tag:blogger.com,1999:blog-851730217484785502024-03-13T08:00:31.831+01:00Groupe La Sociale - Fédération Anarchiste - RennesOrganisation politique libertaire et anarchiste à rennes - franceGroupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.comBlogger147125tag:blogger.com,1999:blog-85173021748478550.post-32371393671927995242024-03-13T08:00:00.001+01:002024-03-13T08:00:00.162+01:00Jeudi 28 Mars à 18h - Réunion Publique "Contre l'opération Wuambushu et les politiques coloniales de l'Etat français à Mayotte et ailleurs" - Maison de Quartier de Villejean - Salle Rosalie<p> </p><p>Le <b>Jeudi 28 mars à 18h salle Rosalie à la Maison de
Quartier de Villejean, 2 rue de Bourgogne à Rennes</b>
(M° Kennedy ou Villjean Université) , le groupe la Sociale
organise un débat public autour de l'opération Wuambushu à
Mayotte menée par l'Etat français colonial dans l'archipel
des Comores et l'Etat du colonialisme français à
l'étranger. Plusieurs intervenants de différentes
organisations, associations ou collectifs, invités par la
Fédération Anarchiste, y prendront la parole. Il s'agira
de faire le lien entre les politiques coloniales de l'Etat
français là bas et les menées racistes du gouvernement ici
même (Loi immigration et on en passe...) => détail du
contenu ici:<br />
</p>
<p> </p>
<p align="justify" style="background: transparent; font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; margin-left: 1.3cm; orphans: 2; text-indent: 0.7cm; widows: 2;"> <span style="font-family: DejaVu Sans, serif;"><span style="font-size: x-small;">- Introduction
pourquoi la FA organise cette réunion publique?</span></span></p>
<p align="justify" style="background: transparent; font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; margin-left: 1.3cm; orphans: 2; text-indent: 0.7cm; widows: 2;"> <span style="font-family: DejaVu Sans, serif;"><span style="font-size: x-small;">- Explications du
contexte de la présence française à Mayotte
historiquement aux comores et en Afrique : historique
politique et juridique : collectif Stop Wuambushu et
des juristes</span></span></p>
<p align="justify" style="background: transparent; font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; margin-left: 1.3cm; orphans: 2; text-indent: 0.7cm; widows: 2;"> <span style="font-family: DejaVu Sans, serif;"><span style="font-size: x-small;">- Description des
évènements passés récents et actuels à Mayotte. Il y a
un an, Darmanin menait l'opération Wuambushu: Groupe
La Sociale et sympathisante. <br />
</span></span></p>
<p align="justify" style="background: transparent; font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; margin-left: 1.3cm; orphans: 2; text-indent: 0.7cm; widows: 2;"> <span style="font-family: DejaVu Sans, serif;"><span style="font-size: x-small;">- Un collectif
étudiant étranger de Mayotte parlera des conditions de
vie des étudiants à Mayotte et leurs luttes. <br />
</span></span></p>
<p align="justify" style="background: transparent; font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; margin-left: 1.3cm; orphans: 2; text-indent: 0.7cm; widows: 2;"> <span style="font-family: DejaVu Sans, serif;"><span style="font-size: x-small;">- Enfin, le Collectif
de Soutien aux Personnes Sans-Papiers fera la jonction
entre la politique migratoire menée à Mayotte (avec la
volonté d'en finir avec le droit du sol) et le reste
de la France. Il y aura un focus sur la loi
immigration et ce en quoi Mayotte est un laboratoire
de politique répressive pour l'Etat partout sur son
territoire</span></span></p>
<p align="justify" style="background: transparent; font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; margin-left: 1.3cm; orphans: 2; text-indent: 0.7cm; widows: 2;"><span style="font-family: DejaVu Sans, serif;"><span style="font-size: x-small;"><br />
</span></span></p>
<img alt="wuambushu28032024" class="" height="400" 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" width="400" />Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-26999494494416264642024-03-12T22:13:00.000+01:002024-03-12T22:13:08.099+01:00Samedi 23 Mars - appel à mobilisation antinucléaire à Caen - 14h <p> </p><p><b>Le Samedi 23 Mars à 14h à Caen,</b> nous serons
présents avec d'autres camarades de la FA et d'autres
organisations et individus à la manifestation
anti-nucléaire à l'appel de la Coordination Antinucléaire
Ouest <a class="moz-txt-link-freetext" href="https://www.can-ouest.org/event/manifestation-stop-epr">https://www.can-ouest.org/event/manifestation-stop-epr</a>
contre la mise en service de l'EPR de Flamanville, la
fusion de l'ASN et ISRN et la construction de davantage
d'EPR. Départ en co-voiturage depuis le local La Commune à
Rennes. <a class="moz-txt-link-freetext" href="https://www.sortirdunucleaire.org/MANIFESTATION-A-CAEN-Non-au-demarrage-du-reacteur">https://www.sortirdunucleaire.org/MANIFESTATION-A-CAEN-Non-au-demarrage-du-reacteur
</a><br />
</p>
<p><img alt="" class="attachment-post-image size-post-image wp-post-image lazy loaded" data-pagespeed-url-hash="1684656158" data-sizes="(max-width: 720px) 100vw, 720px" data-src="/wp-content/uploads/2024/03/caen-cortege-autonome-dans-la-manifestation-antinucleaire-du-23mars-03-06-2024.png?x20649" data-srcset="https://www.infolibertaire.net/wp-content/uploads/2024/03/caen-cortege-autonome-dans-la-manifestation-antinucleaire-du-23mars-03-06-2024.png 720w, https://www.infolibertaire.net/wp-content/uploads/2024/03/caen-cortege-autonome-dans-la-manifestation-antinucleaire-du-23mars-03-06-2024-300x170.png 300w, https://www.infolibertaire.net/wp-content/uploads/2024/03/caen-cortege-autonome-dans-la-manifestation-antinucleaire-du-23mars-03-06-2024-600x340.png 600w" data-was-processed="true" height="227" src="https://www.infolibertaire.net/wp-content/uploads/2024/03/caen-cortege-autonome-dans-la-manifestation-antinucleaire-du-23mars-03-06-2024.png?x20649" width="400" /></p>
<p><img alt="" class="aligncenter wp-image-4219 size-large" height="289" src="https://www.can-ouest.org/wp-content/uploads/2024/02/Manif-Caen-A5-4-pages-HD_Page_1-1024x738.jpg" width="400" />
</p>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-33496864302933716832024-03-02T08:30:00.001+01:002024-03-02T08:30:00.145+01:00Débat "La Pieuvre Nucléaire" - Samedi 16 Mars à 14h local La Commune<p> </p><p><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od">Le
<b>Samedi 16 Mars à 14h au local La Commune</b>, dans le cadre
de la campagne fédérale 2024 de la Fédération Anarchiste contre
le nucléaire, nous organisons une nouvelle causerie autour de
l'ouvrage "La Pieuvre Nucléaire" <a class="moz-txt-link-freetext" href="https://www.eyrolles.com/Litterature/Livre/la-pieuvre-nucleaire-9782379810152/">https://www.eyrolles.com/Litterature/Livre/la-pieuvre-nucleaire-9782379810152/
</a>qui sortira en Avril aux éditions du monde libertaire <a class="moz-txt-link-freetext" href="https://www.editions.federation-anarchiste.org/index.php?classement=toutes">https://www.editions.federation-anarchiste.org/index.php?classement=toutes</a>
Nicolas Eprendre du réseau Makhno et co-auteur de l'ouvrage
collectif </span></p><p><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBw8ZlfGxsFA4CtbCwBzVBTn_g45XTF7Idc2nYFnyAvV_oSoF_eL9lWGg5ME3-yFRULx4mA-gJjbxdWbitPDZ8S8r80V2PsC-KoSWiTMVKEN92d6zNvcZAplEj8xCLS9Bg2JqwgOrJocdHMRlcjV_uz1jRdkbDiDplwXdwx_WN7Ds9x2ZeGW0o2-lqXSbk/s651/9782379810152.webp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="651" data-original-width="400" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBw8ZlfGxsFA4CtbCwBzVBTn_g45XTF7Idc2nYFnyAvV_oSoF_eL9lWGg5ME3-yFRULx4mA-gJjbxdWbitPDZ8S8r80V2PsC-KoSWiTMVKEN92d6zNvcZAplEj8xCLS9Bg2JqwgOrJocdHMRlcjV_uz1jRdkbDiDplwXdwx_WN7Ds9x2ZeGW0o2-lqXSbk/s320/9782379810152.webp" width="197" /></a></div><br /> <p></p><p><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od">introduira le sujet en présentant le livre. En voici
le synopsis: <br />
</span></p>
<p>"</p>
<p>Tout électrique, tout nucléaire », le slogan utilisé en pleine
crise pétrolière en 1973 pour justifier le gigantesque plan
Messmer est de nos jours ressorti par l’État nucléocrate afin de
sauver le climat et de garantir l’indépendance énergétique. Ainsi,
une filière qui produit 2 % de l’énergie apporterait une solution
aux graves dégâts environnementaux et humains causés par le
système capitaliste, qui tente de rendre « durable »
l’accroissement du consumérisme et de la production à tout prix.
