAxbWhT/ACanAearQu9BhtClcyenErsK7qv35OAs0lQQ85KjauTOwZOmTcscYlgg0ek305eRsyR7DkqnMcIU3WqnJAoUVr8QyZV0m/F6dMY9yuR+uJCryhpkbZcSg5mHfLAAxVahgDkGSEMapKfhov2hl12GvhdIKfEOjYhCtZT8f3L9P2chkj1UIySvZspCqMIKOV/ZP2slLcJXHnG/IY7EK36xBDolfFcHD0RTTsGWvSvbCArSiu/h1xQvII+z3wBKlKgI9++SBQoo5U8W+zlhCq9ajbK0LFG9DhKoeS3FdssE1UokKMT18VycjaUUGDLsKeOVUilJ08e+TBVaR+844eiH/9fmzuv2RmAA7dUt4arU7J+0cjOSqkzsuwVf8nxyMQxUvTyVs1VFCLkTulReXkaH7PbJiKFtVZfi+7Cre5718cVcfh4hcCqkfgMiVVOBptkbSrego4+GQ4kKcyNM3ggyUTShBzKyScFNf5svjuLSr28G+VykmMUWzBFArvlIFq0gr8I+0cJWlab4EWIf6zZCO5tCXO/KU0XbxzJA2VWtom4s5/1VyucuieJHxr3/AJcoJQ0XJ6j4caS2R8NfDFkEMxPxH9rLAlyMxFWxKqoqVyKFOV+Kce7HjhiN0lydKYSnhV4FOVyZOY8q4hraSuJSvkDdsALKK5FNRgLJuXkilv5cY7rxIeN+fxf8LlhFNSuXrwSn+U2V11SqQj92RTucjLmxtzjjxA6nEKo3Kk2zg9t/uycD6kFQhCqyt2GWSLNXn9PK42goBhv9nrmQqLQD08pPNLqYoUwiq+SvZXBVoRSoONoQ6BVanfLChEer8PH7WV0yQ04fc0+WWxpC2B6u0bfZPTDIbWzXzw/ByX9nIxluxUhHzVkyd1uhDr6i+zrlhpgmcLrNGD3pvmLIUUrx8exwHZW3TmPfADSqKqyNk+bNunh0/axYNdDVemKtS1Xiw6d1wxVoOrq3E/H4YapVK4j+L4emSiUNRS78H+H+XDKPUIKtvsD/ALFsgxU5K/J8IZKa/iuSK21Uq1Vb5rhSuDg/LBSGuJ5b9cbW3//Q5zHb8j8X2O+a6U3bq0knEcF6eGRA6qoKWr8XxHJpVxxCrXK1UJXDNQfZywBVhai8htklWcnc/wCThoBVbYJ8PU5DqrqV64qrJ8A+Bftdcgd+aqqPyFf2h+zkSErneiqn7R65EDqhSMixjn+z2yYjeyoSNXeQv3fLSQBSUxQKEUVFRmOeaVtKn7O+FVaFVC8zkJHoqlPL8PLufhGSjFCHH2qZYVRka8aAfZVcpJSjOHCJV/ab4spuyqEuWdyAhy2FDmqkEf8AaZvhydhkqU+GuRVUjT4ciSri4Cn4t8aY8SHlQh0ywHZkqxhq1bIlUSpoNsqKVAt1+HJ0hERgKv2ftZWSlcwqOOIZRa5BKFvs1xq1lJVeAyK1OnHlkBKmNoCEUXj/AKuZEkK0deXL9nIFJRCdOP8AssrLBbcMEo/XjxwxF7Kpeuj1Sjb/AGslwkbqpxjb/ZZIslWZPhU0yMSxQjjdTxy0M1SE8VK4JIKrQd8gxU5EOSBVRUuMsNMoqLGsnKnFWXJdEKqkDIlWzyK/zeGBKhSnxdx9nLFRIWqVXocq6qhZUZH+HLYmwiSyWIN8XLfvkhJiqWwWN/tHiftD9nIz3DNFE0aq5UwXHcVGRCtShGTn0PcYQTdKoJJT/W8MsISvX4jx8ciUNcVQ79/tD2w3bG1CdPTbmN2+0KZOJvZVYlZIw4+y32lyHI0lCuFDMFG2WhVVJOX7t+vjkSOoWQXH3wKsUJy+MD/Ww79GKx4lH2ftHJAoCgVKNll2zX+rt/l5HhYv/9HnrSJTZun7Oayi7dR3NTliVVE475AlVKWXkaJ8XHqcnGPeqwB32GGwFWyRP32wiQVtQQKK2Aqqj7O2RKrgQvXrgVViBdv8k/ayEtlVykafF4dshZKqPL4uR69WbJKg5pBK1F+yNlGXxFIXxDv/AC5GSV0cZdx4L1wE0GfCjQ2UJWyTBV45IRYoZyX+jLBshVtAAanI5CqY2y83Uf8ABZjTNMirO45MT9lcgAhAs/Ilm+jLwFa+L+bCydx+KvXG2PEiQafDlSrUVerH/Y4SVUzu5/ycl0ZLx8S7dsiq5qom/fANyxa6DCzXx82UHxwGmC/4u+RZxXydhgCZK0LNwZchJglsa0emZJOzJH26841UstPtZRLmxXfD8VPiyKqNyFKN/LxycDuqCT7XTLihVjJqciWaJA5xV/lyrkWKFuB8Bb+U/wDC5dHmyWQsOeGQ2Rao32emRYupXcfaxVSXmDvkzStuiui/zeOAGiya9FuOHiYNJseLYlmsmQcuX7OSiUOtpNzHy2O4xmOqrpoyw+H9nIxNMUMnXictKG+9MWxERnmKdCOmVnZiYr0PZf8AZZEoWTeOSiqkqdGHxL/NkrVzbU5N32PhhCq4pKn/ABYP+GGV8iilEAbof9iffJ+aFm8fwN0w892Sp6LEduOR4kIKWJ0an3HL4yBVVSRz8D/bX9nIkdQxpTmj/aX4h+1hiULI5XRuD8mHbJGIO4VWelPnkAyChT4/bJ9Ev//S5uy/zfRmAC7ZUX7OQStll/ZDYQFQymponT9rLfeqIFFB+L4f2srSpmrtuPlkuSqYDjrktkKoOQSuVefw98SaVGoOAp+1lBNqh5ZfUfr8A+z/AK2WRjQVSkk4qy/tN/xHJgKhxH/LkyVVOb/Z+zkaCou26b5VNmqllrkKQUO7/wDXOWAMVtfhwpV4F8MhIqmMTiKM/Fu2Y0hZZFSmfkm3fJxG7FQIOWK5RVe+BVWM5EhVdkYj4DvlYPelyB/92svw+GJrohZSoJ7jJW2LkFP8muRKqrj4MiObFTI4ry+1kkKsa7Ly+HIkpVeDfRkLZrHyQYKkT0XjwZsBCoBa9xTLkIy3WqJLx+IMy8RlUlbZlVfj+DljSFOXh6ZCstcI5pQeXIVF5cuS5EpRkNeL5TJkVGZKowycTuniQoHF1yw8mteXZSUp9rBXVK6Fx8St1/ZwSCtSD4sIVYRRNsPVC9SOK4CErH41whVjpzFMINMkKU4Gq/sb5ddoRyOrqD45QRSOFCXSUm5dmy2B2Qtc7V7rhCtxSsNxjIM5K9W2I/aytjS2WVVWh3wxixtYH3p26jJUrbjkmAHdViGVGU8vs/ZyRAKUTJ++QSJ9n/dg98qGxosVPlzXieo/ZyXJKyN/Ten7PvkiLCqk0aulepyMTRSl0qujV/3YvTMiJB9yFeJ1mWqni/7SZCQpC149unw/zYQVaif4uD/F/LhkOoVtotw3bAJK/wD/0+dBaDx8M11u4WSzKB/lYYxVCclJ98upVdEZf45AlDnZmHFfsL1xAVvkIk2+JjgqylaoZ1oe+EmkK6oigU/2WQssleNFVakZWShq4m4/Ap374YR6qo/D9r+XJIQhLPJyffLuQ2SrLsvL9nIFVWPjy3+1kCz4UQG+CmV1uqk7bceWTDBSLhuRXtkqVsfEw8MUo2EZRJVbq3yyCrJSjGnYZKNqpnx6fPCq4Ox6/hjSqsSCmQkVir8uB4/s5XzSskaiGvfJAbqoI7Ifj6NlhF8mSpwZW5qT8X2V7ZG+iJSVgzN2ytitk3+HphilXT9nI9Urmbfj+1/wuRpMXN9n/KxClWgTkv8AscBQlzCnIdsvQi7TmsTel9rK5c1W3yNwXkteP2scZ3QhQBlhSsdaNtkgVXB98FJCKgn5P/rfDlUopLph1wRYoEsQSmZFdUNyH7BH+rgCWkfhIn/A4SLCFZ60KnIBLggMSvT4hscb3pVFK1IX7OTKFxTBau5hT/xLGmajMnF+Q3rk4nZDUDfE0fL/AChjLvVUlUPGf5siNimSGU0PFstKGiqg8u2IKqkbEfCTs2RIUtyopXEFihwW5ZYUKyOcgQq+hyKropPTbiejdcEhaQumip8SN8P7BwRl3oUOTdHHLLPcyiqJJTY/DkCFlFu4iR15DrhhIhCWMzo9VHTrmSKIQi1dZYuQ+Ed8qIoqsZAy1/lw2xaWQ8CjeHw4THe0v//U5o07LXMERduhTuxJy1KoiU+IZElC8tQfD1/awUq1+gC4hLca1epxlyVFKPh/lbKilyAsf8nEqqu7JEXb9npkALNIQwKu/Kvxn7TZbyCFlxKAeCfZyUB1KqK1OSKVSvL/AI1XIpiiII2UVPXK5FkueU1bAIseJCmXfLuFC7kBUeORpVWHlxDZGSUfHsMxyqqvHqciU8Shw+Kv82Tti26NxPDqvUe2IPeyWoBz+H6cJ5IRcSivtlMlXsjNJy7dsiDsqlMan2GTikKRqD4qcmyRHILTKkLycCFNt2XJKiF2+LKylolHdUZqcmwi02qU4IB/Lh4CVV7b4kbISQlvDlyy20I20p6TN4NxyqQUrLv+6f8AmZslHmhBiuWFKm/JnyQ5Ib341xVEwfDx/wBbKyWQVJe/+V9rIBUDcbScvHL48kLQSV4rhVqUN174YrFVEyOB4gb5DhIVfC9UcfzdMEhuqiTR8n0QqE9TkVUjGCa8v9jkrZhcUoteuAFUNKrJIrDoctBsIRPHnxp3yrklCTR8Dzy6JtDhRo/tb4nmq3l+zhSFXlVeQ7ZCkSQr81PLLRTBchKFSW2OAi0ItDyGUlk0eOFDcUgKGFug/usEhvaSsdWU5IJi2v4YlkqxtyFO+QIYmKhcW5+0PtZZCTFCVKHnTl/k5bz2VcPi+NTVG6/5JweSHHtir//V5az9sxQHbrQamnbCUr+dOmRpC3kQeXXwGGmS0lian7sIDFFW0X7bNt2yqcuiURWuVqqAU2HXIpQtzIXfiv2E7eJy2EaYu4sE9zje6odoX51OWCQpW2wBKrAAfiPQZGTKMVaSSgyADIod26ZYAw4WggPMH7S9MbQ2E5hf8nG6VGxJ0GUSKUWqqKL+1lVs3SPxSnfEDdg1SiDxx6pUVr477qcsQqRr2bIFUbbKvxH9lVymaVjr6damrnphBtCHLNwJ/wCCyzqzWR/GwC/7JckdlKKKVplVsV/Dj8ORtXKPs4lURTIJbES8OfH4uVckGLT/AA8V