tag:blogger.com,1999:blog-84881379539402532622024-03-06T00:01:58.584+00:00Learning from each other's strugglesMA in Community Education, Equality and Social Activism at the National University of Ireland MaynoothLaurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comBlogger410125tag:blogger.com,1999:blog-8488137953940253262.post-90110290604693716572021-11-09T09:27:00.003+00:002021-11-09T09:27:29.621+00:00Zapatista tour of Ireland, report<p class="" style="white-space: pre-wrap;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjya7B2DyibRiq7L4aGbh_44D6wWFpMPY03kj7yP3-hhnc5ezF4mmpfmKqzzVrBLKJfuJrMAGhyjKz_tEhLwS9HiRW7VMh8OgXdrUnrK-PA340eZcq9ZhcDwiw8D-V80TcEvm039Dq-Stc/s1024/Burren+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="1024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjya7B2DyibRiq7L4aGbh_44D6wWFpMPY03kj7yP3-hhnc5ezF4mmpfmKqzzVrBLKJfuJrMAGhyjKz_tEhLwS9HiRW7VMh8OgXdrUnrK-PA340eZcq9ZhcDwiw8D-V80TcEvm039Dq-Stc/s320/Burren+2.jpg" width="320" /></a></div>Irish movements and communities in struggle hosted two Zapatista delegations for 15 days in October 2021. <a href="https://threadreaderapp.com/thread/1453792977785131010.html"><span style="text-decoration: underline;"><strong>Here’s a summary</strong></span></a><span style="text-decoration: underline;"><strong>.</strong></span><p></p><p class="" style="white-space: pre-wrap;">The exchange between the Zapatistas and <a href="https://threadreaderapp.com/thread/1451888981268996103.html"><span style="text-decoration: underline;"><strong>movements and communities in Dublin</strong></span></a> “from below and to the left”</p><p class="" style="white-space: pre-wrap;">And <a href="https://threadreaderapp.com/thread/1452294425430925317.html"><span style="text-decoration: underline;"><strong>why they came</strong></span></a>.</p>Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-14639658510684093342021-10-10T15:28:00.003+01:002021-10-10T15:28:17.867+01:00Zapatista tour, free pamphlet<p> The Zapatista tour of Ireland is starting THIS WEEK!</p><p>Schedule and updates on <a href="https://twitter.com/zapsgoheirinn" target="_blank">Twitter</a> and <a href="https://www.facebook.com/F%C3%A1ilte-go-h%C3%89irinn-Zapatistas-2021-101658158954082" target="_blank">Facebook</a> but basically West, South, East, North. It's conversations with movements and communities in struggle "from below and to the left" - so not really public events or awareness-raising. As they've always said, the best thing we can do to support them is to fight our own battles where we are - and that's what the tour is about.</p><p>Donations of any size are VERY welcome - link <a href="https://www.gofundme.com/f/help-us-fund-the-zapatista-tour-of-ireland" target="_blank">here</a>. </p><p>I've written a pamphlet supporting the tour for a series edited by John Holloway and Ines Durasnita, with artwork by the amazing Kate O'Shea - you can download it free <a href="https://www.academia.edu/56210647/Making_other_worlds_possible_why_the_Zapatistas_matter_to_us" target="_blank">here</a>.</p><p>Let's hope this is the start of a "hot autumn" for Irish movements...<br /></p>Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-85300100512538369552021-06-21T14:19:00.006+01:002021-06-26T12:47:41.960+01:00Fáilte roimh na Zapatistas atá ag teacht in Éirinn<div style="text-align: center;"><span style="font-family: georgia;"><span style="font-size: small;"><span style="font-size: medium;">Invitation sent from Irish activists to the Zapatista delegation to <br />the continent previously known as Europe, now </span></span></span><span style="font-family: georgia;"><span style="font-size: small;"><span style="font-size: medium;"><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0"> </span></span></span></span></div><div style="text-align: center;"><span style="font-family: georgia;"><span style="font-size: small;"><span style="font-size: medium;"><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0">SLUMIL K AJXEMK ́OP:</span></span></span></span></div><div style="text-align: left;"><span style="font-family: georgia;"><span style="font-size: small;"><span style="font-size: medium;"><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0"> </span></span></span></span></div><h2 style="text-align: center;"><span style="font-family: georgia;"><span style="font-size: small;"><span style="font-size: medium;"> </span></span></span><img alt="cop_zapatista" src="https://www.globalproject.info/public/resources/images/small/zapatistas_en_europa.jpg" /></h2><!--[if gte mso 9]><xml>
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<p class="MsoNormal" style="margin-bottom: 0cm;"><b><span style="color: black; font-family: "Georgia",serif; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"> </span></b></p><p class="MsoNormal" style="margin-bottom: 0cm;"><b><span style="color: black; font-family: "Georgia",serif; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">From the
Irish Heretics to the Zapatista Delegation on La Montana</span></b><b><span style="font-family: "Georgia",serif; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></b></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" style="color: black; font-size: 11pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"> </span><span style="font-family: "Times New Roman",serif; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" style="color: black; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">From the fields, bogs, ditches,
alleyways, roads, boreens, woodlands, valleys, beaches, rocks, stones and city
streets of Ireland we would like to welcome you our Zapatista sisters, brothers
and others to our little island on the edge of Europe, this continent you are
now ready to land upon.</span><span style="font-family: "Times New Roman",serif; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" style="color: black; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">We welcome you as we welcome people
from all places from across the world in all their diversity who come to our
shores.</span><span style="font-family: "Times New Roman",serif; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span><span style="font-family: "Times New Roman",serif; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"> </span></p><p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" style="color: black; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">We are an island and a place apart,
with our own language, culture, music and history. We are part of Europe but
our story and the story of Europe are not the same story, and our memory of
empire and Europe’s memory of empire are different memories.</span><span style="font-family: "Times New Roman",serif; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" style="color: black; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">We know that Europe is a place of the
colonisers because our island too was a colony of one of the European empires,
and the struggle for autonomy and independence left a deep scar in the form of
an invisible line that they call a border, and so made our single island into
two territories*, and again showed that empires are masters of division and
separation.</span><span style="font-family: "Times New Roman",serif; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" style="color: black; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">That struggle for freedom was the
product of many years of people working together, fighting to take back the
land, resisting and rebelling against an occupation of place and of mind. For
many on our island that struggle continues.</span><span style="font-family: "Times New Roman",serif; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" style="color: black; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">We know too now though that Ireland is
in the grip of another empire, that we now live in a place where the forces of
neoliberal globalisation find a comfortable home, and that much of our work now
is to decolonize the minds of our people from the politics of heteronormative
capitalism and liberate Ireland from this new empire without borders which
dominates all aspects of our lives.</span><span style="font-family: "Times New Roman",serif; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" style="color: black; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">We are people from below and to the
left, doing what we can in our own ways, in our cities, towns, and fields to
build alternatives while we resist the omnipresent and seemingly omnipotent
forces of capitalism which in our society have become so normalised that to
attack them seems like heresy.</span><span style="font-family: "Times New Roman",serif; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" style="color: black; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">So we are the heretics of Ireland,
calling our sisters, brothers and others Zapatistas. Come and see us as we
would love to talk and exchange with you all, to see how our struggles can
nurture one another as we nurture the land around us, and how we can plant
seeds today so the rebels of the future can have a bountiful harvest.</span><span style="font-family: "Times New Roman",serif; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p><span face=""Arial",sans-serif" style="color: black; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"> </span><span style="font-family: "Times New Roman",serif; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span>
<p class="MsoNormal" style="margin-bottom: 0cm;"><i><span face=""Arial",sans-serif" style="color: black; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">* For the purposes of sailing and
seafaring we are still just one island, in case you want to come to visit us by
boat.</span></i><i><span style="font-family: "Times New Roman",serif; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></i></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" lang="FR" style="color: black; font-size: 11pt; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"> </span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><b><span lang="FR" style="color: black; font-family: "Georgia",serif; font-size: 14pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">De lxs herejes irlandeses a la delegación Zapatista de La Montaña</span></b><b><span lang="FR" style="font-family: "Georgia",serif; font-size: 14pt; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></b></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" lang="FR" style="color: black; font-size: 11pt; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"> </span><span lang="FR" style="font-family: "Times New Roman",serif; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" lang="FR" style="color: black; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">Desde los campos,
pantanos, barrancos, callejones, caminos, senderos, bosques, valles, playas,
rocas, piedras y calles de las ciudades de Irlanda queremos darles la
bienvenida a nuestroas hermanas, hermanos y otroas Zapatistas a nuestra pequeña
isla en la orilla de Europa, este continente en el que están listoas para
aterrizar.</span><span lang="FR" style="font-family: "Times New Roman",serif; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" lang="FR" style="color: black; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">Les damos la
bienvenida, como damos la bienvenida a las personas de todos los lugares del
mundo, en toda su diversidad, que llegan a nuestras costas.</span><span lang="FR" style="font-family: "Times New Roman",serif; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" lang="FR" style="color: black; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">Somos una isla y
un lugar aparte, con nuestra propia idioma, cultura, música e historia.
Formamos parte de Europa, pero nuestra historia y la de Europa no son la misma,
y nuestra memoria del imperio y la de Europa son memorias diferentes.</span><span lang="FR" style="font-family: "Times New Roman",serif; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" lang="FR" style="color: black; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">Sabemos que Europa
es un lugar de colonizadores porque también nuestra isla fue colonia de uno de
los imperios europeos. La lucha por la autonomía y la independencia dejó una
profunda cicatriz en forma de una línea invisible, que llaman frontera. Y así
se convirtió nuestra única isla en dos territorios*, y demostró de nuevo que
los imperios son maestros de la división y la separación.</span><span lang="FR" style="font-family: "Times New Roman",serif; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" lang="FR" style="color: black; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">Aquella lucha por
la libertad fue el producto de muchos años de trabajo conjunto de la gente,
luchando por recuperar la tierra, resistiendo y rebelándose contra una
ocupación del territorio y de la mente. Para muchxs en nuestra isla esa lucha
continúa.</span><span lang="FR" style="font-family: "Times New Roman",serif; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" lang="FR" style="color: black; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">Sin embargo, ahora
también sabemos que Irlanda se encuentra entre las garras de otro imperio: que
ahora vivimos en un lugar donde las fuerzas de la globalización neoliberal
encuentran un hogar cómodo. Sabemos que gran parte de nuestro trabajo ahora se
encuentra en descolonizar las mentes de nuestrx pueblx de las políticas del
capitalismo heteronormado y liberar a Irlanda de este nuevo imperio sin
fronteras que domina todos los aspectos de nuestras vidas.</span><span lang="FR" style="font-family: "Times New Roman",serif; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" lang="FR" style="color: black; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">Somos gente de
abajo y de la izquierda, haciendo lo que podemos a nuestra manera, en nuestras
ciudades, pueblos y campos para construir alternativas mientras resistimos a
las omnipresentes y, aparentemente, omnipotentes fuerzas del capitalismo que en
nuestra sociedad se han normalizado tanto que atacarlas parece una herejía.</span><span lang="FR" style="font-family: "Times New Roman",serif; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span face=""Arial",sans-serif" lang="FR" style="color: black; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">Así que somos lxs
herejes de Irlanda, llamando a nuestras hermanas, hermanos y otroas Zapatistas.