Inaugurée le 6 août 1945 à Hiroshima, l’ère atomique a toujours
présenté une réalité « duale », militaire et civile, combinant
décisions autoritaires, secrets d’État et contrôle policier.<br class="autobr" />
Sa « durée de vie » affecte les générations qui devront vivre avec
ses conséquences génétiques et surveiller les innombrables déchets
radioactifs, lesquels s’entassent depuis les mines d’uranium
jusqu’aux poubelles enfouies dans l’argile de Bure. Ce livre a
pour objectif de fournir des informations que chacun pourra
utiliser pour s’opposer aux mensonges d’État. Ses contributeurs,
qui combattent depuis longtemps la pieuvre nucléaire, en éclairent
les divers tentacules d’une façon simple et concrète.</p>
<p>"<br />
</p>
<p><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od">Nos
camarades du Groupe l'Entraide de Caulnes (22) auront une
initiative identique le lendemain. </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5TpKcCjMk960L1-GNaF_fvplr1HksyDfPnnh-lbqBZCqBxjGHnV6NA-SeuDHY5Bq-FejMMHPSfWmPQauFGJyX6HlmRJBr6M-PUdfr7eqn1TUVVaKW0A_0FwcwlQV9xeydcRLLTAD3fl5mBQ3WGIlQkZshTqk-Y85bdal9Z1957li9g78Q-i-RiO4vxSgZ/s1080/pieuvrenucl%C3%A9aire.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1080" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5TpKcCjMk960L1-GNaF_fvplr1HksyDfPnnh-lbqBZCqBxjGHnV6NA-SeuDHY5Bq-FejMMHPSfWmPQauFGJyX6HlmRJBr6M-PUdfr7eqn1TUVVaKW0A_0FwcwlQV9xeydcRLLTAD3fl5mBQ3WGIlQkZshTqk-Y85bdal9Z1957li9g78Q-i-RiO4vxSgZ/s320/pieuvrenucl%C3%A9aire.png" width="320" /></a></div><br /><p></p>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-385282735704312052024-03-01T17:30:00.000+01:002024-03-01T17:30:13.861+01:00Mars 2024: 3 apparitions militantes du groupe la Sociale: Manif du 08/03 + Projection "Nous n'avons pas peur des ruines" le 10/03 + Débat sur la propriété le 14/03<p> </p><p>Le <b>Vendredi 8 Mars </b>nous serons présents à la
manifestation pour les droits des femmes <b>place Charles de
Gaulle à 15h</b><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"><img alt="📣" class="xz74otr" height="16" src="https://static.xx.fbcdn.net/images/emoji.php/v9/tba/1/16/1f4e3.png" width="16" /></span><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od">
<br />
</span></p>
<p><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od">Le
groupe la sociale de la FA est (avec d'autres organisations
comme ATTAC et ICEM- Institut Freinet p.ex.) partenaire du film
"nous n'avons pas peur des ruines" du </span><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od">réalisateur
et militant </span><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od">Yannis
Youlontas. Il sera projeté en présence de notre camarade Yannis
à l'Arvor <a class="moz-txt-link-freetext" href="https://www.cinema-arvor.fr/film/594808/">https://www.cinema-arvor.fr/film/594808/
</a></span><b><span class="sb_adresse">11 rue de Chatillon (gare
sud) - 35000 Rennes</span></b><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"><b>
le Dimanche 10 Mars à 11h</b>. Nous y tiendrons une table de
presse. + d'infos =></span><span style="white-space: pre-wrap;">⌚️ Détails : </span><a class="moz-txt-link-freetext" href="http://paspeurdesruines.net/" style="white-space: pre-wrap;">http://paspeurdesruines.net/</a> <span style="white-space: pre-wrap;">🎞 Bande-annonce : </span><a class="moz-txt-link-freetext" href="https://www.youtube.com/watch?v=fvk_wXeaVRo" style="white-space: pre-wrap;">https://www.youtube.com/watch?v=fvk_wXeaVRo</a></p>
<p><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od">Le
<b>Jeudi 14 Mars à 20H, à la MJC du grand Cordel </b></span><b>18
rue des Plantes 35700 RENNES</b> <span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"><a href="https://www.grand-cordel.com/2023/10/25/les-debats/">https://www.grand-cordel.com/2023/10/25/les-debats/ </a>
la Fédération Anarchiste est invitée, avec d'autres, à
participer à un débat sur la propriété. "(RE)PENSER LA PROPRIÉTÉ
- Posséder, s’accaparer, se réapproprier, mettre en commun ?"
qui s'articulera en 4 temps: Propriété et possession : “Ma
liberté commence là où finit celle des autres.” + Propriété et
accaparement : quand AVOIR = POUVOIR + Propriété et
réappropriation (propriété socialiste) + Propriété et mise en
commun (propriété communiste/collective)</span></p><p><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGdM3empHug7Y5wI_lHTwA-0YEVzMdVlnzzyRK-EGpAcuSsIBYjTHe4gFYL6vk33mrtQV4Ybf63KFYPGeZgseJCjRUPVZ35mFOAgQuB8UUx3Tcxi42BReQPUdPFj3CRhgYlP2Zn7sGtqeyhV5WpZ832y1b371aEyr6lFNDhKFUCSO6LTRXixsCJdQKnmJ5/s192/logoFA-clean.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="150" data-original-width="192" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGdM3empHug7Y5wI_lHTwA-0YEVzMdVlnzzyRK-EGpAcuSsIBYjTHe4gFYL6vk33mrtQV4Ybf63KFYPGeZgseJCjRUPVZ35mFOAgQuB8UUx3Tcxi42BReQPUdPFj3CRhgYlP2Zn7sGtqeyhV5WpZ832y1b371aEyr6lFNDhKFUCSO6LTRXixsCJdQKnmJ5/s1600/logoFA-clean.jpg" width="192" /></a></div><br /> <p></p>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-54960735061709896232024-02-01T17:30:00.024+01:002024-02-01T17:30:00.213+01:00L'utopie paysanne, dernier recours? -> Causerie avec Jean-Pierre Tertrais - Mercredi 21 Février – 20h30 - local La Commune<h2 style="text-align: left;"> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: white;">Le groupe La Sociale de la Fédération Anarchiste organise
une causerie populaire sur le thème « L'utopie paysanne, dernier
recours? » </span></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: white;">Le Mercredi 21 Février – 20h30 - local La Commune<br />
Elle sera animée/présentée par notre camarade Jean-Pierre Tertrais <a href="https://www.decitre.fr/auteur/381667/Jean+Pierre+Tertrais">https://www.decitre.fr/auteur/381667/Jean+Pierre+Tertrais</a>
auteur de 4 ouvrages et de centaines d’articles et de conférences sur les
questions environnementales </span></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: white;">Jean-Pierre a écrit l’article ci-joint dans un récent
Monde Libertaire en PDF et aussi en images ci-dessous.</span></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: white;">Voici le texte d’introduction à la causerie :</span></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: white;">"Non seulement l'idéal d'émancipation ne se réalise
pas, mais il semble s'éloigner dans la tourmente du monde contemporain. La
plupart des anthropologues s'accordent pour reconnaître dans les
chasseurs-cueilleurs un comportement relativement paisible, l'absence de forte
hiérarchie, et surtout une connaissance intime de leurs milieux auxquels ils
savent appartenir. Le Néolithique a vu la naissance de deux processus qui
s'alimentent mutuellement : l'exploitation de l'homme par l'homme et celle de
nature par l'homme. Par la suite, la société industrielle produira des
individus "hors-sol" qui semblent ne plus savoir, ni d'où ils
viennent ni où ils vont. Le seul avenir viable ne serait-il pas une société
paysanne débarrassée de ses tares anciennes? »</span></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: white;">Pour avoir la discussion la plus enrichissante possible,
notre camarade Jean-Pierre Tertrais <a href="https://drive.google.com/file/d/1VNtr5X1vGdvM-C4ROUXLV7KbLZM1iAgK/view?usp=sharing" target="_blank">demande à chaque participant à la causeried’avoir pris préalablement connaissance de son article ici</a></span></p><p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: #1f497d;"> </span></p><p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: #1f497d;"><img alt="" height="640" 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" 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" 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Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.comtag:blogger.com,1999:blog-85173021748478550.post-65370109287499069152024-01-27T15:30:00.004+01:002024-01-27T15:30:58.254+01:00Causerie "Etat du Nucléaire et perspectives de lutte en 2024" - Samedi 17 Février 17h30 - Local La Commune<h2 style="text-align: left;"> "Etat du Nucléaire et perspectives de lutte en 2024"</h2><p> <!--[if gte mso 9]><xml>
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<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"/>
<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"/>
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</p><p class="MsoNormal">Les compagnons et compagnes de la Grange de Montabot <a href="https://expansive.info/GrandeDeMontabot">https://expansive.info/GrandeDeMontabot</a>