/m+LCFRFt9nl+zkZMkB/N8PHj9rJKiLT7DL/ADfDiWKncK/pFmXEc1QoYfCy/ZyZCVrceXxYQq4gfFgtV0bZEpRLryT2ysHdUDco1AfDrl8ChQjqD9Hw5YVdKZFp7dcRShbG7Ny/mwkMleFwklD3H2srkLCtTR7tx64Ylg3G1UNf2cB5pK3vkkLxx/2ORLNDOG3Q9u+WDvQutn6xn7X7OCY6qulQsN/owRKUPxVG98s5oUJuanbplkaSF0UxRvi+INglG1pc0iH9nAIlCylPtdO2FjJEQmjcGyuXeqqyBsiClaR/ZhYrubSJy/bXZx/xtgqihTrxb2OS5s4yXKd/8rAWaJR+Y+W2VEU1yQdzBxNV6Nl8JWhCAvG3+S32h/xtltAquZen8nXACxf/1uTsabD6TlAdqSuUELX8MBSHE1oo698VbKOP2TTBYTa+CN2fpQe+CRFKEZsFplKW1DfawFm1c3JjSg/vG/VhhCy1lQh/4XJyVcWNf1YErC/82GkLKl+Kr3yXJCLjCqP8nKiW1Y5q3thDBS41P2slaeJfQ8OQ+0MHVeFfCvJeXj0yMkIuJe+VSKVcGrZWyUXl+NgorTJiOzBrmW44aVtSvEse3XEpXJNHSpNDkTEqiDcw/VuEXxSmi/CMr4DxWeSqUnKnWpyYTwuRasFbviSvErqiB2Qf8FlZJq1VVX4/lkCdlaZwzHjhpXRt09sJVXrkEqvNePFftftLljFazc/g/aXFUTbxllVf+CyuTHiStW+L4fiX+uTZRRVry4N/w2BVWcMyfF+0rYFSmmy+GWob4/DgtkuX4sVcta4ClF1PD7OVdUIKQ7OD8xl4QoK6/a8MmQq6Wm6/zbjBFMVBSok375YeTJcXAXBSEUreogfKiKKVPZeQyTBTeuSCr1f4ePjkSGa2bj18ftYYqhi3Bw65aBYpUSXrQ/s5VSFCYb1yyKqezx05dMlyKVn+Tkli7FVy8WFP+BwFDlYg/wCTjTBXSZ8rMQrfI4KS3Xj8f/BY+SFtCW5fsYVWp14H6DhLKMlRG9I7dMiRbK0Ts4yrkwS65hK14dMyYS71CitVBjpVW+GuTO+6H//X5UEUAluuY1u1pYXJO3QdMlS8SvbhFPqP0HT3OVyvkGYCPRj/AHj/AGv2RmOR0CVjMSfi/ayQVpQvfCqorCm5+HIEIQ0rc2bvJ+z/AKuWgV7lcicRTv8AtYkoU2c1PhkqSpNk0K9utW5t4bZXMs1d2+DKwN0yQzyUGWgMGozXf78JVUbhy+H9rpkBbNXiX4aD4VyEiwVz8NPi6dsgErhI9MjQZlYrFX3br2yRGzW2FavIdFwEpdVytD+19rHZZLjtSmKugbizPywS7k8SqaFP8rj8WR6oWryG/hhLPhRMRRvj+yTlUr5IkuEwA/DBwodw2xtV/DjxpgtK9VbDwqrekOXNf2l+Jv8AZYWK5vt/Z4sv2W/mwRY8SNtV+H/VwyihKOKq/wDrfD8OFKItftMv+TjJkqu3JF/mwKlRXt+zvhVx8MQrSNxwlKqq75AqrKOS5ApQ8g6r45YGKAGxIbMhVWQ8gh9qHIhKHdatyyYLJcOXHxwIVrZ1NR375CYUtyHi1RiFbfoT/qlcQxU0KM2EqqEc0ZG+yciNjbNBSiq0/l+HLwxX2x5D0j9oZGfekKkichkQVQbqY22+LLxuwctD8WJZRXNgDY1E1TiWCq3iv2f2siwbQsDgKaVUfIEK39lsULT14jvhCVkiNywgqvBYihwUzVYZKHiemQkFMVSVAwqPs5EFghmjoQvjloKH/9DlLpIduJpmOCHaluGBpXApRe7YJSoLVo/0IuSbfAnQZj8RZU2SxPxfZX7OBLX2m4/s5JKpw4/Z+LIWnhU5X+Kg+yv2snEMUP3eT5Bcn5K4v8NMaVRd+2TAQ0m5phKoxFUJQZSebY0/xUXtiGMlB1rUZYChcooOQ6dCuBKrBxp/xHISQi4lXjlUlXDfAlshm2wA0q1UWPlT7WG7QvpsPfdsCVIsXkUfs1rkuQVdITX/AILAFbVOKD33xJ3VbGxLgeHXCRsqoGVTuePhkWaMhAKD/iWUS5odLHxVfFsMShV47LkeSXd+S5OLFVSvLHhVWVWReDfZZuP/ABtkmLvsysjNz+H7X8uKpjZ/5S4yQksqOrcm4/ab7P8ALyyXClXteXP+bkuRkqtxXksfL4siqWsnxty/mbFkpsKnfG1Wqg5YSUrmcr2wAKiLeT4viyuQVqZV64xVKrmVFmIPfpmXAGkNRzx8OBKqT0GJibtW2b/JxZrUPwFeX+rhPNXQS+nKrHp3xlGwhWmWq8v2WyESrUbUT4uo+HjiRuguoF7b42xVKlh8PXIpQ8yU+Psf+JZZE9GSFEjRuj1/yWy2rFKjuQop/myilQ7hScsBWSjSmTQuG+LKKzjT54bWSqj0XjkSGFN8aN+OC1X175GlX1wKsPL+bChehJFP2sBV2/Kj9cHuVv4cWxzyuBsWxADGSHq9d2ao6fTlmzCn/9Hmz8uO9cwA7ddDT01p05b4Jc1bfn/scApKn8eS2Zrk9X6f2flgNMFZvWptkNlQ7cuJr9nlvlgVTelBX7OSCqbUyYVTFK75JCrBwqfH9nIStIRK8fiytsWScsIa1Icua5Lore/I0+z3xVEwV4ZXLmqu3RaZWEtpyrgLJqTn6m2EVTF3xU+H6cUOfnQ/RT/VxFJbip+zgkrUvLmf9XDHkmLb86N/rbYikLYv75vHjhlyUKsvp8RXrkBbNHJ9hOPTjmOebFdP1FcYpb7YFcvXLIsURFy5Ly+1/wA3ZJVWX+4fn9nn8PH7X2cWKjB/ft/Lh9SpvZfably48fiwSQlb+lybhx/a5ZJKpb05YJcKr/h5N/P+zkFS6X+9fl9nliyUDgCtbVwq2ePbrilUg7ZGSZL5OjZEICDb0P26f5NcuF9FXr9V+L7HKn+TkTxKg2/a/ly9kpJ9vbJHkq2TjyHzwhBRz/3aVygc0qcfXJFDm5cv+asQxXp7YClbLx9I8vs8tsMeaUtk40HTMkKrwc+Hx/RlcqtVU8O3XI7qhj9n9WWsHDn+z9nBszbf/KxCrR12wpVzy4rkGtpedMdkr0+z8XXvkShteG+JtWhyrtile344AxcP+GxZxceVfbEM3fvO/THZqf/Z" alt="" /></p>
<p>http://www.wix.com/hci_msrp/empty_space</p>
<p style="text-align: right;"><em>&#8230;. Joost</em></p>
]]></content:encoded>
			<wfw:commentRss>http://www.spaceandculture.org/2011/08/03/thoughts-about-space-and-culture-3/feed/</wfw:commentRss>
		<slash:comments>2</slash:comments>
		</item>
		<item>
		<title>Thoughts about Space and Culture (2)</title>
		<link>http://www.spaceandculture.org/2011/08/02/thoughts-about-space-and-culture-2/</link>
		<comments>http://www.spaceandculture.org/2011/08/02/thoughts-about-space-and-culture-2/#comments</comments>
		<pubDate>Tue, 02 Aug 2011 12:20:04 +0000</pubDate>
		<dc:creator>Joost Van Loon</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.spaceandculture.org/?p=1534</guid>
		<description><![CDATA[
http://www.google.com/
&#8230; And &#8230;
“And”, the word that connects, is the real problem for space and culture. And is what enables both the possibility of spatialization, as the virtual-material creation of a relational presence, as well as the possibility for ‘objectification’, as the creation of flows of repetitions of presence, as that which returns and therefore  [...]]]></description>
			<content:encoded><![CDATA[<p><img 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alt="" /></p>
<p>http://www.google.com/</p>
<p>&#8230; And &#8230;</p>
<p>“And”, the word that connects, is the real problem for space and culture. And is what enables both the possibility of spatialization, as the virtual-material creation of a relational presence, as well as the possibility for ‘objectification’, as the creation of flows of repetitions of presence, as that which returns and therefore  appears to ‘last’ over time.</p>