Ven a vernos porque nos encantaría hablar e intercambiar con todoas Ustedes,
para ver cómo nuestras luchas pueden nutrirse mutuamente como nutrimos la
tierra que nos rodea, y cómo podemos plantar semillas hoy para que haya una
cosecha abundante para lxs rebeldes del presente y futuro.</span><span lang="FR" style="font-family: "Times New Roman",serif; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><i><span face=""Arial",sans-serif" lang="FR" style="color: black; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">* Por los efectos
de navegación y marinería seguimos siendo una sola isla, por si quieren venir a
visitarnos en barco.</span></i><span lang="FR" style="font-family: "Times New Roman",serif; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"></span></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman",serif; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;"> </span></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Georgia",serif; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">People interested in helping out with the Zapatista visit to
Ireland: </span></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Georgia",serif; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-IE;">Please contact <b>zapsgoheirinn AT riseup.net</b></span></p>
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<![endif]--></p>Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-67265840240699827792020-12-15T23:11:00.001+00:002020-12-15T23:11:29.020+00:00In praise of ungovernability (remix)<p> </p><p>How do we make sense of different kinds of Irish government today? There is a "crisis" in Irish politics that fundamentally consists of a long-term shift to the left, driven by large-scale mobilisation in the water charges struggle, the marriage equality and abortion rights referenda, and other anti-austerity struggles. It has become (tiny violins) difficult to put powerful right-wing governments together - as elsewhere on the European periphery, there are no longer social majorities for the politics of austerity and neoliberalism. But the twilight of liberalism is lasting a long time. <br /></p><p>I published this in the late, lamented Irish Left Review back in 2016 just before the general election. You can still find the original <a href="https://web.archive.org/web/20160315232339/http://www.irishleftreview.org/2016/02/12/praise-ungovernability/" target="_blank">here</a> but it is becoming harder to do, so I thought it worth rescuing - not quite for posterity but just for myself.</p><p>Back then the question was whether a stable majority could be reached post-election. Now, in December 2020, we have what this piece called "a complex coalition", in which two days of (fairly intense) pressure (12 - 14 Dec) forced the Green Party to get the ratification of the EU's free trade agreement with Canada (CETA) taken off the order of business. That does not of course mean that it has gone away - but it does illustrate the basic point that in neoliberal contexts, a "weak government" is often a good thing for social movements. <br /></p><p>--</p><p>With the general election now upon us, Fine Gael and Labour can be
expected to highlight the need for a “strong government”, while attacks
on the left parties have suggested that they are uninterested in
governing and only interested in being “wreckers”. This can be a
difficult argument on the doorsteps, against a long history of assuming
that only parties in power can “deliver” (usually particular benefits
for local groups). I want to suggest that ungovernability would not be
such a bad thing, and that a “weak government” is in the interests of
most people in the country.
</p><p>What “strength” has meant over the past five years has been strength
at imposing decisions made elsewhere – by the Troika collectively, by
the EU or ECB individually, by “the markets” or in some sweetheart deal
with multinationals – on a population which has been increasingly
recalcitrant. Not strength in representing our interests, but strength
in riding roughshod <i>over</i> our interests and our resistance. A
strong government is not our friend if it is on the right (and there is
no real chance of anything else in the next Dáil).</p>
<p>Conversely, on all recent opinion polls a weak right-wing government
is almost certainly the least bad outcome we can hope for, whether that
be a coalition of FG, Lab, SDs and independents or – on different
numbers and backroom deals – FG in some sort of arrangement with FF
(minority government? government of national unity?) The reason for this
is that a weak government is one which is less cohesive, and less
effective at imposing other people’s interests in the face of our
resistance.</p>
<p>I don’t want to overstate the case for this – even a weak government
will pull together and ignore all possible popular resistance to, for
example, the US military use of Shannon or Shell’s presence in Erris,
and will continue to stand over whatever violence is required. However,
not every issue will be so easy to handle. Water charges stand at the
head of the list of a series of impositions by recent “strong
governments” which may prove far more politically problematic for a
“weak government”.</p>
<p>At its simplest, a “weak government” is one which will have to pay
far more attention to social movements and popular pressure; it will
have fewer rewards to offer for loyalty and will have less scope to
threaten internal “dissidents” within what is likely to be a fairly thin
majority. Indeed, the strategy of “ram the changes through and people
will have forgotten in five years’ time” becomes less likely if the
government’s lifetime may be considerably shorter.</p>
<p>Readers will make their own assessments as to which particular
assaults on the population will prove harder to push through in the case
of a complex coalition, minority government or narrow majority, but it
will almost certainly involve some elements of austerity, and probably
some issues of civil liberties (with which recent governments have
played fast and loose). As with marriage equality, so too with repealing
the 8<sup>th</sup> amendment we may even see politicians racing to put
themselves at the head of the parade in the hope of convincing voters
that they, and not popular pressure for change, should be praised for
taking action.</p>
<p>In a very general sense, then, social movements, community groups and
trade unions have everything to gain from a “weak government” which
will have to struggle for support to stay in power, and some of whose
members or supporters may seek instead to find popular allies rather
than undergo further meltdown while in power. Meltdown will not be a
problem for Fine Gael, whose core voters genuinely seem to like what
they are getting: but it would be a problem for Labour, the Greens, the
Social Democrats or for that matter Fianna Fáil if they find themselves
acting as junior partners in yet another austerity government where the
“recovery” will be felt far less on the ground than rhetoric suggests –
and where votes may continue to hemorrhage towards Sinn Féin, the left
parties and left independents.</p>
<p>This broadly positions Ireland in a similar situation to Greece,
Spain and Portugal, where popular majorities and consent for austerity
politics have been hard to find for several years now. The European
periphery is only governable at the cost of not looking under the hood
at the degree of legitimacy of governments and policies: time after time
we have seen parties elected on one mandate take a different tack once
in power, referenda re-run when people have not voted the right way and
in the case of Greece just how little real choice citizens are allowed.
The case of Greece (and Portugal’s recent semi-coup by the outgoing
president) also shows, of course, that peripheral states cannot by
themselves overturn this state of affairs. If we want an end to
austerity in Europe, our peripheral ungovernability will have to find
strong allies within the core European states, whether parties or
movements. But Ireland is now joining the rest of the periphery in
refusing a social majority for austerity, and that is a step in the
right direction.</p>
<p>So I want to suggest that we should be happy to be (relatively)
ungovernable for now, and that we should actively make the argument that
in the absence of a possible government opposed to austerity and
neoliberalism, our best option is a weak (and if possible fragile)
pro-austerity government faced with determined anti-austerity parties.
It is in this situation where strong popular movements will best be able
to win victories and force concessions, and start to shift the
initiative towards our side, and away from the IFIs, the EU and our own
homegrown rich.</p>Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-44309712775466892772020-10-27T13:33:00.002+00:002020-10-27T13:33:39.906+00:00A wee Dublin utopia...<p>A propos of nothing very much other than the need to push back against the sea of grim and stupid that sometimes threatens to overwhelm us...</p><p>Six months back, people thinking about a radical future for Ireland asked participants to come up with visions of what their local community could be in a better world. I was just digging through old emails and thought this might be worth a share. It's not great utopian writing - there was, em, rather a lot going on in April 2020!<br /></p><p>
</p><p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Fundamentally
I wound up agreeing with Marx's critique of the “cookbooks of the future” – or
rather feeling that there isn't <b><i>that </i></b>much interesting you can say about how free people
might choose to organise themselves except for “differently”, and hopefully
“reasonably well and creatively”. </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">And
having spent many years in alternative projects of one form or another, there
isn’t quite the same leap of joy at the thought of more self-organised activity
any more – it is just life, minus the <i><b>unnecessarily</b> </i>stupid, selfish, aggressive and
badly-managed bits. But then there are quite a lot of those to lose, and they do make a difference... <br /></p><p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Anyway, here you go. Comments (and livelier utopias) very welcome!<br /></p><p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Laurence</p><p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">--<b> <br /></b></p><p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
</p><p class="MsoNormal"><b><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%;">What Dublin could be like in a better future, some time from now: <br /></span></b></p><p class="MsoNormal"><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%;">We don’t live our lives under the shadow of an enormous canopy
of financial trading, IFIs, MNCs, shareholders, banks, CEOs, managers and all
the rest of it… People own and run their workplaces together. It’s a big learning
curve for a lot of people brought up in more top-down societies, but the
“democratic natives” have been doing it since childhood, and have learned the
skills to get on with each other’s very different ways of being and talking,
skills, comfort zones etc. </span></p>
<p class="MsoNormal"><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%;">In Dublin, owners, landlords and managers are now looked on
with something of the same suspicion that beggars, addicts and the unemployed
used to be met with. People take pride in workplaces that are genuinely
“theirs” – and in finding ways of including both those who were previously excluded
and those who are learning how to work with others as equals for the first
time.</span></p>
<p class="MsoNormal"><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%;">Part of what’s made this possible is a huge shift away from
“bullshit jobs” and pointless industries. Averting climate breakdown meant
directly confronting a series of powerful industries – fossil fuel, airlines,
meat production in particular – and the broader drive to growth for its own
sake. Farming, craft, art, education, science, health, travel and so on still
happen but in radically different ways. Advertising, banking, accountancy,
fossil fuels, much of construction and most of the car industry, and a million
other activities … don’t. </span></p>
<p class="MsoNormal"><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%;">Transport has become much more collective, and has slowed down
again. A lot more energy goes into design and engineering, working out ways of
doing things that aren’t massively destructive, and mining the debris of
previous generations’ junk. Agribusiness has collapsed, while fishing and meat
production have shrunk massively. A lot more food is produced locally, and much
less processed food is eaten. Slowly, natural processes are taking back land
that was once given over to monocultures or industrial uses; many communities
have taken on turning brownfield sites into spaces for ecological rebirth. </span></p>
<p class="MsoNormal"><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%;">Many people move through several different focusses in the
course of their life – as some people always did: often something showy and
high-energy as young people, something more geared towards immediate production
and the everyday if they become parents, and something more reflective or
creative in later life. There are still practical benefits, as well as other
people’s respect, to be had from doing things well, but most people find their
retirement from full-time activity is a lot less habit-bound and constrained.</span></p>
<p class="MsoNormal"><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%;">States have mostly withered away, once sharp class divides no
longer need to be policed. Most people spend a chunk of their time in meetings,
helping to organise the bit of the world they’re most interested in – a
neighbourhood, the postal system, their workplace, the Internet, their local
port, nearby mountains – but people are firmly discouraged from spending too
much time in administration. To the surprise only of a few, this way of running things is at least as
effective as the old managerialism driven by people’s career aspirations and desire to
say the right things to those above them. </span></p>
<p class="MsoNormal"><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%;">A few people have decided to retreat into religious
communities where everyone agrees to operate by the rules of a church, or play
at being capitalists, or dress up as Proper States. So long as they don’t try
and impose this on other people – and people are free to leave – others
normally let them at it. If they go too far down the route of punishing
unbelievers, running armies or letting people starve, neighbouring communities
usually step in to disrupt the game.</span></p>
<p class="MsoNormal"><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%;">Borders, passports and citizenship are now historical
memories, as vague as the Iron Curtain for most people today, and in a world
that is no longer structured by artificial scarcity race and ethnicity no
longer provide the same grounds for attempts to exclude others from workplaces
or social support. Learning how to live with difference has been a real
challenge, and is seen as part of what makes a competent, mature adult. While
much of the world has always been multilingual, people in countries like
Ireland are learning how to add a bit of a few extra languages for different