viennent au local La Commune le Samedi 17 Février à 17h30 pour nous parler de
l’histoire et l’actualité de l’industrie nucléaire et pour aborder les luttes
politiques contre le système nucléaire.</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">Leur message d’introduction à la causerie est le
suivant :</p>
<p class="MsoNormal">« </p>
<p class="MsoNormal">La lutte antinucléaire est sortie de l'espace public.<br />
Pendant ce temps-là, au nom du tout électrique (polluons à la source mais
soyons propres à la consommation), l'Etat français remet le nucléaire au goût
du jour malgré tous ses déboires en se servant de la lutte contre les
dérèglements climatiques.<br />
Pourtant, même les 'experts' du nucléaire indiquent que cette production
énergétique ne peut pas apporter de solution au réchauffement climatique alors
que la problématique de l'eau engendrée par ce réchauffement est le maillon
faible du nucléaire.<br />
En ce moment, l'Etat français tente d'imposer la construction de nouveaux
réacteurs nucléaires, la mise en route d'un réacteur EPR défectueux à
Flamanville, l'implantation d'une piscine supplémentaire de stockage et de
refroidissement des combustibles usés à la Hague (toutes partout débordent) et
un centre de stockage 'longue durée' (centaines de milliers d'années) à Bure
dans la Meuse.<br />
Nous proposons de discuter ensemble pour retrouver des leviers d'action et des
moyens de relancer une lutte nécessaire face à une hydre, paroxysme d'un monde
capitaliste ET autoritaire.<br />
Réfléchissons ensemble aux moyens de relancer cette lutte malgré la répression
contre la mouvance écologiste et plus particulièrement contre les
antinucléaires, répression qui dispose de moyens disproportionnés pour la
surveillance et le contrôle.<br />
<br />
Comment mener des actions dans ce contexte ? Quelles actions mener?<br />
« </p>
Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-15765327720515095882023-12-28T23:52:00.002+01:002024-01-27T15:28:39.338+01:00Mercredi 17 Janvier 2024 - Causerie Populaire "Quelle économie pour quelle écologie?" autour de l'ouvrage "Ralentir ou périr, l'économie de la décroissance" de Timothée Parrique <p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal">Le Mercredi 17 janvier à 20h30 au local La Commune aura lieu
une nouvelle causerie populaire autour du livre de Timothée Parrique
« Ralentir ou Périr, l’économie de la décroissance »</p>
<p class="MsoNormal">Ouvrage paru en Septembre 2022 au Seuil, il se propose d’être
un traité de vulgarisation d’économie. Il vise à replacer l’économie au centre
des choix politiques, cela dans un contexte :</p>
<p class="MsoNormal">- d’explosion des inégalités _alors que jamais autant de
richesses n’auront été produites</p>
<p class="MsoNormal">- de ressources naturelles finies </p>
<p class="MsoNormal">- et de limites planétaires dépassées</p>
<p class="MsoNormal"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz_Xc7fQ6qb69mIjSlF7XpB2zLWp5hnAY0qKMCRXrwvBGAPYmXNzFcyDT4m6GLEYdUdm8B4QSRvMwgRGRtvscH1XAvLSCNy31aI54NpZlEtmWcKMIQ0IMAfRQ_zJ9yV28CT8n7GSvmVfAnFLo0Dyezz2P6oif7ttYFk_D8jmwHeMDWdu3uvfeLRXJtAZna/s696/2023_12_26_20_36_52_Ralentir_ou_p%C3%A9rir_Timoth%C3%A9e_Parrique..._Editions_Seuil_Mozilla_Firefox.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="696" data-original-width="461" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz_Xc7fQ6qb69mIjSlF7XpB2zLWp5hnAY0qKMCRXrwvBGAPYmXNzFcyDT4m6GLEYdUdm8B4QSRvMwgRGRtvscH1XAvLSCNy31aI54NpZlEtmWcKMIQ0IMAfRQ_zJ9yV28CT8n7GSvmVfAnFLo0Dyezz2P6oif7ttYFk_D8jmwHeMDWdu3uvfeLRXJtAZna/w424-h640/2023_12_26_20_36_52_Ralentir_ou_p%C3%A9rir_Timoth%C3%A9e_Parrique..._Editions_Seuil_Mozilla_Firefox.jpg" width="424" /></a></div><br /><p></p>
<p class="MsoNormal">Chercheur en économie écologique à l’Université de Lund en
Suède, Timothée Parrique donne des clefs pour un changement de paradigme
social, environnemental et politique, cadre dans lequel l’économie serait au
service de l’humain et du vivant.</p>
<p class="MsoNormal">Après la présentation des idées du livre mais aussi de leurs
limites dans le cadre d’une critique révolutionnaire, un débat aura lieu entre
tous les participants</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">Nous tâcherons donc, au-delà du livre de Timothée Parrique,
et dans le cadre de la causerie d’élargir le débat sur la question "Quelle
économie pour quelle écologie?"</p>
<p class="MsoNormal">La causerie sera animée par 2 militants du groupe la sociale
de la Fédération Anarchiste</p><p class="MsoNormal">Au plaisir de t'y voir et de t'y entendre ! </p><p class="MsoNormal">//// Ci-dessous les vidéos de la causerie (présentation de l'ouvrage + débat) :<br /><a href="https://youtu.be/zqvXuwxf2Qw?si=I90s0g1Inkz_oClJ">https://youtu.be/zqvXuwxf2Qw?si=I90s0g1Inkz_oClJ</a> & <a href="https://youtu.be/p0eUsSnfb_Y?si=xLUkrZbT48IYYI-K">https://youtu.be/p0eUsSnfb_Y?si=xLUkrZbT48IYYI-K</a></p><p class="MsoNormal"> <br />ET ci-dessous le <a href="https://drive.google.com/file/d/1-7BIzz8yyvLCgwKJfHfWfDyPH3fq0JQo/view?usp=sharing" target="_blank">texte de présentation de l'ouvrage ainsi que les interventions exhaustives écrites du 2° intervenant. </a><br /></p><p class="MsoNormal">§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§§</p><p class="MsoNormal"></p><p class="MsoNormal"><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<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"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<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"
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<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"
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<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"
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<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"
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<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"
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<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"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<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"
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<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"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<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"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<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"
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<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"/>
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</p><p align="center" class="MsoNormal" style="text-align: center; text-indent: 35.45pt;"><b style="color: white; mso-bidi-font-weight: normal;"><span style="mso-themecolor: text1;">Timothée Parrique « Ralentir ou périr, l’économie de la
décroissance » -Seuil 2022</span></b></p>
<p align="center" class="MsoNormal" style="text-align: center; text-indent: 35.45pt;"><b style="color: white; mso-bidi-font-weight: normal;"><span style="mso-themecolor: text1;">A l’appui de la causerie populaire « quelle économie pour quelle
écologie ? »</span></b></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.25pt; mso-themecolor: text1;"> </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="letter-spacing: -0.25pt; mso-themecolor: text1;">Chercheur en économie écologique à l’université de
Lund en suède, Timothée Parrique adresse ici un traité d’économie qui se veut
accessible à tous.</span></i></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="letter-spacing: -0.25pt; mso-themecolor: text1;">Il déconstruit l’idée selon laquelle l’économie
serait une matière complexe ou technique qui ne serait compréhensible que par
une certaine catégorie d’experts. En particulier, il amène, de façon assez
distanciée et sans jamais l’évoquer directement l’idée selon laquelle la
matière économique et donc ses implications sociales, sont éminemment
politiques. </span></i></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="letter-spacing: -0.25pt; mso-themecolor: text1;">Ce faisant, il ramène du contenu réflexif à ce
qu’est la politique: la façon de penser la gestion de la vie en commun ;
et aussi comment construire nos rapports sociaux. Si les êtres humains sont