<p>These are perhaps somewhat strange remarks, for, after more than 15 years of the journal, we should already know what space and culture is about. However things have changed. The world is not the same anymore. Until recently, it was beyond doubt that for us, culture had something to do with ‘everyday life’ as well as ‘meaning’. It was also clear that we engaged with a notion of <a href="http://www.envplan.com/abstract.cgi?id=d070147 " target="_self">’social spatialization’</a> as a common, <a href="http://sac.sagepub.com/content/5/2/88.full.pdf+html" target="_self">everyday pratice</a>.</p>
<p>The special place of the everyday is not in question; however, we want to invite you to think in a more radical empirical way about what everydayness is, and therefore what ‘social spatialization’ could be in relation to what we still call ‘culture’, but perhaps within a radically different analytical ethos. Following <a href="http://de.wikibooks.org/wiki/Soziologische_Klassiker/_Tarde,_Gabriel" target="_self">Gabriel Tarde</a>, we need to acknowledge that the notion of ‘ordinary everydayness’ is constituted by repetitions. Only through repetitions can we become aware of ‘ordinariness’ (as patterns of repetitions). Repetition is of course already inscribed in the very word everyday.</p>
<p>The everyday is, in the first instance, conceptualized as space. The repetition of specific actions, which constitutes ordinariness, is spatially manifest because it is a frequency: it makes “time” visible. This thus means that the temporal inscription of the everyday, as intervals marking the frequency of repetitions, is that which enables the very possibility of thinking space.</p>
<p style="text-align: right;">&#8230;<em>Joost</em></p>
]]></content:encoded>
			<wfw:commentRss>http://www.spaceandculture.org/2011/08/02/thoughts-about-space-and-culture-2/feed/</wfw:commentRss>
		<slash:comments>2</slash:comments>
		</item>
		<item>
		<title>Thoughts about Space and Culture (1)</title>
		<link>http://www.spaceandculture.org/2011/08/01/thoughts-about-space-and-culture-1/</link>
		<comments>http://www.spaceandculture.org/2011/08/01/thoughts-about-space-and-culture-1/#comments</comments>
		<pubDate>Mon, 01 Aug 2011 06:19:38 +0000</pubDate>
		<dc:creator>Joost Van Loon</dc:creator>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[spatialisation]]></category>

		<guid isPermaLink="false">http://www.spaceandculture.org/?p=1533</guid>
		<description><![CDATA[
Berlin Hauptbahnhof as Work in Progress:
Source: http://www.designladen.com/berlin/source/berlin.baustelle.pict3824.html
Introduction