purposes, and not making too much of a big deal of it. There are still
challenges of many kinds, but people no longer nod their heads along with
anti-traveller or anti-immigrant racism.</span></p>
<p class="MsoNormal"><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%;">Societies and communities look after people in a range of
ways, without too much blame. Many people struggle through no fault of their
own – traumatic experiences, disabilities, a workplace that collapsed – while
others are dealing with things like alcoholism, the desire to tell other people what to do,
or toxic masculinity. There isn’t as sharp a divide between social workers and
family / neighbourhood care: the people who are helping an individual or a
family talk to each other about what they’re finding works and doesn’t work.</span></p>
<p class="MsoNormal"><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%;">Education is no longer about getting a Good Job, showing off
how bright you are or telling people what they’re supposed to think. “Banking
education”, in which teachers’ job is to deliver a curriculum to empty minds,
has faded and teachers, parents and students together agree how to run a
particular school. Educational debate has broadened from compulsory Irish and
religious control of schools being the only issue - to a point where ordinary
citizens happily chat about the differences between Waldorf and Sudbury schools,
Freirean and critical strategies for education. </span></p>
<p class="MsoNormal"><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%;">Exams have gone (except as elaborate versions of online quizzes for fun), and people are encouraged to take their own
routes through education. There’s a lot more variety, now that technical
education isn’t looked down on and nobody does subjects just because they have
to: active outdoors education, craft and farming, play and politics all come to
life. And most people are able to think and learn much more effectively,
because most study has to start later in life.</span></p>
<p class="MsoNormal"><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%;">Parenting and childcare have become much higher-status
activities. There is a lot less rhetoric about loving children - and a lot more
practical love for actual children. The big economic changes along with the
greater focus on human needs rather than more abstract notions of money-making
and formal power have helped feminists and LGBTQIA+ people shift gender
relations and how people handle sexuality to much more adult forms. Sexual
violence is now condemned in private as well as in public, and boys and men who
are found to have engaged in it are looked down on by other men. </span></p>
<p class="MsoNormal"><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%;">But the most important part of all this flowering is that it
is about freeing up human beings. Capitalism and states, patriarchy and racism,
ecological destruction and robotic institutions, constrain and deform human
behaviour. Break these up – and the constellations of interests and ideologies
that support them – and all you’re really doing is free human beings up to be
creative in how they go about meeting their needs together. So how people do
things in Dublin isn’t a particularly fixed way of doing things, and not the
only one on the planet or even the island. Free societies geared around
learning and creativity keep on changing, and different places decide to handle
things in different ways – while being very interested in some of each other’s
more dramatic experiments. </span></p><p class="MsoNormal"><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%;">... of course, the gap between here and there is precisely social movements and popular struggle, the "independent historical action" of large numbers of human beings that is needed to break up all those things that get in the way of living together well. And that is a much bigger challenge altogether. Still, we can dream. <br /></span></p>
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<![endif]--></p>Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-63222594709588873232019-10-21T15:48:00.000+01:002019-10-21T15:48:03.656+01:00Whose knowledge counts? Exploring research collaboration with social movements <!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="color: black; font-family: "Trebuchet MS",sans-serif; font-size: 14.0pt; mso-bidi-font-family: Times;"></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="color: black; font-family: "Trebuchet MS",sans-serif; font-size: 14.0pt; mso-bidi-font-family: Times;"></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="color: black; font-family: "Trebuchet MS",sans-serif; font-size: 14.0pt; mso-bidi-font-family: Times;">Open seminar</span></b>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="color: black; font-family: "Trebuchet MS",sans-serif; font-size: 14.0pt; mso-bidi-font-family: Times;">Maynooth, Tuesday November 19<sup>th</sup>
with Dr Alberto Arribas Lozano</span></b></div>
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<br /></div>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
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</span></b><span style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="color: black; font-family: "Trebuchet MS",sans-serif; font-size: 14.0pt; mso-bidi-font-family: Times;"></span></span></div>
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<span lang="EN-GB" style="color: black; font-family: "Georgia",serif; font-size: 11.0pt; mso-bidi-font-family: Times;">Drawing on ethnographic
research undertaken with social movement networks in Spain, South Africa, and
Peru, this seminar will explore the possibilities, tensions and limits of
research collaboration. </span></div>
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<span lang="EN-GB" style="color: black; font-family: "Georgia",serif; font-size: 11.0pt; mso-bidi-font-family: Times;">Social movements often operate
as reflexive communities that conduct research, broadly conceived, as a key
dimension of their political praxis. As scholars, what does it imply to do
research with non-academic actors/subjects who are expert knowledge producers
themselves? </span></div>
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<span lang="EN-GB" style="color: black; font-family: "Georgia",serif; font-size: 11.0pt; mso-bidi-font-family: Times;">Can our projects be designed/transformed
into a collaborative encounter, a dialogue of reflexivities for the
co-production of knowledge? Can research be articulated around </span><span lang="EN-GB" style="color: black; font-family: "Georgia",serif; font-size: 11.0pt; mso-bidi-font-family: "Times New Roman";">the questions posed by </span><span lang="EN-GB" style="color: black; font-family: "Georgia",serif; font-size: 11.0pt; mso-bidi-font-family: Times;">movement organizations</span><span lang="EN-GB" style="color: black; font-family: "Georgia",serif; font-size: 11.0pt; mso-bidi-font-family: "Times New Roman";"> instead of (solely) around disciplinary interests?</span><span lang="EN-GB" style="color: black; font-family: "Georgia",serif; font-size: 11.0pt; mso-bidi-font-family: Times;"> </span></div>
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<span lang="EN-GB" style="color: black; font-family: "Georgia",serif; font-size: 11.0pt; mso-bidi-font-family: Times;">What ethical, epistemic
and methodological challenges and innovations arise in this engagement? </span></div>
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<span lang="EN-GB" style="color: black; font-family: "Georgia",serif; font-size: 11.0pt; mso-bidi-font-family: Times;">Collaborative
frameworks, the shift from studying<i> </i>social movements to working and
thinking together <span style="mso-bidi-font-style: italic;">with<i> </i></span>activists
as co-researchers, centrally address the politics of knowledge production,
raising critical questions about what the purpose of research is, who is it
relevant for, how it is conducted, what knowledges we take seriously – whose
knowledge counts – and who we write for and how. </span></div>
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<span lang="EN-GB" style="color: black; font-family: "Georgia",serif; font-size: 11.0pt; mso-bidi-font-family: Courier;">Dr Alberto Arribas
Lozano is working in Peru with PRATEC, a</span><span lang="EN-GB" style="font-family: "Georgia",serif; font-size: 11.0pt;"> grassroots organization
devoted to Andean-Amazonian cultural affirmation and decolonial community-based
research. </span><span lang="EN-GB" style="color: black; font-family: "Georgia",serif; font-size: 11.0pt; mso-bidi-font-family: Courier;">He has previously done collaborative
research with social rights activists in Spain, and worked on the interface
between research and social justice in South Africa.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="color: black; font-family: "Georgia",serif; font-size: 11.0pt; mso-bidi-font-family: Times;">Auxilia building seminar room, Maynooth University (north campus) </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="color: black; font-family: "Georgia",serif; font-size: 11.0pt; mso-bidi-font-family: Times;">Tuesday November 19th, 6 – 7.30 pm</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="color: black; font-family: "Georgia",serif; font-size: 11.0pt; mso-bidi-font-family: Times;">Admission free, all welcome.</span></b></div>
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<br /></div>
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</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="color: black; font-family: "Georgia",serif; font-size: 11.0pt; mso-bidi-font-family: Times;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><i><span style="font-weight: normal;"><span lang="EN-GB" style="font-family: "Georgia",serif; font-size: 11.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Dr Alberto
Arribas Lozano</span></span></i></b></div>
<b style="mso-bidi-font-weight: normal;"><i><span style="font-weight: normal;">
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Skłodowska-Curie Actions - Irish Research Council CAROLINE Postdoctoral Fellow</span></span></i></div>
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of Sociology, Maynooth University</span></span></i><span lang="EN-GB" style="font-family: "Georgia",serif; font-size: 11.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">Just a quick pointer to <a href="https://whysocialmovementsmatter.com/news/2019/10/3/dear-xr-why-not-be-more-honest-with-your-participants" target="_blank">this post</a> over on <a href="http://whysocialmovementsmatter.com/">whysocialmovementsmatter.com</a></span> ...Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-70111410000096096782019-10-02T21:13:00.001+01:002019-10-02T21:13:28.712+01:00Announcing the new Social Movements/Activist Research book series<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
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<br />
<h1>
<span style="font-family: "Berlin Sans FB",sans-serif; font-size: 18.0pt; line-height: 107%; mso-bidi-font-size: 16.0pt;">Call for proposals</span></h1>
<div class="MsoNormal">
<span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">From resisting the new
authoritarianisms to the struggle for climate justice, and from community-based
activism to global social change, social movements are playing a dramatic role
in the 21<sup>st</sup> century. With this has come a renewed dialogue between movement
practitioners and researchers, where engaged scholars meet activist knowledge
and theorising. This series aims to enable activists to “learn from each
other’s struggles” and to enable radical scholarship grounded in movements’ own
learning and discussions.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">How do movements win and why do
they lose? What enables them to move beyond their current shape, and when do
they fall back? How do their ideas, structures and practices affect their
outcomes? How can they best handle encounters with the state, police, corporate
wealth, media and cultural privilege? What is at stake in the internal politics
of movements and what can be learnt from past mistakes? What would it take for
movements to bring about another world?</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">The Social Movements/Activist
Research series brings together activist scholarship of many different kinds
from around the world, covering a wide range of different disciplines, movement
issues and intellectual traditions, reflected in the editorial advisory board.
Books in the series speak equally to university researchers and students and to
movement practitioners and a wider public. They combine the highest standards
of scholarship with a deep commitment to activist and public relevance.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">The series is published by Pluto
Press (</span><a href="https://www.plutobooks.com/about/"><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">https://www.plutobooks.com/about/</span></a><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">), an independent radical publisher based in the UK and with a
long track record of publishing high-quality intellectual contributions for
radical politics. Since 2018 Pluto is a social enterprise, majority-owned by a
dedicated trust and with staff holding a quarter of the voting rights. Their
books have always been distributed in activist as well as academic contexts and
come out in paperback and ebook at the same time as hardback. Pluto are
currently investing in expanding distribution in North America.</span></div>
<div class="MsoNormal">
<br /></div>
<h2>
<span style="font-family: "Berlin Sans FB",sans-serif; font-size: 18.0pt; line-height: 107%; mso-bidi-font-size: 13.0pt;">Criteria</span></h2>
<div class="MsoNormal">
<span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">We are happy to work with new
authors and those new to this kind of writing. The editing process is set up to
be as supportive as possible and to bring your arguments and research out as
strongly as possible. We are looking for proposals for books which:</span></div>
<div class="MsoNormal">
<br /></div>
<br />
<ul>
<li><span style="font-family: Symbol; font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">Represent high-quality
thinking on social movements</span></li>
<li><span style="font-family: Symbol; font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">Are useful reading for
well-informed activists</span></li>
<li><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">Explicitly identify the
practical implications of their research or argument</span></li>
<li><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">Are written so they can be
read not only by specialists but also by social movement participants, by
students and academics in other fields, and a general educated audience</span></li>
<li><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">Clearly explain the
context (issue, national politics, movement history etc.) so that unfamiliar
readers will be able to learn from the book</span></li>
<li><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">Are consciously speaking
to a wider audience. We are particularly interested in authors who are willing
to make an argument for the book in activist, academic or public contexts.</span></li>
</ul>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">Most books in the series will be
70,000 – 100,000 word “monographs” (ie a single argument running throughout).