effectivement au centre de sa réflexion en tant qu’acteurs économiques,
l’auteur met un point d’honneur à intégrer l’ensemble de l’écosystème, qui
comprend donc le vivant dans sa totalité (animal/végétal), mais aussi la
totalité des ressources disponibles. Et il ne le fait pas exclusivement pour
des raisons économiquement intéressées. En postulant qu’on ne peut dissocier
les activités de production et de consommation d’un rapport au bien-être des
êtres vivants dans leur environnement global, Timothée Parrique peut sembler
enfoncer des portes ouvertes. Et pourtant, son propos, même s’il ne se veut pas
révolutionnaire, a le mérite de réinjecter un peu d’utopie dans un monde qui
est guidé par le cynisme de la satisfaction des besoins immédiats.</span></i></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="letter-spacing: -0.25pt; mso-themecolor: text1;">Mais essentiellement la préoccupation majeure de
T. Parrique est, comme l’indique le titre de l’ouvrage, d’expliquer en quoi il
est vital de lier l’économie au vivant, et que seule une économie de la
décroissance est compatible avec une vision de perpétuation du vivant et de
l’espèce humaine telle qu’on les connait aujourd’hui sur cette planète, puisque
nous voilà dans l’ère de l’anthropocène selon certains, capitalocène selon
d’autres.</span></i></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.25pt; mso-themecolor: text1;">Regardons un peu
maintenant ce que l’auteur nous apprend : De façon linéaire, chapitre par
chapitre. </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white;"><b style="mso-bidi-font-weight: normal;"><span style="mso-themecolor: text1;">En</span></b><span style="mso-themecolor: text1;"> <b style="mso-bidi-font-weight: normal;">chapitre d’introduction, intitulé
« L’économie, une question de vie ou de mort »,</b></span></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.25pt; mso-themecolor: text1;">Parrique nous
dit que 10% des + riches possèdent 76% du patrimoine global de la planète et
sont responsables de la moitié des émissions totales de gaz à effet de serre.
La notion d’anthropocène masque en réalité d’énormes disparités : ceux qui
polluent le plus sont aussi ceux qui risquent le moins des conséquences du
réchauffement climatique. Cette situation est donc le résultat d’une
organisation sociale, pour Parrique, la cause des problèmes environnementaux
c’est le capitalisme et son corollaire, la poursuite effrénée de la croissance.
La violence sociale et environnementale exercée est due à notre condition
d’otages d’un système qui prédétermine en grand partie des comportements qu’une
autre société qualifierait d’immoraux. Parrique balaye d’emblée l’idée que
c’est l’économie, en soi, qui pose problème, puisque toute société a de tout
temps organisé d’une façon ou d’une autre ses activités productives. Le
problème sont les objectifs fixés à une économie. De nos jours la croissance
illimitée.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Il faut donc selon lui sortir de la
croyance quasi religieuse en la croissance et en toutes les formes de
croissance et il est essentiel de ralentir l’activité économique. L’auteur <b style="mso-bidi-font-weight: normal;">imagine la décroissance comme une transition
vers la post-croissance, une société dans laquelle l’économie ne joue plus
qu’un rôle secondaire plutôt que central.</b></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Parrique définit la décroissance comme
une <b style="mso-bidi-font-weight: normal;">« réduction de la production et
de la consommation pour alléger l’empreinte écologique planifiée
démocratiquement dans un esprit de justice sociale et dans le souci du
bien-être ».</b> <b style="mso-bidi-font-weight: normal;">Il voit la
décroissance comme un état transitoire amenant à la post-croissance « une
économie stationnaire en harmonie avec la nature où les décisions sont prises
ensemble et où les richesses sont équitablement partagées afin de pouvoir
prospérer sans croissance</b> » </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">L’humanité est donc confrontée à un
triple défi : il lui faut </span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left: 108pt; mso-add-space: auto; mso-list: l2 level3 lfo4; text-align: justify; text-indent: -18pt;"><span style="color: white; font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: white; mso-themecolor: text1;">Comprendre en quoi le modèle de la
croissance économique est une impasse, </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 108pt; mso-add-space: auto; mso-list: l2 level3 lfo4; text-align: justify; text-indent: -18pt;"><span style="color: white; font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: white; mso-themecolor: text1;">Dessiner les contours d’une économie
post-croissance </span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left: 108pt; mso-add-space: auto; mso-list: l2 level3 lfo4; text-align: justify; text-indent: -18pt;"><span style="color: white; font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: white; mso-themecolor: text1;">Et concevoir la décroissance, donc le
chemin de transition de l’un à l’autre</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">La survie de l’humanité dépend
désormais de notre capacité ou non à changer le modèle économique.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;"> </span></p>
<p class="MsoListParagraph" style="margin-left: 71.45pt; mso-add-space: auto; mso-list: l4 level1 lfo3; text-align: justify; text-indent: -36pt;"><span style="color: white; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: text1;"><span style="mso-list: Ignore;">I.<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="color: white; mso-themecolor: text1;">« La
vie secrète du PIB, Entre phénomène et idéologie »</span></p>
<p class="MsoNormal" style="margin-left: 35.45pt; text-align: justify;"><span style="color: white; mso-themecolor: text1;">Au 1° chapitre, Parrique <b style="mso-bidi-font-weight: normal;">nous explique ce qu’est le PIB</b> et
comment cet indicateur est devenu, par incompréhension voire presque par
erreur, un indicateur des richesses produites, et par extension, dans les 30
glorieuses (qui ne l’étaient d’ailleurs pas pour tout le monde), un indicateur
du progrès social.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;">La croissance se définit par une augmentation du PIB, donc un élément
quantifiable de production marchandes. Ne rentre pas dans le PIB par exemple
les services écosystémiques, l’entraide ou le bénévolat. Donc si l’économie est
l’organisation sociale de la satisfaction des besoins, alors elle ne se mesure
pas en euros, mais en quantité de matières utilisées, en énergie et en heure de
travail.</span></i></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;">On le voit, l’économie devrait être un moyen et non une fin, mais aussi
l’organisation collective du consentement du partage de la valeur. Il en
découle que si l’économie ne sert pas les intérêts du plus grand nombre, elle
est inutile, voire néfaste. Pendant longtemps les économistes ont défendu
l’idée de besoins infinis, mais en réalité, les besoins d’un individu et d’une
collectivité ne sont pas si élevés.</span></i></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">En fait, l’invention du PIB date de la
Grande dépression aux USA. L’économiste Simon Kuznets est chargé par le
gouvernement américain d’inventer un tensiomètre de la santé de l’économie. Il
invente le PNB qui permet d’évaluer l’efficacité des interventions publiques et
d’organiser la hausse des productions d’armes pendant la 2<sup>nd</sup> guerre
mondiale. En 1953, les Nations Unies publient les premières normes
internationales de compatibilité, et font du PNB un indicateur mondial à
l’exception de l’URSS. En 1990 c’est le PIB qui est utilisé. Il recense
l’ensemble des productions sur un territoire donné, qq soit la nationalité des
unités de production.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Le PIB est officiellement la somme des
valeurs ajoutées brutes des unités de production économique. La croissance du
PIB est donc l’augmentation du volume de ces valeurs ajoutées dans le temps.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">La mesure du PIB dépend donc de ce
qu’on fait rentrer dans la notion de « production économique ». En
l’occurrence, la définition ne comprend que les activités commercialisables et
monétisables plus qq activités non marchandes mais dont la valeur monétaire