I have been involved in the project called Space and Culture since the mid-1990s. The project had a concept: building up a community of researchers who would be (1) interested in sharing their ideas about how to rethink space through culture and culture through space; (2) daring enough to [...]]]></description>
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" alt="" /></p>
<p>Berlin Hauptbahnhof as Work in Progress:</p>
<p>Source: http://www.designladen.com/berlin/source/berlin.baustelle.pict3824.html</p>
<p>Introduction</p>
<p>I have been involved in the project called Space and Culture since the mid-1990s. The project had a concept: building up a community of researchers who would be (1) interested in sharing their ideas about how to rethink space through culture and culture through space; (2) daring enough to offer ideas in progress rather than finished products to enable agenda setting capacity; and (3) keen to develop theoretical reflections based on empirical work.</p>
<p>This concept was primarily developed by Rob Shields and its first main manifestation has been the journal Space and Culture, which has been running consecutively since 1997. The first four years were an extremely experimental stage. Every cover had art work across the full page and was printed in color. We published a wide range of different kinds of articles, including poems, postcards and photo-essays.   It was taken over by <a href="http://sac.sagepub.com" target="_self">Sage</a> in 2001, which provided a turn towards professionalization of the journal. Its home moved from Ottawa to Edmonton.</p>
<p>In 2004, a second major adventure was unleashed in the shape of this blog, which has turned out to be a perfect venue for launching ideas and sharing among a much wider constituency of thinkers, including those who live and work beyond the confines of the academy. The blog went from strength to strength and became much more than a mere spinoff of the journal.</p>
<p>In 2006 the journal headquarters moved from Canada to the UK when I became editor-in-chief. In 2010, it moved again: from England to Germany, where it has found a new home at the <a href="http://www.ku-eichstaett.de" target="_self">Katholische Universität Eichstätt-Ingolstadt</a>. It was here where we decided to expand the <a href="http://www.spaceandculture.org/about-the-journal/" target="_self">editorial team</a> and to launch the third phase of the journal. Part of that re-launch is also that we aim to increase our presence on the blog.</p>