We will consider occasional edited collections. We also hope to publish some
shorter books (around 50,000 words) written for a wide audience (activists,
students, general public) and in more of an overview or essay style. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">Please consider including some
visuals that will help readers get a different sense of the subject of the
book, as well as online material (eg websites, good social media accounts to
follow, etc.) for people who want to go deeper.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">For expressions of interest, please
email both series editors: Laurence Cox </span><a href="mailto:laurence.cox@mu.ie"><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">laurence.cox@mu.ie</span></a><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"> and Alf Gunvald Nilsen </span><a href="mailto:alfgunvald@gmail.com"><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">alfgunvald@gmail.com</span></a><span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"> with your idea and we can work together on developing a book
proposal. </span></div>
<div class="MsoNormal">
<br /></div>
<h2>
<span style="font-family: "Berlin Sans FB",sans-serif; font-size: 18.0pt; line-height: 107%; mso-bidi-font-size: 13.0pt;">Series description</span></h2>
<div class="MsoNormal">
<span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">The Social Movements/Activist
Research series is dedicated to engaged research on social movements, including
research on street activism and online conflict, feminist and GLBTQ+ movements,
ecological alternatives and radical culture, labour activism and community
organising, anti-racist and indigenous politics, radical political parties and
“identity politics” among others. Such forms of organising, with varying levels
of institutionalisation but all involving collective participation in conflict
that goes beyond the routine, are a widespread feature of the social world and
raise a wide range of intellectual and ethical questions. Some of these are of
very widespread public interest: how can politics, economics and culture be changed
so as to effectively tackle climate change, poverty, gender inequality or
racism in the face of entrenched interests and institutional inertia?</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">Dialogue between researchers and
practitioners is an established feature of many academic fields, from nursing
to architecture and from social work to design. However, while research in
social movement studies naturally developed from this form of dialogue – and
more specifically from student activists who became researchers in the field –
the period from the later 1970s to the early 2000s saw it becoming increasingly
distant from practice as this generation aged. There are field-specific reasons
for this which were not shared in other disciplines, so that engaged research
of many kinds is widespread in the academy (from feminism to Black Studies and
from history to anthropology), often referencing social movements but rarely
studying them directly. Conversely, “social movement studies” refused to pay
attention to these other forms of theory and research, which it saw as largely
irrelevant to its own self-understanding as a subfield. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">For the past decade and a half
this situation has increasingly been criticised from within social movement
studies, using phrases such as movement-relevant research, activist scholarship,
practitioner research, engaged research etc. while various forms of
collaborative research methodologies such as feminist research, participatory
action research, co-research etc. have become widespread. This approach to
social movement studies is increasingly influential not only across different
academic disciplines and networks, but also among funding bodies both pure and
applied and in different countries. Such research does not set out to celebrate
(or condemn) the movements it works with, but rather to treat their
practitioners seriously in terms of their own practical / tacit knowledge as
well as in relation to what are often substantial movement-linked education and
training programmes, internal research and theoretical or strategic writing. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">The books in this series will
speak both to academic researchers and to practitioners working in these
contexts – who are, increasingly, often the same individuals at different
stages in their careers, as movement practitioners enter the academy and as those
with graduate degrees in social movements return to activism. They will engage
with the explanatory and analytical questions that are the meat and drink of
any serious intellectual work; at the same time they will consistently ask what
the practical implications of these discussions are, and will engage in
dialogue with the debates that matter to practitioners. Without in any way
dumbing down, they will be written for the multiple audiences (different
academic disciplines, different movement traditions of knowledge, different
countries etc.) this implies.</span></div>
<div class="MsoNormal">
<br /></div>
<h2>
<span style="font-family: "Berlin Sans FB",sans-serif; font-size: 18.0pt; line-height: 107%; mso-bidi-font-size: 13.0pt;">Series editors</span></h2>
<div class="MsoNormal" style="margin-left: 1.0cm; text-indent: -1.0cm;">
<span style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">Laurence Cox (Associate
Professor in Sociology, National University of Ireland Maynooth. Has published <i style="mso-bidi-font-style: normal;">Why Social Movements Matter: an Introduction</i>,
Rowman and Littlefield 2018 etc.) </span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; text-indent: -1.0cm;">
<span style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">Alf Gunvald Nilsen (Professor
of Sociology, University of Pretoria, South Africa. Has published <i style="mso-bidi-font-style: normal;">Adivasis and the State: Subalternity and
Citizenship in India’s Bhil Heartland</i>, Cambridge University Press 2018 etc.)
</span></div>
<div class="MsoNormal">
<br /></div>
<h2>
<span style="font-family: "Berlin Sans FB",sans-serif; font-size: 18.0pt; line-height: 107%; mso-bidi-font-size: 13.0pt;">Editorial Advisory Board</span></h2>
<div class="MsoNormal" style="margin-left: 14.2pt; text-indent: -14.2pt;">
<span style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">John Chalcraft (Professor of
Middle East History and Politics, London School of Economics. Has published <i style="mso-bidi-font-style: normal;">Popular Politics in the Making of the Modern
Middle East</i>, Cambridge 2016 etc.)</span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-indent: -14.2pt;">
<span style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">Ana Dinerstein (Associate
Professor of Sociology, University of Bath. Has published <i style="mso-bidi-font-style: normal;">The Politics of Autonomy in Latin America: the Art of Organizing Hope</i>,
Palgrave 2014 etc.)</span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-indent: -14.2pt;">
<span style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">Christina Heatherton
(Assistant Professor of American Studies, Barnard College. Has published <i style="mso-bidi-font-style: normal;">Policing the Planet: Why the Policing Crisis
Led to Black Lives Matter</i>, Verso 2016 etc. ) </span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-indent: -14.2pt;">
<span style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">Dolly Kikon (Senior Lecturer,
School of Social and Political Sciences, University of Melbourne. Has published
<i style="mso-bidi-font-style: normal;">Living with Oil and Coal: Resource
Politics and Militarization in Northeast India</i>, University of Washington
Press 2019 etc.)</span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-indent: -14.2pt;">
<span style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">John Krinsky (Professor of
Political Science, CUNY Graduate Center. Has published <i style="mso-bidi-font-style: normal;">Who Cleans the Park? Public Work and Urban Governance in New York City</i>,
Chicago 2017 etc.)</span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-indent: -14.2pt;">
<span style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">David Landy (Assistant
Professor of Sociology, Trinity College Dublin. Has published <i style="mso-bidi-font-style: normal;">Jewish Identity and Palestinian Rights:
Diaspora Jewish Opposition to Israel</i>, Zed 2011.)</span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-indent: -14.2pt;">
<span style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">Ching Kwan Lee (Professor of
Sociology, UCLA. Has published <i style="mso-bidi-font-style: normal;">The
Specter of Global China: Politics, Labor, and Foreign Investment in Africa</i>,
Chicago 2018 etc.)</span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-indent: -14.2pt;">
<span style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">Xochitl Leyva Solano
(Professor, <span class="st">Center for Higher Research of Social Anthropology,
Chiapas. Has published <i style="mso-bidi-font-style: normal;">Remunicipalization
in Chiapas. Politics and the Political in Times of Counter-Insurgency</i>,
CIESAS 2013 etc.</span>)</span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-indent: -14.2pt;">
<span lang="IT" style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-ansi-language: IT; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">Alice Mattoni (Assistant Professor, Scuola Normale Superiore, Florence. Has
published <i style="mso-bidi-font-style: normal;">Media Practices and Protest
Politics: How Precarious Workers Mobilize</i>, Routledge 2016 etc.)</span><span style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-indent: -14.2pt;">
<span lang="FR-LU" style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-ansi-language: FR-LU; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">Geoffrey Pleyers (Professor of Sociology, Université de Louvain and
Researcher, Fondation Maison des Sciences de l’Homme, Paris. Has published <i style="mso-bidi-font-style: normal;">Alter-globalization: Becoming Actors in the
Global Age</i>, Polity 2011 etc.)</span><span style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-indent: -14.2pt;">
<span style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">Srila Roy (Senior Lecturer in
Sociology, University of the Witwatersrand. Has published <i style="mso-bidi-font-style: normal;">New South Asian Feminisms: Paradoxes and Possibilities</i>, Zed 2012
etc.)</span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-indent: -14.2pt;">
<span style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">Anna Szolucha (Research
Fellow, University of Northumbria. Has published <i style="mso-bidi-font-style: normal;">Real Democracy in the Occupy Movement: No Stable Ground</i>, Routledge
2017 etc.)</span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-indent: -14.2pt;">
<span style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">Karl von Holdt (Director of
the Society Work and Development Institute, University of the Witwatersrand.
Has published <i style="mso-bidi-font-style: normal;">Conversations with
Bourdieu: the Johannesburg Moment</i>, Wits University Press 2012 etc.)</span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-indent: -14.2pt;">
<span style="color: black; font-family: "Cambria",serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">Lesley Wood (Associate Professor
of Sociology, York University Toronto. Has published <i style="mso-bidi-font-style: normal;">Crisis and Control: the Militarization of Protest Policing</i>, Pluto
2014 etc.)</span></div>
Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-9869011935248956112019-09-12T09:47:00.001+01:002019-09-12T09:47:10.789+01:00The voices of 1968 around the world: a readingA slightly off-beat event (Maynooth, Tuesday Oct 22nd).<br />
<br />
“The voices of 1968 around the world: a reading”<br />
<br />
The radical movements of the “long 1968” shook the postwar order from
Prague to Paris, Derry to Mexico City, Rome to San Francisco. “Voices
of 1968” (Pluto) lets those movements speak in their own words –
posters, flyers, graffiti, manifestos, songs, underground texts and
more. <br />
<br />
I’ll be reading from some of the texts in the book with a slideshow
in the background – revolutions produce some cracking writers, speakers
and graphic artists!<br />
<br />
Iontas seminar room (2.31, top floor), Maynooth campus (north end, beside the “water feature”, 12 noon. <br />
<br />
Free, all welcome.Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-12194487627204692552019-07-24T11:27:00.001+01:002019-07-24T11:27:06.653+01:00Ulex, social movements and the twilight of neoliberalism...Two fantastic new resources from campaigns consultant Natasha Adams, who co-delivers the "Ecology of Social Movements" activist training course in Catalunya with Gee McKeown (ex-Campaign Against the Arms Trade), Maria Llanos (Spanish activist extraordinaire) and Laurence Cox:<br />
<br />
<a href="http://www.coeandkingham.org.uk/podcast/social-movements-in-a-time-of-monsters/">Podcast "Social Movements in a Time of Monsters"</a><br />
<br />
"Natasha Adams talks about social movements, the different actors involved in them and what
kinds of strategies make sense in the current climate of uncertainty. In
that context, we talk about how social movements can understand and
address hegemonic power."<br />
<br />
<a href="https://thinkingdoingchanging.com/2019/07/24/the-twilight-of-neoliberalism/">Blog "The Twilight of Neoliberalism?"</a><br />
<br />
Develops a workshop from the training course about hegemony and how social movements can challenge it successfully.<br />
<br />
<a href="http://ulexproject.org/courses_events/ecology_of_movments-weeklong/">"Ecology of Social Movements"</a><br />
<br />
This is a link to the weeklong version - there is a two-week version in June 2020, details TBA. Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-65772466635892246342019-06-25T18:17:00.001+01:002019-06-25T18:17:25.738+01:00If you were hoping to do the Masters in activism...... don't despair!<br />
<br />