peut être facilement estimée.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;">Si on parlait de Produit Intérieur Net, PIN, on prendrait en compte la
dépréciation du capital, donc la perte de valeur des biens liés à leur usure
par ex. Si l’on élargit le concept de capital à la nature, et même à la santé
et bien-être des travailleurs, la croissance du PIB peut être annulée par la
dégradation des écosystèmes et des individus qu’elle a causée.</span></i></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">En 1934 Simon Kuznets met déjà en
garde contre l’usage inconsidéré du PNB, car le bien –être d’une nation ne peut
pas être déduit d’une mesure du revenu national. Et aussi « l’objectif
d’augmenter la croissance devrait spécifier la nature et la finalité de la
croissance »</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Beaucoup d’éléments posent question
dans l’usage du PIB ou PNB comme indicateur économique : l’activité des 20
millions de bénévoles français n’y est pas comptabilisée, le livre de T. Parrique
en accès libre sur le net n’apporterait que très peu de points de croissance,
tandis que sa vente en librairie en rapporte ; la valeur ajoutée des
services publics ne se mesure que par les salaires, alors que la valeur ajoutée
du secteur privé ne mesure par les salaires et les profits dégagés. </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Le dernier rapport du GIEC précise que
le PIB est établi sans déduire l’épuisement ni la dégradation des ressources
naturelles, chasser une espèce menacée en vue de la valoriser dans un
restaurant chic participe donc de la croissance du PIB.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">On parle en fait de 2 types de
croissance, l’une d’expansion, et l’autre d’intensification. La première,
l’expansion, consiste en une transformation de services ou produits non
marchands en leurs équivalents marchands, par exemple une crèche parentale
autogérée VS un service de garde d’enfants privé. La croissance d’intensification
passe par exemple par le renouvellement d’un tel mobile tous les 2 ans au lieu
de tous les 10 ans.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Les économistes s’intéressent peu aux
processus écosystémiques comme la pollinisation, la régulation du climat, le
cycle de l’eau, etc… qui permettent pourtant à l’économie de prospérer, mais
aussi aux êtres vivants de vivre. Mais à la raréfaction des ressources
naturelles ne peuvent pas se substituer d’autres facteurs de production comme
les outils, le travail ou la connaissance. Aucune machine ne peut remplacer le
climat terrestre, la pollinisation par drones demanderait une taille quantité
d’énergie et de métaux rares ne serait-ce que pour les produire.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white;"><b style="mso-bidi-font-weight: normal;"><span style="mso-themecolor: text1;">Timothée Parrique évoque ensuite les moteurs de la croissance</span></b><span style="mso-themecolor: text1;">. En fonction du système économique,
la sphère marchande sera plus ou moins importante. 3 moteurs principaux
incitent à l’accumulation : l’entreprise (productivisme), les ménages
(consumérisme), l’Etat (ce que Parrique appelle l’économisme)</span></span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -14.2pt;"><span style="color: white; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: white; mso-themecolor: text1;">Les entreprises veulent maximiser
leurs bénéfices et pour cela vendent les plus possible au moindre coût </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -14.2pt;"><span style="color: white; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: white; mso-themecolor: text1;">Les consommateurs, pour diverses
raisons, souhaitent en général pouvoir acheter de plus en plus.</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -14.2pt;"><span style="color: white; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: white; mso-themecolor: text1;">L’Etat, lui, favorise la
marchandisation de sphères sociales, et privatise à tout va.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">L’interdépendance de ces 3 moteurs
permet d’expliquer la véritable généralisation de l’idéologie de la croissance,
mais finalement, cette croyance ne daterait que des années 1950 selon l’historien
Matthias Schmelzer, à ce moment-là, l’objectif des économies occidentales est
devenue <u>non pas seulement l’accumulation, mais l’accélération de cette
accumulation. </u></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Dans ce cadre, toute réflexion
politique devient subordonnée à la volonté de marché : la lutte contre le
réchauffement climatique ne se ferait donc que si elle devient rentable. Mais
au-delà, cette tyrannie de l’argent transforme profondément les rapports
sociaux car cette religion ne nous ferait agir que selon des intérêts financiers,
indépendamment des bienfaits hors économie que nous pouvons retirer de nos
activités humaines. D’un point de vue cynique, chaque heure passée à s’occuper
de ses enfants, à militer, à s’informer, etc… représente un manque à gagner
financier.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Il se trouve que cette idéologie est
une anomalie dans l’histoire au cours de laquelle la vie humaine est une
expérience de la finitude et des limites. Dans le monde du vivant, cette phase
de croissance est toujours temporaire. Dans notre société de crise écologique
actuelle, la croissance est un non-sens, pire un fléau. </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;"> </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">II. « L’impossible découplage,
les limites écologiques de la croissance »</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Dans le 2° chapitre « les limites
écologiques de la croissance », Parrique nous parle du <b style="mso-bidi-font-weight: normal;">découplage entre croissance et écologie</b> :
en clair, est-il possible de considérer que <b style="mso-bidi-font-weight: normal;">les problèmes environnementaux créés par la croissance aujourd’hui
pourront être réglés à l’avenir, voire peut-on dès maintenant développer la
croissance sans détruire l’écologie ? Il s’agit ici de parler de
croissance verte. Le mythe de la croissance verte</b> suppose qu’il y aurait de
façon permanente et globale moyen d’augmenter l’empreinte économique tout en
diminuant les pressions environnementales. Cela n’a jamais existé au cours de
l’histoire, et Parrique, avec 6 collègues, a pu le confirmer en 2019 en
reprenant plusieurs centaines d’études universitaires sur le sujet. En 2020, 16
autres chercheurs ont revu l’intégralité des parutions scientifiques sur le
découplage qui sont globalement unanimes : il ne peut pas y avoir, dans
une société de croissance, <b style="mso-bidi-font-weight: normal;">réduction
conséquente de l’utilisation des ressources naturelles et des émissions de gaz
à effet de serre. </b></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Les partisans du découplage ne parlent
que du carbone, ne comptabilisent pas les importations, le découplage quand il
existe n’est que temporaire. Les pays, comme la France, qui se targuent de
décarboner, et de diminuer leur empreinte matière, n’ont fait que délocaliser
leur capacité de production et d’extraction.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">De plus <b style="mso-bidi-font-weight: normal;">toute forme de découplage se fait souvent au prix de recouplage
ailleurs</b> : on abandonne les voitures thermiques pour passer à
l’électrique qui réclame 6 fois plus de matériaux, on construit des panneaux
solaires d’1 MW qui vont nécessiter 3000 tonnes d’eau, etc…</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Parrique nous dit qu’il vaut mieux
estimer l’empreinte écologique d’une économie en utilisant des indicateurs de consommation,
ce qui permet d’inclure les produits consommés dans le pays mais fabriqués
ailleurs. </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Le découplage est aussi <b style="mso-bidi-font-weight: normal;">temporaire</b>, par exemple l’Autriche, la
Finlande et la Suède ont augmenté leur part de renouvelables entre 2005 et
2015, ce qui a alors réduit leurs émissions de CO2, mais ensuite l’augmentation
de la demande en énergie, liée à la capacité de production, a induit une
expansion des infrastructures énergétiques, et ont donc augmentés ensuite leurs