<p>As one of the editors, I have decided to engage with this blog to initiate a discussion about the journal itself. And to do that, I would like to start with a reflection on its title: Space and Culture. Because I am a mechanistic thinker, I have decided to do it word for word. But because I am not a linear thinker, I want to start in the middle.</p>
<p style="text-align: right;">&#8230; Joost</p>
]]></content:encoded>
			<wfw:commentRss>http://www.spaceandculture.org/2011/08/01/thoughts-about-space-and-culture-1/feed/</wfw:commentRss>
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		</item>
		<item>
		<title>McLuhan 100 Anniversary</title>
		<link>http://www.spaceandculture.org/2011/07/16/mcluhan-100-anniversary/</link>
		<comments>http://www.spaceandculture.org/2011/07/16/mcluhan-100-anniversary/#comments</comments>
		<pubDate>Sat, 16 Jul 2011 17:01:09 +0000</pubDate>
		<dc:creator>Rob Shields</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.spaceandculture.org/?p=1528</guid>
		<description><![CDATA[Happy Birthday Marshall!
Marshall McLuhan was born and spent his childhood in Edmonton in 1911, so we&#8217;re celebrating at the University over the next few months with the Media Ecology Association and a few projects such as Wave.
-Rob
]]></description>
			<content:encoded><![CDATA[<div id="attachment_1530" class="wp-caption aligncenter" style="width: 510px"><img class="size-medium wp-image-1530" title="Benicio&amp;Shields-MEA2011A" src="http://www.spaceandculture.org/wp-content/uploads/2011/07/BenicioShields-MEA2011A-500x375.jpg" alt="Sergio Benicio, UFPernambuco, Recife and Rob Shields, Univ. of Alberta, Edmonton presenting on McLuhan and Virilio at the Media Ecology Association 2011 conference 'Space Place and the McLuhan Legacy'" width="500" height="375" /><p class="wp-caption-text">Sergio Benicio, UFPernambuco, Recife and Rob Shields, Univ. of Alberta, Edmonton presenting on McLuhan and Virilio at the Media Ecology Association 2011 conference &#39;Space Place and the McLuhan Legacy&#39;</p></div>
<p>Happy Birthday Marshall!</p>
<p>Marshall McLuhan was born and spent his <a href="http://www2.canada.com/edmontonjournal/news/story.html?id=ddc1c727-85e2-455e-8f43-34146d7b82dd&amp;p=2" target="_blank">childhood </a>in Edmonton in 1911, so we&#8217;re <a href="http://www.uofaweb.ualberta.ca/mact/McLuhanEdmontonCentenary.cfm" target="_blank">celebrating</a> at the University over the next few months with the Media Ecology Association and a few projects such as <a href="http://www.uofaweb.ualberta.ca/mact/Wave.cfm">Wave</a>.</p>
<p><em>-Rob</em></p>
]]></content:encoded>
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