As you may have discovered the MA CEESA (Community Education, Equality and Social Activism) at Maynooth has been on ice for a few years now, thanks to cuts to postgraduate grants. Things may change, and we haven't totally given up on it for ever but ... there are no immediate plans to revive it either.<br />
<br />
Sorry about that - we really loved doing it and it seemed like a really significant "intervention" (as they say).<br />
<br />
What you might look at is the <a href="http://ulexproject.org/">Ulex</a> activist training centre in the Catalan Pyrenees, who run a wide range of serious courses for activists concerned about how to bring about significant social change. I'd (Laurence) particularly recommend the "Ecology of Social Movements" course, either in its full <a href="http://ulexproject.org/courses_events/the-ecology-of-social-movements-2/">two-week version</a> or its sawn-off <a href="http://ulexproject.org/courses_events/ecology_of_movments-weeklong/">one-week version</a> - both excellent! (Full disclosure: I teach on the two-week version so I would say that.)<br />
<br />
They operate on a <a href="http://ulexproject.org/a-gift-economy/">gift economy</a> basis which makes it possible both for broke activists and organisational staff to take part - well ahead of Irish universities on this particular score!<br />
<br />
And some <a href="http://ulexproject.org/the-place/">images</a> to tempt you... Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-10562310479214617642018-11-11T22:39:00.002+00:002018-11-11T22:39:14.849+00:00A couple of free things...Firstly a free book: <i><a href="https://www.academia.edu/37691372/Silence_Would_be_Treason_second_edition"><u>Silence Would be Treason: Last Writings of Ken Saro-Wiwa</u></a> </i>is now out in a second edition and available free online as a PDF. These are the letters of the indigenous environmental and human rights activist, framed and executed by the then Nigerian military dictatorship for his opposition to Shell's activities in the Niger Delta. Sent to Irish solidarity worker Majella McCarron, they were given to Maynooth library on foot of students' activism in Rossport.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBOcxs-5tQzoNxQPMpDqj3LN74QirFKplDuEr-wcOmSBIiWyAQu5ij6GYpm-FoqqSc9ymPGHCyK23C0KGP3m6EriuoYUVUqWA3h2PRm-kUg8VRJCkD4MgRwu0LF2NjIKq2Fe8GX0ykmZs/s1600/Silence+second+edition.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1259" data-original-width="827" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBOcxs-5tQzoNxQPMpDqj3LN74QirFKplDuEr-wcOmSBIiWyAQu5ij6GYpm-FoqqSc9ymPGHCyK23C0KGP3m6EriuoYUVUqWA3h2PRm-kUg8VRJCkD4MgRwu0LF2NjIKq2Fe8GX0ykmZs/s320/Silence+second+edition.jpg" width="210" /></a></div>
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<br />
Secondly a linked series of essays to go with the book <span style="text-decoration: underline;"><em><a href="https://whysocialmovementsmatter.com/">Why Social Movements Matter</a></em></span>: available at <a href="https://medium.com/colloquium/why-social-movements-matter-316eaef9bcf6"><span style="text-decoration: underline;">Colloquium</span></a>, OpenDemocracy’s <a href="https://www.opendemocracy.net/transformation/laurence-cox/everyday-power-of-movement-activism"><span style="text-decoration: underline;">Transformation</span></a>, the <a href="http://ulexproject.org/who-is-the-left/">Ulex Project</a> blog, <a href="https://discoversociety.org/2018/11/06/focus-why-social-movements-matter/"><span style="text-decoration: underline;">Discover Society</span></a> and <a href="http://ppesydney.net/marxism-social-movements-and-thinking-for-praxis/"><span style="text-decoration: underline;">Progress in Political Economy</span></a>.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZv3vxfGMSxO44m70-GFBS4eddttf5KS40iYc1lXgBvSEeNFLHOgUuoZVh9VGMFvY0ogbi7_yT1fBwlsy1suDMWD0JnwWEVFjUQSHvpx9PtHr7W8MoQe3YGU8V6iyxvn-cVfAzl-HTMEs/s1600/Why+Social+Movements+Matter+clean.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="501" data-original-width="315" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZv3vxfGMSxO44m70-GFBS4eddttf5KS40iYc1lXgBvSEeNFLHOgUuoZVh9VGMFvY0ogbi7_yT1fBwlsy1suDMWD0JnwWEVFjUQSHvpx9PtHr7W8MoQe3YGU8V6iyxvn-cVfAzl-HTMEs/s320/Why+Social+Movements+Matter+clean.jpg" width="201" /></a></div>
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<br />
Lastly a shorter piece for Pluto Press on "<a href="https://www.plutobooks.com/blog/long-shadow-1968-protests-activism-derry/">the long shadow of 1968</a>", coming out of <a href="https://www.plutobooks.com/9780745338088/voices-of-1968/"><u><i>Voices of 1968</i></u></a>, a collection of texts from the movements of the late 60s and early 70s across a dozen countries (including Northern Ireland). For the year that's in it!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUWXCyw8TBzP8u3nVB3s1ZemoixQqA5gdPZNWAWY8IgXQyxppRDgkthYZnumHq6PMkjRQVOfyxxnhOBx-DJRrvfo5ha3ym0G-707VKTw2-N3for0iguLRUtRo0hfJ6B7Enshs4E77ALik/s1600/Voices+of+1968.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1000" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUWXCyw8TBzP8u3nVB3s1ZemoixQqA5gdPZNWAWY8IgXQyxppRDgkthYZnumHq6PMkjRQVOfyxxnhOBx-DJRrvfo5ha3ym0G-707VKTw2-N3for0iguLRUtRo0hfJ6B7Enshs4E77ALik/s320/Voices+of+1968.jpg" width="200" /></a></div>
<br />Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-87030368952294575842018-09-21T16:12:00.002+01:002018-09-21T16:12:44.265+01:00New books: "Why Social Movements Matter" and "Voices of 1968"A quick announcement about two new books:<br />
<br />
<i><b><a href="https://www.rowmaninternational.com/book/why_social_movements_matter/3-156-a21ddec8-7526-464b-a10e-0f3c2a38dd7f">Why Social Movements Matter</a></b></i>, just out and 30% off from the publishers with code WSMM18:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi31Il8qKcLfoL0EX5KBvVd8zF_TTB5rnetv_jBbB2I5OU1xFpj4t6JnLl0x83d5eG0vGcRDMXOMpgrj1WYXVtA95-o_PhhfsjvEfLBYljZnwWACw1KqgcGObxUk-x1WXQPpgSSodBwgoA/s1600/Why+Social+Movements+Matter+high+resolution.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1006" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi31Il8qKcLfoL0EX5KBvVd8zF_TTB5rnetv_jBbB2I5OU1xFpj4t6JnLl0x83d5eG0vGcRDMXOMpgrj1WYXVtA95-o_PhhfsjvEfLBYljZnwWACw1KqgcGObxUk-x1WXQPpgSSodBwgoA/s320/Why+Social+Movements+Matter+high+resolution.jpg" width="201" /></a></div>
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<span><span>"Social movements and
popular struggle are a central part of today’s world, but often
neglected or misunderstood by media commentary as well as experts in
other fields. In an age when struggles over climate change, women’s
rights, austerity politics, racism, warfare and surveillance are central
to the future of our societies, we urgently need to understand social
movements. Accessible, comprehensive and grounded in deep scholarship, </span><span style="font-style: italic;">Why Social Movements Matter </span><span>explains
social movements for a general educated readership, those interested in
progressive politics and scholars and students in other fields. It
shows how much social movements are part of our everyday lives, and how
in many ways they have shaped the world we live in over centuries. It
explores the relationship between social movements and the left, how
movements develop and change, the complex relationship between movements
and intellectual life, and delivers a powerful argument for rethinking
how the social world is constructed. Drawing on three decades of
experience, </span><span style="font-style: italic;">Why Social Movements Matter</span><span> shows the real space for hope in a contested world."</span></span></div>
<div>
<span><span> </span></span></div>
<div>
<span><span> </span></span></div>
<div>
<span><span> </span></span></div>
<div>
<span><span><a href="https://www.plutobooks.com/9780745338088/voices-of-1968/"><i><b>Voices of 1968</b></i></a>, out on October 20th and 20% off from the publisher with code 1968: </span></span></div>
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<span><span> </span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhepdnUwb0hqVVSn4jgPiAOGXJ-SmxxWyNHEObfA3BT5qSJ07I0hF85Zj_jCV1NV18NS-DRgNPEqJl4KtEzatpTN9cMzAh3NauAL3Cv_dTRSZy_-ESy9hUrgo1YvKVfU23d-wS8-2MuRHs/s1600/Voices+of+1968+hi-res.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1040" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhepdnUwb0hqVVSn4jgPiAOGXJ-SmxxWyNHEObfA3BT5qSJ07I0hF85Zj_jCV1NV18NS-DRgNPEqJl4KtEzatpTN9cMzAh3NauAL3Cv_dTRSZy_-ESy9hUrgo1YvKVfU23d-wS8-2MuRHs/s320/Voices+of+1968+hi-res.jpg" width="208" /></a></div>
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<span><span> </span></span></div>
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<span><span>"The year 1968 witnessed one of the great upheavals of the twentieth
century, as social movements shook every continent. Across the Global
North, people rebelled against post-war conformity and patriarchy,
authoritarian education and factory work, imperialism and the Cold War.
They took over workplaces and universities, created their own media, art
and humour, and imagined another world. The legacy of 1968 lives on in
many of today's struggles, yet it is often misunderstood and
caricatured.<br /><br /><em>Voices of 1968</em> is a vivid collection of
original texts from the movements of the long 1968. We hear these
struggles in their own words, showing their creativity and diversity. We
see feminism, black power, anti-war activism, armed struggle,
indigenous movements, ecology, dissidence, counter-culture, trade
unionism, radical education, lesbian and gay struggles, and more take
the stage.<br /><br />Chapters cover France, Czechoslovakia, Northern
Ireland, Britain, the USA, Canada, Italy, West Germany, Denmark, Mexico,
Yugoslavia and Japan. Introductory essays frame the rich material -
posters, speeches, manifestos, flyers, underground documents, images and
more - to help readers explore the era's revolutionary voices and ideas
and understand their enduring impact on society, culture and politics
today. " </span></span>
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Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-5220882114812126202018-01-17T14:15:00.002+00:002018-01-17T14:15:59.437+00:00Marx conference this May: deadlines and keynotesThe deadline for abstracts to the conference "<a href="https://hauntingthefuture.wordpress.com/">The rebirth of Marxism: haunting the future</a>", to be held in Maynooth on May 4-5, is <b>February 1st</b>. Call for papers <a href="https://hauntingthefuture.wordpress.com/about/">here</a>.<br />
<br />
We now have titles for both keynote addresses: Toni Negri will speak on "Beginning again from Marx" and Jodi Dean will speak on "Theory of the comrade".<br />
<br />
Registration details will be published shortly but the conference fees are as follows:
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<ul>
<li><span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="color: black; font-family: "Calibri",sans-serif; font-size: 11.0pt;">Unwaged, low waged, precariously employed, students €10</span><span style="font-size: 11.0pt;"></span></li>
<li><span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="color: black; font-family: "Calibri",sans-serif; font-size: 11.0pt;">Full time academic rate (non institutionally funded) €30</span><span style="font-size: 11.0pt;"></span></li>
<li><span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="color: black; font-family: "Calibri",sans-serif; font-size: 11.0pt;">Full time academic rate (institutionally funded) €60</span><span style="font-size: 11.0pt;"></span></li>
<li><span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="color: black; font-family: "Calibri",sans-serif; font-size: 11.0pt;">Maynooth students FREE</span><span style="font-size: 11.0pt;"></span></li>
<li><span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="color: black; font-family: "Calibri",sans-serif; font-size: 11.0pt;">Toni Negri’s keynote lecture will be FREE</span><span style="font-size: 11.0pt;"></span></li>
</ul>
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The fee covers both days of the conference (Friday and
Saturday), including lunch, tea and coffee on both days.</div>
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<br />Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-9098429258522471382017-11-14T21:54:00.001+00:002017-11-14T21:54:49.551+00:00Free ebook: "Silence Would be Treason: Last Writings of Ken Saro-Wiwa"<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
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In 1995 the Nigerian military dictatorship executed Ken
Saro-Wiwa and 8 other Ogoni activists to end their opposition to Shell’s
activities in the Niger Delta. This was the culmination of a campaign of terror
in which security forces killed perhaps 2,000 Ogoni with many more raped,
injured, tortured or made homeless. The indigenous Ogoni had organised to
resist the ecological destruction of the wetlands they were dependent on, to
demand fair distribution of the profits, and to call for self-determination and
human rights. Saro-Wiwa, as a leading Nigerian writer of Ogoni origin, took a
leading part in this campaign and paid the price.
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“Silence Would be Treason” contains Saro-Wiwa’s last letters
and poems from military detention, written to Irish solidarity activist Sister
Majella McCarron. They show a fine mind on trial for his life, organising the
international campaign for the release and finally the lives of the “Ogoni 9”,
strategizing about the future of the struggle against Shell, and living life to
the full. They are gripping, harrowing, at times hilarious and immensely
readable. The letters were donated by Sr Majella to Maynooth Library in 2011,
transcribed and edited by librarian Helen Fallon, African Studies specialist
Íde Corley and social movement researcher Laurence Cox, with a foreword by
environmental activist and writer Nnimmo Bassey.</div>
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This book was first published in print form in 2013 by the
non-profit African publisher Daraja together with CODESRIA, the Council for the
Development of Social Science Research in Africa, and supported by Trócaire.
Thanks to Daraja Press it is now available in a new and expanded edition as a
free ebook, which can be downloaded in PDF <a href="https://www.academia.edu/4717895/Silence_would_be_treason_last_writings_of_Ken_Saro-Wiwa">here</a> or read online <a href="https://darajapress14.pressbooks.com/">here</a>.