émissions.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><b style="color: white; mso-bidi-font-weight: normal;"><span style="mso-themecolor: text1;">La croissance verte n’existe pas aujourd’hui, mais cela n’empêche pas
certains, de suggérer qu’elle sera à l’avenir possible. </span></b></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Cela ne l’est pas, d’abord parce que
toute production réclame des <b style="mso-bidi-font-weight: normal;">ressources
et de l’énergie</b>. L’accès aux 2 devient de plus en plus complexe, les <b style="mso-bidi-font-weight: normal;">ressources se font rares, et les extraire coûte
de plus en plus d’énergie</b>. On parle de taux de retour énergétique ou EROI
en anglais, le rapport entre la quantité d’énergie rendue disponible et
l’énergie à dépenser pour l’extraire. Et ce taux est à la baisse, pour les
énergies fossiles comme pour les renouvelables. Toutes énergies confondues, il
est passé de 7 pour 1 à 6 pour 1 en 20 ans au niveau mondial.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Le constat est identique pour le taux
de concentration de minerais dans les matières extraites. Pour le cuivre par
exemple, il est passé de 4% à 1% en 1 siècle.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Rappelons que produire 1 KWh d’énergie
renouvelable consomme 10 fois plus de métaux que pour 1 KWh d’énergie fossile.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">De plus, le <u>fameux effet rebond</u>
induit qu’une amélioration d’efficacité ou de productivité entraine un effet
d’aubaine qui induit une augmentation de la consommation du produit ou service
dont la production est optimisée. Dès le 19° siècle, l’amélioration des rendements
des machines à vapeur se traduisait par une augmentation de la consommation de
charbon. Le boom du gaz de schiste aux États-Unis à fait baisser les coûts de
l’énergie et à inciter les entreprises à produire plus et elles ont donc émis
plus de CO2. La liste d’exemple des effets rebonds est infinie : la 5G, la
production des véhicules automobiles… Raison pour laquelle si on veut réduire
l’empreinte totale, il est nécessaire de décroitre. </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Le <b style="mso-bidi-font-weight: normal;">secteur des services</b> n’est pas sans consommer des ressources et
polluer. Ce secteur occupe 70% du PIB dans les pays développés, mais il
s’appuie sur les secteurs primaires et secondaires fortement polluants. De
plus, un secteur comme le numérique pourrait représenter la moitié de la consommation
électrique mondiale en 2030. Selon l’agence internationale de l’énergie Visionner
1 heure de vidéo sur Netflix représenterait un trajet de 500 m en voiture en
émission de CO2. </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">En ce qui concerne le <b style="mso-bidi-font-weight: normal;">recyclage</b>, le découplage là aussi ne se
fait pas : le taux de remplacement d’un téléphone portable augmente plus
vite que le taux de recyclage. Le secteur du recyclage pèse 625 millions d’euros
en France, quand le secteur de la publicité est de 15 milliards. En résumé, <b style="mso-bidi-font-weight: normal;">une économie ne peut pas être circulaire et
en croissance.</b></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">En ce qui concerne <b style="mso-bidi-font-weight: normal;">l’innovation</b>, certains disent qu’elle
permettra, à l’avenir de résoudre les problèmes environnementaux actuels. Mais
toutes les innovations, loin s’en faut, ne sont pas vertes. Quelles sont-elles
ces innovations vertes ? Une étude de 2016 sur le secteur automobile a
établi que le nombre de brevets polluants déposés entre 1978 et 2005 a toujours
été supérieur au nombre de brevets verts. (2 fois plus en 2005). En pratique,
les innovations dites « vertes » ne viennent pas remplacer les
innovations polluantes, mais s’y ajouter, et les infrastructures de production
d’énergie (central thermique, raffinerie, équipements de chauffage) ont une
durée de vie longue de plusieurs décennies, et continueront donc à polluer
avant qu’un autre modèle ne puisse s’y substituer. <b style="mso-bidi-font-weight: normal;">Il n’y a pas de transition énergétique, mais un empilement de mode de
production</b>. Une étude faite sur 35 pays de 1982 à 2016 montre que 1% de
croissance des brevets sur les technologies environnementales est associée à
seulement 0,005% de réduction de l’empreinte écologique. De même les rendements
de l’innovation sont de plus en plus faibles : innover demande de plus en
plus de temps et d’efforts.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white;"><b style="mso-bidi-font-weight: normal;"><span style="mso-themecolor: text1;">Même le GIEC a fini par admettre en 2022 qu’il ne peut exister de
croissance verte</span></b><span style="mso-themecolor: text1;">. </span></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;"> </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;"> </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">III. « Marché contre Société, les
limites sociales de la croissance »</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Dans le 3° chapitre, Parrique s’intéresse
à <b style="mso-bidi-font-weight: normal;">la dépendance de l’économique à
l’extra économique, derrière toute forme de production, derrière chaque produit
se cache une infrastructure sociale dont le rôle est déterminant.</b> Il
adresse ainsi les questions liées à la « sphère de la reproduction »,
le « budget temps de l’économie », le « fantasme magique de
l’innovation », le « gain de temps -ou pas- lié au progrès
technique », la « corruption des marchandises », etc… Pour
exemple du lien entre croissance et limites sociales, une boulangère ne peut
produire du pain que si elle est reposée, en bonne santé et a eu une formation
pour faire ce pain. Les facteurs de production, sont eux-mêmes issus de
production sociale et écologique. Le périmètre de la marchandisation est un
choix politique. En France, on ne peut pas vendre d’organes ni son sang, alors
que cela peut-être le cas ailleurs. La marchandisation détruit le lien social,
elle implique que chaque client en veut pour son argent. Alors qu’un service
rendu permettra d’en attendre un autre en retour, et créera donc des liens de
solidarité réels, car basés sur les besoins et la communication entre pairs.
Comme le disait l’anthropologue anarchiste David Graeber, les relations non marchandes
entretiennent la cohésion dans la société. La marchandisation génère des effets
délétères dans le rapport au collectif : par exemple je me fiche de mon
impact carbone car je compense mes émissions. Plus nous nous ancrons dans la marchandise,
plus nous sommes obsédés par le potentiel financier de nos actes et des
choses : si je suis payé au SMIC horaire, alors on peut estimer l’argent perdu
à se brosser les dents, faire la queue au supermarché, etc… ce qui induit le développement
des petits boulots pour faire vos courses, le ménage, etc… <b style="mso-bidi-font-weight: normal;">La croissance économique agit donc comme une force de dissolution
sociale.</b></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;"> </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">IV. « Fausses promesses, les
limites politiques de la croissance »</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Dans le chapitre 4, Parrique nous
parle des <b style="mso-bidi-font-weight: normal;">limites politiques de la
croissance. La croissance économique serait-elle un mal nécessaire par rapport
à tous les bienfaits qu’elle amènerait, comme réduire la pauvreté, améliorer
notre qualité de vie ou financer les budgets publics ?</b> En réalité, on
le constate, aucun de ces bienfaits n’est réel : Selon l’institut paragouvernemental
INSEE, il y a environ 10 millions de personnes pauvres en France. Mais s’il y a
des sans-logis, ce n’est pas par manque de logements, si les gens sont mal
nourris, ça n’est pas par manque de nourriture, etc…</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">L’inventaire de nos besoins pour
mettre fin à la pauvreté en France, permet d’estimer un budget de référence qui
varie selon les configurations familiales et la localité entre 1424€ pour une
personne seule et 3284€ pour un couple avec 2 enfants. Cela permet d’estimer le
<b style="mso-bidi-font-weight: normal;">revenu national minimum nécessaire</b>.
En le comparant avec le PIB on peut estimer le surplus macro-économique de richesse.