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The Maynooth Ken Saro-Wiwa collection also includes
digitised versions of the letters, audio archives of interviews with Majella
McCarron, Ken’s brother Owens Wiwa and daughter Noo Saro-Wiwa, a video archive
of related events and other material. The collection is free online <a href="http://nuim.libguides.com/ken-saro-wiwa-collection">here</a>.
The ebook was launched at Maynooth Library today, 14 November 2017 as part of
the 22<sup>nd</sup> anniversary commemorations of the Ogoni 9 executions, by
Majella McCarron. The keynote talk was given by Mark Dummett, Amnesty
International researcher working on the current court case against Shell in the
Netherlands; Samuel Udogbo, researching MOSOP youth in the Niger Delta; and
Graham Kay, researching the history of how geopolitics came to centre around
oil between 1896 and 1921. </div>
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<br /><div class="MsoNormal">
<br /></div>
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<br /></div>
Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-74698031710040158832017-10-16T11:49:00.001+01:002017-10-16T11:49:44.263+01:00The rebirth of Marxism: haunting the future<!--[if gte mso 9]><xml>
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<br />
<div class="MsoTitle">
The <i style="mso-bidi-font-style: normal;">Re</i>Birth of Marx<i style="mso-bidi-font-style: normal;">ism</i>: <br />
haunting the future</div>
<div class="MsoNormal">
<br /></div>
<h1>
National University of Ireland Maynooth, 4 – 5 May 2018</h1>
<h1>
Call for papers</h1>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
In his play <u>Marx in Soho</u>, Howard Zinn has Marx ask
“Don’t you wonder why it is necessary to proclaim me dead, again and again?” </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
May 5, 2018 will be Marx’s 200<sup>th</sup> anniversary –
one among many anniversaries which remind us of Marx and Engels’ long-lasting
impact on the modern world. As we send this out, we are sandwiched between the
150<sup>th</sup> anniversary of <u>Capital</u> and the 100<sup>th</sup> of what
Gramsci called a “Revolution against <u>Capital</u>” in Russia. Our conference
includes the May Day bank holiday, celebrated by the traditional labour
movement – but it also marks the 50<sup>th</sup> anniversary of the start of
“May 1968” in Paris, while “Ireland’s 1968” is sometimes dated to the violent
suppression of a civil rights demonstration in Derry, five months later.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Marx’s work dramatises one of the most vital impulses in
contemporary thought and politics, a spectre haunting not only Europe but the
world: it is invoked by social movements and trade unions, parties and
governments representing a bewildering variety of political approaches; by
researchers and teachers in many different disciplines, reading Marx in many
different ways; by pundits and critical journalists from the very soft left to
the radical fringe; as well as an afterlife in films and music, streetnames and
museums from the celebratory to the condemnatory. Within or in dialogue with
feminism or postcolonialism, ecology or anti-racism, psychoanalysis or literature,
Foucauldians or anarchists, struggles for global justice or GLBTQ+ liberation, Marxist
voices and echoes of Marx continue to contribute to popular and intellectual
attempts to understand and transform the world.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
A major international conference at the National University
of Ireland Maynooth, near Dublin, will explore Marx and Engels’ far-reaching
different contributions to analysis and political practice, the ways in which
their lives and work helped shape history and culture around the world, the
many different strands and meanings of “Marxism”, and how we can understand the
legacy and ongoing relevance of Marx today, in a world which has changed so
much but which – as many have commented in recent years – he would have had no
difficulty in recognising. How can Marxism<span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;"> continue to contribute intellectually
and practically to critique, understanding and transformation, in Ireland and
globally?</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Our keynote speakers for the conference are two authors and
activists whose work has had an impact around the world: the Italian
philosopher Toni Negri, a major figure in leftist thought and debates for half
a century, and the American political scientist Jodi Dean, one of the most
influential of a younger generation seeking to refashion Marxist ideas today.
They exemplify the diversity which this conference seeks to support and
celebrate: not the search for a single “true Marxism” but a dialogue of
critique as well as solidarity between different traditions, and between theory
and practice.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Marx and Engels’ engagement with Ireland exemplifies some of
the diversity we seek to express: from Engels’ love for the Burns sisters and
exploration of Manchester’s “Little Ireland” to Eleanor Marx’ support for the
Fenians, and from Marx’ analysis of the economics of Irish soil to his
conviction that the “Irish Question” was central to working-class emancipation <i style="mso-bidi-font-style: normal;">in England</i>, we do not find a single,
simple idea but a living engagement with complex realities in need of
dialectical connection and political transformation.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
We welcome proposals for contributions from activists as
well as academic researchers. The conference programme will include cultural
and social dimensions; while many presentations will be traditional (20-minute)
talks followed by discussion, we are also open to other formats as well as
panel proposals conventional and unconventional. Please send us a title, author
details (name, affiliation, “independent scholar” etc.) and an abstract (no
more than 250 words) to <a href="mailto:marxinmaynooth2018@gmail.com"><span lang="EN-GB" style="background: white; mso-ansi-language: EN-GB; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">marxinmaynooth2018@gmail.com</span></a>
by February 1<sup>st</sup> 2018. We also welcome informal enquiries in advance
of this date. Selected papers from the conference will be published by a major
academic press.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Possible themes for presentations include, but are not
limited to:</div>
<div class="MsoListParagraph" style="margin-bottom: 6.0pt; margin-left: 35.7pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-indent: -17.85pt;">
<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt;">Marxisms,
many and fertile: the diversity of interpretations, multiple contributions to
intellectual work in the academy and beyond, different traditions and cultures,
many afterlives; </span></div>
<div class="MsoListParagraph" style="margin-bottom: 6.0pt; margin-left: 35.7pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-indent: -17.85pt;">
<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt;">Marx
and Engels’ intellectual, political and personal engagement with Ireland and
the Irish;</span></div>
<div class="MsoListParagraph" style="margin-bottom: 6.0pt; margin-left: 35.7pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-indent: -17.85pt;">
<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt;">Praxis:
Marxism’s contribution to and engagement with many different kinds of social
movements and political struggle in hugely varying contexts today; </span></div>
<div class="MsoListParagraph" style="margin-bottom: 6.0pt; margin-left: 35.7pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-indent: -17.85pt;">
<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt;">“Marxism
and…”: dialogue and engagement with other radical theoretical and political
traditions whether around race, ethnicity, gender, sexuality, power, democracy,
ecology, postcolonialism…</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
We particularly welcome papers which speak to the very
diverse audiences – of scholars, activists and students, people working in
different disciplines and movements, from different countries and different
Marxist and other traditions – we expect for this conference. We encourage
people to attempt prove the “this-worldliness” of their thinking – and Marxism!
– for these different fields, to create a lively and challenging space for
discussion. What if anything is the value of Marxism today?</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
The organising committee is made up of (alphabetically) Colin
Coulter, Laurence Cox, Sinéad Kennedy, Chandana Mathur, Conor McCarthy and
Eamonn Slater, representing a range of academic disciplines, Marxist
traditions, political affiliations and none. The conference is supported by the
departments of Anthropology, English and Sociology at Maynooth as well as by Maynooth’s
Conference and Workshop Support Fund and the Sociological Association of
Ireland.</div>
Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-25426006970661004742017-07-10T10:45:00.004+01:002017-07-10T10:45:47.906+01:00Interface 9/1: for and about social movementsThe latest issue of <b><i>Interface: a journal for and about social movements</i> </b>is now available free online <a href="http://www.interfacejournal.net/2017/07/interface-volume-9-issue-1-open-issue/">here</a>.<br />
<br />
Themes covered in this issue include different social movement tactics, strategies for movement-building in particular contexts, learning and knowledge production in movements, repression, environmental movements and housing struggles beyond the west (special section).<br />
<br />
Ireland is represented by an article on <a href="http://www.interfacejournal.net/wordpress/wp-content/uploads/2017/07/Interface-9-1-Mallon.pdf">direct action in Dublin</a> and one on the <a href="http://www.interfacejournal.net/wordpress/wp-content/uploads/2017/07/Interface-9-1-Cox.pdf">water charges</a> struggle.<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7ma4lhPZChnji9pIwFv8NKjn3b6kQEoFwUUtdTkNxBlAra1ldd21Elw7sqj7jSj43CxoIsmeOgk2ca61N1RgSlvBsvz4RH9YFqQt4Ro6v_pNCDI-hPw1pKe2ItrNdn2Mlu1Q8mBKImKE/s1600/Interface+9-1+cover.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="842" data-original-width="595" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7ma4lhPZChnji9pIwFv8NKjn3b6kQEoFwUUtdTkNxBlAra1ldd21Elw7sqj7jSj43CxoIsmeOgk2ca61N1RgSlvBsvz4RH9YFqQt4Ro6v_pNCDI-hPw1pKe2ItrNdn2Mlu1Q8mBKImKE/s320/Interface+9-1+cover.jpg" width="226" /></a></div>
<br />Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-65409883351296720402017-05-05T17:38:00.001+01:002017-05-05T17:38:07.960+01:00"No shortcuts: organizing for power" book launch<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9N9Hd3DgWgv0G7vAszBhiPc8A0mRNd7M7QtX7r-5XKvLBys5iR9gIUQCR__QvARJKFGs0OiFWC8ror1h0ve3QvS2dAA0MEceLRSAYDnQudhLQrQ6j5gu3xUcOjK5kF_4QNz8SAlE-2So/s1600/janemcalevey_book2017.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9N9Hd3DgWgv0G7vAszBhiPc8A0mRNd7M7QtX7r-5XKvLBys5iR9gIUQCR__QvARJKFGs0OiFWC8ror1h0ve3QvS2dAA0MEceLRSAYDnQudhLQrQ6j5gu3xUcOjK5kF_4QNz8SAlE-2So/s320/janemcalevey_book2017.jpg" width="226" /></a></div>
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<br /></div>
<div style="background: white;">
<span lang="EN-US" style="color: #45494e; font-family: "Benton Sans"; font-size: 11.5pt; mso-ansi-language: EN-US;">You are
invited to the book launch of “No Shortcuts: Organizing for Power in the New
Gilded Age” by Jane McAlevey on May 18<sup>th</sup>, 6:30pm at Mandate offices,
O’Lehane House, 9 Cavendish Row, Dublin 1.</span></div>
<div style="background: white;">
<br /></div>
<div style="background: white;">
<span lang="EN-US" style="color: #45494e; font-family: "Benton Sans"; font-size: 11.5pt; mso-ansi-language: EN-US;">How do we
rebuild power for the many, when all the odds appear stacked against us? </span></div>
<div style="background: white;">
<br /></div>
<div style="background: white;">
<span lang="EN-US" style="color: #45494e; font-family: "Benton Sans"; font-size: 11.5pt; mso-ansi-language: EN-US;">This is the
question that US union organiser Jane McAlevey has grappled with in her new
book “</span><span class="4n-j"><span lang="EN-GB" style="color: #45494e; font-family: "Benton Sans"; font-size: 11.5pt; mso-ansi-language: EN-GB;">No Shortcuts:
Organizing for Power in the New Gilded Age”, published by Oxford University
Press</span></span><span lang="EN-US" style="color: #45494e; font-family: "Benton Sans"; font-size: 11.5pt; mso-ansi-language: EN-US;">. </span></div>
<div style="background: white;">
<span lang="EN-US" style="color: #45494e; font-family: "Benton Sans"; font-size: 11.5pt; mso-ansi-language: EN-US;">Join us for
the book launch and get involved in the discussion on how to take things
forward in the trade union movement. Copies of the book will be available on the
night at a special discounted rate. This is McAlevey’s second visit to Dublin.