En France, au lendemain de la 2° Guerre Mondiale, il était nul, et de nos jours
<b style="mso-bidi-font-weight: normal;">il est, à 900 milliards, soit 44% du
revenu national</b>. Tout le monde peut donc vivre selon ses besoins en France,
mais les revenus, ça n’est pas un scoop, sont mal distribués. Pire, les
inégalités augmentent avec le temps. Sur la dernière décennie, la pauvreté (à
60% du revenu médian) a augmenté malgré la croissance du PIB. <b style="mso-bidi-font-weight: normal;">Pour réduire les inégalités, selon Parrique,
plusieurs solutions sont envisageables</b> : mettre en place un Revenu
minimum garanti sans conditions, augmenter les pensions minimums et le SMIC, la
sécurité sociale de l’alimentation, investir dans les services publics pour
diminuer les charges incompressibles sur les plus bas salaires, mettre en place
les transports gratuits, augmenter les salaires des travailleurs pauvres, etc…</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Les inégalités se matérialisent sous
diverses formes, le salaire n’en étant qu’une partie. Les inégalités de revenus
(tirés des loyers, intérêts, bénéfices, etc…) sont le double de celles des
salaires, mais en terme de patrimoine, ces inégalités explosent, puisque les
10% de français les plus fortunés possèdent 336 fois ce que possède les 10% de
français les moins fortunés. Parrique nous dit que la croissance du PIB ne
profite qu’aux riches, car plus les riches s’enrichissent, plus ils peuvent
placer leur argent dans des biens qui les enrichissent encore davantage. On
pourrait réduire les inégalités sans croissance en redéfinissant le partage de
la valeur ajoutée. Limiter les écarts entre les salaires est une piste, mais
redistribuer le patrimoine serait bien plus efficace. Parrique parle de
taxation des hauts revenus (retour de l’ISF), réformer la taxation de
l’héritage pour supprimer les niches fiscales, encadrer la propriété foncière (aujourd’hui
24% des ménages possèdent 68% de tous les logements). Parrique écrit qu’il
suffit donc de partager pour résoudre les inégalités.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Parrique adresse ensuite <b style="mso-bidi-font-weight: normal;">la question de l’emploi</b> : est-ce
que pour résoudre le problème du chômage il est nécessaire d’avoir de la
croissance ? En réalité il y a au moins 3 manières de créer de l’emploi :
produire plus, travailler plus lentement, et travailler moins longtemps. Pour
en décider, les travailleurs devraient avoir leur mot à dire. Plus largement,
a-t-on besoin de tous les emplois actuels, de marketeux, de vendeurs d’armes,
de conseillers en communication et autres nuisibles ? La dépendance à
l’emploi n’est pas une fatalité, dans une autre société où il y aurait contrôle
démocratique des prix, distribution harmonisée de la valeur ajoutée, des
services publics valorisés, et culture de la suffisance, le salaire de
l’activité productive ne serait qu’une petite partie de notre richesse. Parrique
évoque, page 137 une série de mesures réformistes comme autant de pistes de nature
à remplir cet objectif.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Parrique évoque ensuite en quoi la <b style="mso-bidi-font-weight: normal;">croissance n’aide en rien à financer les
budgets publics</b>. D’abord la croissance génère des couts sociaux et environnementaux
que la collectivité doit prendre en charge (pollution de l’air par exemple). Le
secteur privé, en tant que tel, parce qu’il doit rémunérer des actionnaires, a
des coûts plus élevés que ceux du public. (comparaison secteur de la santé par
exemple.)</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Parrique nous dit ensuite en quoi la croissance
n’est <b style="mso-bidi-font-weight: normal;">pas nécessaire à l’amélioration du
niveau de vie</b>. En 1974 une étude de l’économiste américain Richard
Esterlain montre une corrélation positive entre le niveau de vie et le bonheur ressenti,
mais jusqu’à un certain niveau seulement. Cette corrélation diminue à un
certain niveau. Le paradoxe d’Esterlin nous explique pourquoi les sociétés
peuvent s’enrichir alors qu’elle n’augmente pas leur niveau de bien-être.
D’autres études depuis considèrent des indicateurs objectifs comme la durée de
vie, le niveau d’éducation, l’accès à l’énergie et la qualité de la démocratie.
En 2021, pour 140 pays sont comparés les niveaux sociaux avec l’empreinte
écologique. Le Costa-Rica, la France, les Etats-Unis, la Finlande ont une
qualité de vie comparable avec des niveaux de vie variant de 1 à 5.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white;"><b style="mso-bidi-font-weight: normal;"><span style="mso-themecolor: text1;">En ce qui concerne l’espérance de vie</span></b><span style="mso-themecolor: text1;">, le PIB cesse de l’influencer. Le Portugais vit en
moyenne 2,4 années de plus que l’américain avec un PIB par habitant 65% plus
faible. En réalité, c’est la réduction des inégalités qui permettrait
d’augmenter l’espérance de vie, puisqu’en France, les 5% les plus riches vivent
en moyenne 13 ans de plus que les 5% les plus pauvres.</span></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Pour une économie de bien être, concentrons-nous
sur la qualité de vie, le sens à ce que l’on fait, la convivialité, la
croissance ne devrait être envisagée que pour les biens et services dont la société
manquerait cruellement, donc de façon sélective et temporaire.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;">En dernière analyse, les partisans de la croissance, diront que les propositions
de Parrique sont possibles en théorie mais infaisables politiquement, car les
politiques ne le feront pas.</span></i></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">C’est là où <b style="mso-bidi-font-weight: normal;">l’anarchisme rentre en jeu</b> </span><span style="color: white; font-family: Wingdings; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings; mso-themecolor: text1;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">J</span></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;"> </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">V. « Petite histoire de la
décroissance. De l’objection de croissance à la post-croissance »</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Dans le 5° chapitre, <b style="mso-bidi-font-weight: normal;">Parrique nous fait un historique de la
décroissance</b>, aboutissement de concepts qui remontent au moins aux années
60. C’est André Gorz, cofondateur du nouvel Obs qui l’utilise la première fois
à la suite de la lecture du rapport Meadows.<span style="mso-spacerun: yes;">
</span>A l’époque, Gorz se réfère uniquement à la réduction de la production. Nicolas
Georgescu, économiste, indique en 1971 que selon les règles de la
thermodynamique, il ne peut y avoir de croissance matérielle infinie dans un
monde fini.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Le <b style="mso-bidi-font-weight: normal;">rapport Meadows</b> date lui de 1972. Ces 2 scientifiques du MIT
simulent avec un modèle sur ordinateur 12 scénarii prospectifs qui étudiaient l’évolution
de la production industrielle de nourriture, la croissance démographique, la raréfaction
des ressources, et la pollution. La conclusion est sans appel : la
croissance de la production et de la population finira par dépasser les limites
de la planète. A noter que le modèle des Meadows a été depuis affiné et leur
prospective confirmée par des relevés de données empiriques en 2008 et 2020.
Bernard Charbonneau écrit en 1974 dans une revue protestante un texte
« coûts de la croissance et gains de la décroissance ». En 1972,
Simon Mansholt qui fut pour 6 mois président de la Commission Européenne, indique
qu’il faut réduire la croissance économique pour y substituer la croissance des
valeurs de bien-être. </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Beaucoup d’autres noms seraient à
citer, mais c’est <b style="mso-bidi-font-weight: normal;">surtout au début des
années 2000 que le concept de décroissance émerge</b> tel qu’on le connait aujourd’hui.
Début 2002, le magazine Silence sort un numéro spécial « décroissance
soutenable et conviviale », suivi de la publication par Hervé Kempf dans
le Monde d’un article « sauver le monde par la décroissance
soutenable ». Dans la revue Silences, Bruno Clémentin et Vincent Cheynet
posent la décroissance soutenable en face du développement durable ; Dans
ce même Numéro de Silences, Serge Latouche pose la décroissance comme une
décolonisation de l’imaginaire de la croissance, en échappant à l’économisme.
La décroissance devient une perspective qui abandonne l’utilitarisme du monde.