In 2014, she launched her first book “Raising Expectations (and Raising Hell)”
– you can watch the talk here: <a href="https://www.youtube.com/watch?v=QlV8dHFuk7o">https://www.youtube.com/watch?v=QlV8dHFuk7o</a></span></div>
<div style="background: white;">
<br /></div>
<div style="background: white;">
<span lang="EN-US" style="color: #45494e; font-family: "Benton Sans"; font-size: 11.5pt; mso-ansi-language: EN-US;">This event is
sponsored by the Communication Workers’ Union, the Financial Services Union and
Mandate Trade Union.</span></div>
<div style="background: white;">
<br /></div>
<div style="background: white;">
<b><span lang="EN-US" style="color: #45494e; font-family: "Benton Sans"; font-size: 11.5pt; mso-ansi-language: EN-US;">Acclaim for <i>No
Shortcuts</i></span></b></div>
<div class="MsoNormal" style="margin-bottom: 18.0pt; mso-margin-top-alt: auto;">
<i><span lang="EN-US" style="color: #444444; font-family: "Helvetica",sans-serif; font-size: 10.5pt; mso-ansi-language: EN-US;">“Jane McAlevey is a deeply experienced,
uncommonly reflective organizer. In <b>NO SHORTCUTS</b>, McAlevey stresses
the distinction between mobilizing and organizing and examines how systematic
conflation of the two has reflected and reinforced the labor movement’s decline
over recent decades. More than a how-to manual for organizers, <b>NO
SHORTCUTS</b> is a serious, grounded rumination on building working-class
power. It is a must read for everyone concerned with social justice in the US.”<br />
<b>~Adolph Reed, Jr., Professor of Political Science, University of Pennsylvania</b></span></i></div>
<div class="MsoNormal" style="margin-bottom: 18.0pt; mso-margin-top-alt: auto;">
<i><span lang="EN-US" style="color: #444444; font-family: "Helvetica",sans-serif; font-size: 10.5pt; mso-ansi-language: EN-US;">“McAlevey’s decades as a labor and
community organizer means that she knows what organizers do, or should do. This
book lifts the lessons McAlevey takes from that craft into the intellectual
realm of power and politics. This book is for anyone who wants a democratic
society in which ordinary people share power.”<br />
<b>~Frances Fox Piven, author of Challenging Authority: How Ordinary
People Change America</b></span></i></div>
<div class="MsoNormal" style="margin-bottom: 18.0pt; mso-margin-top-alt: auto;">
<i><span lang="EN-US" style="color: #444444; font-family: "Helvetica",sans-serif; font-size: 10.5pt; mso-ansi-language: EN-US;">“Whether it is Black Lives Matter,
climate change, feeling the Bern, or worker rights, success hinges on the
ability to build real and sustainable power. Jane McAlevey gives us both a
practical guide and a set of underlying principles to understand how organizing
matters more than any other available strategy to grow power, and, what it
means to organize. A must read for anyone hoping to create a better world.”<br />
~<b>Dan Clawson, Professor of Sociology, University of Massachusetts at Amherst</b></span></i></div>
<div class="MsoNormal" style="margin-bottom: 18.0pt; mso-margin-top-alt: auto;">
<i><span lang="EN-US" style="color: #444444; font-family: "Helvetica",sans-serif; font-size: 10.5pt; mso-ansi-language: EN-US;">“Jane McAlevey is one of the few
analysts of social movements today who takes class power and class struggle
seriously. McAlevey understands their ineluctable concreteness and force from
years of organizing democratic unions that have effectively battled powerful
corporations. This is a book for citizens and activists–but also for students
and scholars of social movements–who want to understand how the world can and
has been changed for the better.”<br />
<strong><span style="font-family: "Helvetica",sans-serif;">~Jeff Goodwin,
Professor of Sociology, New York University</span></strong></span></i></div>
Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-41718323703232941452017-04-18T13:25:00.002+01:002017-04-18T13:25:28.633+01:00Ulex Project: developing radical social movement training across EuropeA really interesting step forward in terms of activist training in Europe: the <a href="http://ulexproject.org/">Ulex Project</a>, developing social movement training combining personal, collective and political transformation. It's based on the long-standing and very effective work done by Col.lectiu Eco-actiu training activists and organisers. Now launching a <a href="https://chuffed.org/project/ulex-training-centre">crowdfunding project</a> to develop a large new venue - please circulate far and wide!Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-58298468529657428152017-03-22T21:16:00.003+00:002017-03-22T21:16:53.172+00:00Hamburg G20 protests: call out and international planning network<b>We are many! We are loud! The world will hear us.</b><br />
<br />
July 2017, the G20 summit in Hamburg. With the world’s 20 most
powerful leaders, in a world in deep crisis and turmoil, the world’s
media will be present. But it is not only the powerful and mighty who
will be there. We will make sure that the voices of the many different
struggles around the globe will be “on air” as well: the voices against
social inequality, austerity and exploitation; the voices against war
and manmade eco-disaster; our voices for solidarity, other choices and
visions. We know that we can make our voices heard, if we are loud and
clear. Seattle 1999, the global marches against the Gulf War, the
squares of Madrid, Istanbul, New York and Lagos, Blockupy 2015 in
Frankfurt and the Global Women’s Marches proved it.<br />
<br />
The G20 will try to square the circle and protect the globalized
system of domination from its own self-destructiveness. And they will
try to rearrange the whole world in order to serve the interests of the
rich and powerful. This is why we, the lively resistance in our many
shapes and forms, will be in Hamburg. <span id="more-12"></span><br />
<br />
Let them set their global issues; we’ll set ours. Let them discuss
their capitalist development; we will be loud against the exploitation
of labour and the destruction of nature in the name of profit, and loud
for equal rights and gender equality. Let them talk about their
“migration crisis”; we will speak up for open borders and against
racism; we will address the systematic production of poverty and war
that forces millions of people to move. Let them talk about free trade
agreements; we will be vocal about transparency, for political, cultural
and food sovereignty and against their (post-)imperialist practices
toward the Global South. Let them talk about the “war on terror” and the
“clash of cultures”; we will shout out for peace and against their
warmongering and torture, against their production of fear and
Islamophobia. Their efforts to divide us and rule forever will be met by
our creative protest and fierce resistance.<br />
<br />
None of us thinks that the world is easy to explain. Yet we are
determined to oppose all those politicians who allegedly know best what
is good for their countries and the world. These new political figures
seem to address the social question, the social effects of a
decades-long neoliberal world order. But we know that in their efforts
to keep us divided, they push us into rivalry and hate against our
brothers and sisters on the other side of their borders and eventually
into their dirty wars. We know their plans and we will not let this
happen. We don’t buy into scapegoating the weakest of our world in the
false hope that this will change the misery of our everyday lives.<br />
<br />
Against their rivalry, we stand in solidarity; against their
exploitation and expropriation even of the air that we breathe, we put
the cooperation of free individuals and the free use of the commons;
against their wars we opt for sister- and brotherhood, for freedom and
equality.<br />
<br />
We see the protests against the G20 as a chance to send a strong
signal to the world that we are the many who believe in global
alternatives. We believe in alternatives outside and against neoliberal
globalization, nationalism and autocratic rule. We believe in the
globalization of justice and Rights4All and we reject all nationalist
and xenophobic “solutions”, which are their solutions against our vision
for a just world, a world united in solidarity.<br />
<br />
The counter summit, the camp, the transnational rally with tens of
thousands of people in the city of Hamburg and the mass civil
disobedience actions will give us the opportunity to meet, to discuss
and to share our visions, ideas and practices of resistance, of a world
of freedom, equality, solidarity.<br />
<br />
<strong>Allons enfants! In 2017 the Bastille stands in Hamburg!</strong><br />
<br />
The “compact week” of global solidarity against the G20 will give us
many opportunities to express the other world and our conviction that it
is possible.<br />
<br />
At the “Summit of Global Solidarity” (July 5 and 6) or at the open
camp (from July 2 to 8), in actions of mass civil disobedience on the
day of the official summit (July 7) or at the broad, lively and colorful
demonstration in the heart of the city (July 8) we will organize and
celebrate, fill the squares and streets of Hamburg, debate and shout
out!<br />
<br />
Let’s make the G20 summit a real counter summit of the many, the disobedient of the world.<br />
Come and join us at the international preparatory meeting in Hamburg on April 7, get in touch with us via email.<br />
<br />
<strong>See you all in Hamburg!</strong><br />
<br />
International NO-g20 work group<br />
<br />
International preparatory meeting (April 7, Hamburg):<span lang="EN-US" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: ZH-CN; mso-fareast-theme-font: minor-latin;"> </span><span lang="EN-US" style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: ZH-CN; mso-fareast-theme-font: minor-latin;"><span style="font-family: Times,"Times New Roman",serif;"><a href="http://g20-protest.info/category/international-meeting-on-7th-of-april/">http://g20-protest.info/category/international-meeting-on-7th-of-april/</a></span>
</span><br />
Website: <a href="http://g20-protest.info/">http://g20-protest.info</a><br />
Planning list: <a href="http://lists.g20-2017.org/mail-man/listinfo/interlist">http://lists.g20-2017.org/mailman/listinfo/interlist</a><br />
Email contact: <a href="mailto:international@g20-2017.org">international@g20-2017.org<br />
</a><br />
PDF:<a href="http://g20-protest.info/wp-content/uploads/2017/03/International-Call-to-Hamburg_Allons-enfants-We-are-loud-and-many_March-2017.pdf"> International Call to Hamburg_Allons enfants! We are loud and many_March 2017</a><br />
Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-40667112877296165452017-01-25T21:41:00.003+00:002017-01-25T21:41:35.886+00:00Irish water charges movementA working paper on "The Irish water charges movement: theorising 'the social movement in general'" is now available via <a href="https://www.academia.edu/31075937/The_Irish_water_charges_movement_theorising_the_social_movement_in_general">https://www.academia.edu/31075937/The_Irish_water_charges_movement_theorising_the_social_movement_in_general</a>. Comments very welcome!Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-91375038436512289952016-12-19T21:33:00.001+00:002016-12-19T21:33:23.216+00:00Interface 8(2) now out: social movement auto/biographiesThe latest issue of <i>Interface</i>, an activist / academic journal "from and for" social movements, is now available free online. This issue's theme is social movement auto/biographies.<br />
<br />
Find it <a href="http://interfacejournal.net/">here</a><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnqRCkCNdRcAcDr6ik-Z8d6Kp6qGfgJdLZ9RxAbwBBvPCqen3VlADorOpX4sDjIjao4Yshy8vgBSuDO1_A0p1EzoyD251ieOoNseeSSwfGRG3y7Kv6iOH4TUgaWQJo2UgDD-vB3ErOWKE/s1600/Interface+8-2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnqRCkCNdRcAcDr6ik-Z8d6Kp6qGfgJdLZ9RxAbwBBvPCqen3VlADorOpX4sDjIjao4Yshy8vgBSuDO1_A0p1EzoyD251ieOoNseeSSwfGRG3y7Kv6iOH4TUgaWQJo2UgDD-vB3ErOWKE/s320/Interface+8-2.jpg" width="320" /></a></div>
<br />Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-81862426297009462542016-11-24T11:46:00.001+00:002016-11-24T11:46:16.238+00:00Trump, Brexit and the twilight of neoliberalismLaurence Cox and Alf Gunvald Nilsen have just published an <a href="https://plutopress.wordpress.com/2016/11/24/trump-brexit-and-the-twilight-of-neoliberalism-by-laurence-cox-and-alf-gunvald-nilsen/">extended piece for Pluto Press</a> drawing on a shorter one for the <a href="https://www.thesociologicalreview.com/blog/trump-brexit-and-the-twilight-of-neoliberalism.html">Sociological Review</a>, looking at the "twilight of neoliberalism" highlighted in their book <i>We Make Our Own History</i> and how Trump and Brexit can be understood - and resisted.Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-79326423911716314922016-11-16T21:01:00.001+00:002016-11-16T21:01:26.054+00:00The twilight of neoliberalism: theorising social movements in the age of Trump and Brexit<i>Abstract for a talk at Aarhus University's <a href="http://cesau.au.dk/">CESAU </a>in December, together with the launch of a special issue of the journal <u>Slagmark</u> on neoliberalism:</i><br />
<br />
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;">In 2014’s <i><span style="mso-bidi-font-style: normal;">We Make Our Own History: Marxism and Social
Movements in the Twilight of Neoliberalism</span></i>, Alf Gunvald Nilsen and I argued
that neoliberalism, like other forms of capitalism before it, had entered an
organic crisis characterised both by a crumbling of the social alliances
underpinning neoliberalism as a strategy for accumulation and by a global
“movement of movements” against neoliberalism, running from global justice
struggles around the turn of the millennium to contemporary anti-austerity
movements. Indeed the widespread usage of the term neoliberalism itself is in
large part a reflection of its adoption as a term enabling alliance formation
between very different social movements. Underpinning this analysis is our
wider rereading of Marxism as a theory of collective human action, in which
both social order and social change are produced by the conflictual
interactions between “social movements from above” such as that which gave rise
to neoliberalism as an effective political project, and “social movements from
below”, operating on many different scales from the local to the global.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Since
writing the book, we have seen the EU’s austerity policies encounter crisis
after crisis around the European periphery, while core EU states have seen
multiple challenges from the right as well as the remarkable French experience
of <span style="mso-bidi-font-style: normal;">Nuit Debout. </span>In the UK and US
neoliberalism has been challenged on the left by Corbyn and Sanders and on the
right by Trump and Brexit. The US election and British referendum neatly
illustrate the operations of social movements from above, as well as the
increasing difficulty of securing consent for neoliberal accumulation
strategies; meanwhile in Ireland popular resistance to water charges has
produced a situation of near-paralysis of state power in the attempt to impose
neoliberal measures. The twilight of neoliberalism is precisely this situation
– shared with some other world regions – where a once-hegemonic strategy of
accumulation cannot sustain the social alliance it requires for longer-term
consent and new initiatives. Meanwhile, new models – whether serious new elite
strategies or powerful movements from below – are not yet able to impose
themselves sustainably. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">In this
context, I argue that it is important to take social movements and collective
action – from above and below – seriously, rather than naturalising and
eternalising the institutional structures of a particular historical period
whose continuation, in the last analysis, depends on the outcome of these
conflicts. To quote <span style="mso-bidi-font-style: normal;">We Make Our Own
History</span>, </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: 1.0cm;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">“[W]hether neoliberalism is ending is perhaps not the main question we
should now be asking. Such hegemonic projects have relatively short
shelf-lives, induced by their declining ability to meet the interests of the
key members of the alliances that underpin them. The real question is more one
of how much damage neoliberalism will do in its death agonies; and, even more
importantly, what (or more sociologically, who) will replace it and how.”</span></div>
<i> </i><br />
<i>Laurence Cox </i>Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.comtag:blogger.com,1999:blog-8488137953940253262.post-58651539948192715552016-11-16T20:58:00.002+00:002016-11-16T20:58:56.323+00:00Environmental groups facing the petroleum industry: global perspectivesA short talk given to the "<a href="https://www.maynoothuniversity.ie/news-events/remembering-ken-saro-wiwa-maynooth-university">Remembering Ken Saro-Wiwa</a>" event on 10 November 2016, the 21st anniversary of the execution of the Ogoni Nine.<br />
<br />
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On Wednesday last week a Brussels-based anti-fracking
campaigner wrote </div>
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<br /></div>
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“things have been quiet on the fracking front. In England,
faced with a fractured democracy, campaign groups are becoming increasingly
creative and well organised. In Ireland, the Parliament has <a href="http://www.ecowatch.com/ireland-ban-fracking-2066270815.html">backed a
Bill calling for an outright ban</a>, meaning it progresses to the next
legislative stage. Aside from having had to assist with a Twitterstorm, write
to elected representatives and keep others updated with developments, there has
been little else to do. Elsewhere in Europe, there has only been positive news
to share of late: <a href="http://www.reuters.com/article/poland-gas-shale-idUSL8N1CI3PF">Poland’s
last frackers pulling out</a> and <a href="http://fractura-hidraulica.blogspot.be/2016/10/the-kings-of-fracking-leave-spain-by.html">BNK
Petroleum relinquishing another licence</a> in Spain.”<a href="https://www.blogger.com/blogger.g?blogID=8488137953940253262#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-IE; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[1]</span></span></span></span></a></div>
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This Wednesday, of course, Trump won the US election, which
casts a huge shadow over Native resistance to the Dakota Access pipeline at
Standing Rock and perhaps also to Keystone XL. We could say: what a difference
a week makes. Or we could say: what a difference politics makes. <span style="mso-spacerun: yes;"> </span></div>
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This is often not how we talk about energy, where decisions
on petroleum are treated either as a technical issue (by its supporters) or as
a grim structural inevitability (by its opponents). But in practice the very
uncertainty of petroleum extraction projects points to how far they are
political decisions in the last instance. </div>
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This can be seen particularly in relation to tar sands,
where in the boom years 2010 – 2013 producers lost $30.9 billion, of which 55%
“can credibly be attributed to the impact of public accountability campaigns”<a href="https://www.blogger.com/blogger.g?blogID=8488137953940253262#_ftn2" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-IE; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[2]</span></span></span></span></a>.
It is also, of course, visible on a wider scale, in decisions such as that of
the UK government to remove subsidies for renewable energy while passing
legislation to facilitate the fracking industry and deciding to proceed with
the 3<sup>rd</sup> Heathrow runway – or on the widest scale around the Paris
agreement and the question of what it will actually mean in practice.</div>
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Politics, or more broadly social movements, is also an
outcome of struggles over petroleum production. Anna Szolucha, who completed
her PhD here, is now a Marie Curie research fellow working on energy democracy
and popular resistance to fracking. She writes </div>
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“In places where the protesters managed to make the energy
corporations abandon the drilling sites, the communities are organising in
egalitarian ways and forming new renewable energy co-operatives. The aim is to
take responsibility for meeting their own energy needs in a way that is local
and mitigates climate change. May new local energy co-operatives and grassroots
mobilisations against hydraulic fracturing reveal the potential for a
repowering of democracy?”<a href="https://www.blogger.com/blogger.g?blogID=8488137953940253262#_ftn3" name="_ftnref3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-IE; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[3]</span></span></span></span></a></div>
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In other words, if we want to think about the future of
petroleum we are talking not simply about inevitable technical or structural
factors, but about politics: about how people organise on both sides to push or
resist particular projects and alternatives. This matters to all of us, or at
least to those who will live long enough to be personally affected by global
warming or who have children and grandchildren.<span style="mso-spacerun: yes;">
</span>This is why Ken Saro-Wiwa’s commitment to the struggle against Shell in
Ogoniland, or the struggle against Shell in Mayo, matter far beyond the people
involved: they are among the places where the future of the planet has been
fought out.</div>
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In terms then of assessing the <i style="mso-bidi-font-style: normal;">politics</i> of environmental groups facing the oil industry:</div>
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<div class="MsoListParagraphCxSpFirst" style="margin-left: 38.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
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</span></span></span>The period of <b style="mso-bidi-font-weight: normal;">low oil prices</b> since 2014, in large part a result of OPEC hostility
to the new petroleum sources (fracking, tar sands, deep water drilling), has
had the desired effect of making such projects much less likely to be
profitable, and thus much less likely to be pursued, at least at present.
However once a project has been signalled, this gives local opposition <b style="mso-bidi-font-weight: normal;">advance warning</b> for the long process of
organisation and education that is needed to win.</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 38.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
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</span></span></span>The shift towards <b style="mso-bidi-font-weight: normal;">“midge” firms</b>, particularly in fields like fracking, is an added
weakness. As we have seen, it is far harder to resist a major oil company like
Shell, with massive reserves and a need to maintain a political image of
strength, than it is to resist a small and in part speculative exploration
company which cannot easily cope with declining prices and the costs of popular
resistance. (For a reminder: Shell to Sea raised the cost of the Corrib Gas project
from c. €800m to c. €3.5bn, quite separate from the costs involved in taking 15
years to build a pipeline). So the chances for effective resistance vary
considerably in terms of <b style="mso-bidi-font-weight: normal;">the size of the
company</b> involved – bear in mind that the oil majors have bigger economies
than many small countries.</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 38.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
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</span></span></span>With the Paris agreement in particular, we have
started to see <b style="mso-bidi-font-weight: normal;">some light at the end of a
long historical tunnel</b>. If Graham Kay’s research explores the moment when a
strategic commitment to secure petroleum reserves became a central motivation
for great power politics, we are now entering a period where this can no longer
be taken for granted, and where it is conceivable that major states can face
the industry (and its associated industries, like the car and aviation
industries) down. This does not mean, of course, that they always will: rather
that other economic actors and considerations (rising sea levels, comparative
costs, renewable energy) start to become <b style="mso-bidi-font-weight: normal;">thinkable
alternative options for states</b>. Indeed some petroleum companies themselves
are investing increasingly in renewables, while divestment campaigns are having
a surprisingly easy ride of it. </div>
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</span></span></span>Lastly, as in Ogoniland a substantial proportion
of new oil projects are in areas with <b style="mso-bidi-font-weight: normal;">significant
indigenous populations</b>, not least in the USA and Canada. Such populations
are often fighting for their economic and cultural survival, and have less to
lose in that they have fewer ties to national power structures than others.
This is of course one reason for the often spectacular involvement and frequent
success of indigenous resistance to the industry.</div>
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So these are broadly speaking background conditions.
Environmental groups are, I think, winning more battles against the petroleum
industry now than perhaps ever before. It is also important to remember that
some defeats (like Rossport) represent Pyrrhic victories for the industry: the
Irish state will think twice and three times before signing up to another
project that might bring on the same kinds of conflict. This was, after all,
the experience both of the nuclear power projects of the 1980s and of the UK
government’s roads projects in the 1990s.</div>
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However the question of whether the light at the end of the
tunnel is just a mirage is ultimately one of politics. On the dark side, as we
can see with Trump and May, states are entirely capable of orienting towards
petroleum for non-strategic reasons. Conversely, if Putin’s petroleum strategy
has a logical geopolitical orientation, China’s relative openness to a gear
shift shows an alternative kind of state strategy from a surprising direction. </div>
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On the light side, much depends on alliances. This is very
obvious in relation to indigenous resistance, from the international
alliance-building of Saro-Wiwa’s MOSOP to Standing Rock. However it is equally
important elsewhere: between the “Lancashire Nanas” and eco-warriors in
Britain, or between unions, churches and environmentalists in Norway. There are
no guarantees here; and events like the Green Party’s presence in government
here when the Navy was used against Rossport protestors show just how bad
things can be. </div>
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So it really is up to us.</div>
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<i>Laurence Cox</i> </div>
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<a href="https://www.blogger.com/blogger.g?blogID=8488137953940253262#_ftnref1" name="_ftn1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-IE; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[1]</span></span></span></span></a> <a href="https://medium.com/@frackfree_eu/ceta-eu-council-signs-away-democracy-but-we-the-people-have-the-last-say-9f289792cefc#.1d8a7x2s6">https://medium.com/@frackfree_eu/ceta-eu-council-signs-away-democracy-but-we-the-people-have-the-last-say-9f289792cefc#.1d8a7x2s6</a>
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<div id="ftn2" style="mso-element: footnote;">
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<a href="https://www.blogger.com/blogger.g?blogID=8488137953940253262#_ftnref2" name="_ftn2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-IE; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[2]</span></span></span></span></a> <a href="http://priceofoil.org/content/uploads/2014/10/IEEFA.OCI_.Material-Risks-FINweb2-1.pdf">http://priceofoil.org/content/uploads/2014/10/IEEFA.OCI_.Material-Risks-FINweb2-1.pdf</a>
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<a href="https://www.blogger.com/blogger.g?blogID=8488137953940253262#_ftnref3" name="_ftn3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-IE; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[3]</span></span></span></span></a> <a href="http://repowerdemocracy.net/">http://repowerdemocracy.net/</a> </div>
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Laurencehttp://www.blogger.com/profile/07577952285827898719noreply@blogger.com