En effet, cet utilitarisme passe par l’extractivisme de la nature, le productivisme
maximisé, la marchandisation des relations sociales, et une obsession de l’accumulation
de l’argent.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><b style="color: white; mso-bidi-font-weight: normal;"><span style="mso-themecolor: text1;">La décroissance des années 70 était une réduction, celle des années 2000
une émancipation contre l’économisme, l’extractivisme, l’utilitarisme, le
capitalisme, le consumérisme et le techno-scientisme qui refuse les limites.</span></b></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">La décroissance soutenable devient
alors la marotte de quelques universitaires et sujet de lutte et revendication
de quelques militants, dont notre camarade anarchiste Jean-Pierre Tertrais, qui
fait éditer en 2004 à la maison d’édition de la Fédération Anarchiste, les
éditions du Monde Libertaire « Du développement à la décroissance, pour en
finir avec l’impasse suicidaire du capitalisme », qui fut réédité en
version longue en 2006. Pierre Rabhi du mouvement des colibris qui se présente
à la présidentielle en 2002 en fera son cheval de bataille avant de
l’abandonner pour la « sobriété heureuse ». Le journal « La Décroissance, le
journal de la joie de vivre » de Vincent Cheynet est créé en 2004 et le
concept de décroissance s’internationalise ensuite. En 2005, Paul Ariès écrit
« décroissance ou barbarie » Après la décroissance soutenable de
Cheynet et la décroissance conviviale de Latouche, Ariès parle lui de
« décroissance équitable » qui lie écologie et lutte contre les
inégalités. Ariès se focalise sur les stratégies politiques tandis que Latouche
mise sur une transformation de la société civile. Ce n’est que dans les années
2010 que les scientifiques comment à s’intéresser au sujet de la décroissance
et que le concept s’ouvre au grand public et devient un mouvement. Aujourd’hui
il existe 600 articles académiques sur la décroissance, sur différents domaines
de recherche : les origines historiques de l’idéologie de la croissance, les
limites de la croissance verte, les implications économiques de la
décroissance, l’étude de sociétés qui prospère sans croissance, l’étude de la
technologie, la démocratie et les transitions. Depuis 2008 est organisé un
cycle de conférences internationales, qui définit officiellement le terme
« une transition volontaire vers une économie juste participative et
écologiquement durable ». Mais en plus des conférences, des cours
d’universités voient le jour, à Science Po ou HEC… Des mémoires et thèses sont
éditées sur le sujet. Fin des années 2000, début des années 2010, 4 partis se réclament
de la décroissance, Le Parti pour la décroissance (PPLD), le Mouvement des
objecteurs de croissance (MOC), Parti des objecteurs de croissance (POC),
Écologie, pacifisme et objection de croissance (EPOC) qu’on découvre dans la
première thèse « militer à l’ombre des catastrophes » en France, 2017
de Luc Semal.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Mais aujourd’hui la <b style="mso-bidi-font-weight: normal;">décroissance est plus qu’un concept académique,
c’est devenu un domaine d’action et de débats.</b> Certains parlent d’objection
de croissance, d’autres de post-croissance, et une minorité grandissante, les
plus radicaux, de décroissance pure. </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Parmi les premiers, le secrétaire des
Nations Unis écrit sur Twitter en 2022 que le modèle de croissance infinie dans
un monde aux ressources finies mènera à l’inflation, au chaos climatique et à
des guerres. Des gouvernements britanniques ou espagnole et même une entreprise
comme Bouygues déclare que le développement durable ne peut pas exister. En
Allemagne, seuls 1% des experts de l’agence fédérale de l’environnement croient
à la croissance verte. Le dernier rapport du GIEC enterre le mythe du
découplage entre croissance et charge écologique</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">D’autres parlent de <b style="mso-bidi-font-weight: normal;">post-croissance, qui peut être utilisé pour
critiquer les limites du PIB sans sortir du capitalisme, ou parlent d’économie
alternative sans parler des transitions.</b> <i style="mso-bidi-font-style: normal;">Alors qu’en 2017, EELV sort une motion pour constituer une mission
« société Post-Croissance » dans laquelle ils appellent à la
« décroissance des excès » … => en 2022, il n’y a plus de mention
ni de décroissance ni de post-croissance dans le programme présidentiel EELV.
Seul l’objection de croissance a voix au chapitre…</i></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">A l’étranger le concept de
décroissance est médiatiquement assez répandu et mieux traité que dans les
médias français. En Irlande, le président déclare en 2020 que la décroissance
est la seule stratégie soutenable pour la survie de la planète, alors qu’en
France, Ruffin ou Hamon se disent agnostiques sur la décroissance et le gouvernement
actuel se dit à fond opposé à la décroissance, tandis que EELV y est réticent
depuis 2007 où Voynet gagne la primaire lors de laquelle elle soutient le développement
durable. Et récemment Jadot et Rousseau déclarent se désintéresser de la
question.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">La société civile, elle semblerait
plus à l’écoute du concept, puisque Parrique, depuis la publication de sa thèse
a été invité plus de 200 fois pour en parler lors de conférences ou invitations
médiatiques auprès de grandes entreprises, de formations supérieures
d’ingénieurs ou de commerce, et des institutions gouvernementales autour de
l’économie écologique. Le monde de la mode, de l’art et même le pape, reprenne
le terme !</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><b style="color: white; mso-bidi-font-weight: normal;"><span style="mso-themecolor: text1;">Parrique nous explique que la décroissance est donc un modèle de
transition en vue de construire une société de post-croissance. </span></b></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;"> </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">VI. « Un chemin de transition.
Mettre l’économie en décroissance »</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Dans le chapitre 6, <b style="mso-bidi-font-weight: normal;">Parrique nous explique que la Décroissance
est effectivement un chemin de transition. </b></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><b style="color: white; mso-bidi-font-weight: normal;"><span style="letter-spacing: -0.2pt; mso-themecolor: text1;">Rappelons la définition de la décroissance
« réduire la production et la consommation pour alléger l’empreinte
écologique de manière démocratiquement planifiée dans un esprit de justice
sociale et dans le souci du bien-être ». </span></b></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">En effet, au-delà du mouvement, de pratiques
diverses, d’un courant de pensée, d’une théorie critique et d’un sujet d’étude,
c’est aussi une stratégie de transition, donc un phénomène complet. Il entend
donc expliquer ce que serait une économie décroissante et comment la mettre en
œuvre.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Il s’agit d’abord d‘une réduction de
la production et de la consommation. La production se trouverait démarchandisée
et des activités de production, de consommation et leurs impacts polluants
cesseraient. Nous parlons ici des activités inutiles ou néfastes. En plus de ce
rétrécissement aurait lieu un ralentissement de l’économie. Il y aurait à ce titre
d’une part <b style="mso-bidi-font-weight: normal;">la frugalité</b>,
c’est-à-dire arrêter de faire certaines choses (prendre l’avion, acheter des
USV, manger de la viande…) mais aussi de <b style="mso-bidi-font-weight: normal;">la
sobriété</b> qui est une forme de modération (partir en vacances moins loin,
travailler moins, garder le même téléphone plus longtemps…)</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Cette décroissance par le rétrécissement
et le ralentissement aurait comme conséquence une baisse automatique du PIB. </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Le choix des secteurs économiques à
rediriger graduellement seraient décidés démocratiquement, et nos forces de
travail utilisées à bien d’autres activités non marchandes bénéfiques à tous,
par exemple moins de construction de parking, mais plus de rénovation de
bâtiments et de réapparition de vélo. Moins d’agents immobiliers mais plus d’aides-soignants
et de paysans.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Cette transition ne peut être engagée
que par des <b style="mso-bidi-font-weight: normal;">politiques de décroissance
volontariste</b>. Alors que les politiques de croissance ont toujours été
décidées de façon antidémocratique, <b style="mso-bidi-font-weight: normal;">la
décroissance ne peut fonctionner que par un renforcement de la démocratie.</b></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Pour réduire la quantité de
production, il importe de réduire le temps de travail, travailler de façon
moins intense et moins longtemps.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Si la publicité était interdite, cela
bénéficierait à la fois à la réduction de ce secteur économique mais aussi à la
réduction de la consommation des biens et services promus. </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Parrique a <b style="mso-bidi-font-weight: normal;">identifié dans une revue plus de 380 mesures concrètes de croissance</b>.
Cela passe, par exemple, par l’abandon des grands projets inutiles et
imposés,<span style="mso-spacerun: yes;"> </span>les moratoires sur les forages
marins, la taxation des patrimoines financiers en fonction de l’empreinte carbone,
la criminalisation de l’obsolescence programmée, la fermeture de lignes
aériennes, la généralisation des logiciels libres, la taxe sur les transports
routiers, l’interdiction du trading haute fréquence, le démantèlement des banques,
la non-lucrativité des secteurs comme l’éducation, la santé, le rationnement
des énergies fossiles </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><b style="color: white; mso-bidi-font-weight: normal;"><span style="mso-themecolor: text1;">La stratégie de la décroissance répond aux objectifs d’alléger
l’empreinte écologique de manière démocratique dans un esprit de justice sociale
et dans le souci du bien-être.</span></b></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">Dans la suite de ce chapitre, Parrique
détaille chacun de ces items</span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-themecolor: text1;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="color: white;"><b style="mso-bidi-font-weight: normal;"><span style="mso-themecolor: text1;">Alléger l’empreinte écologique</span></b><span style="mso-themecolor: text1;"> : une économie n’est soutenable
que si les ressources sur lesquelles elle s’appuie peuvent se régénérer et le
milieu naturel supporter ses déchets. On parle de biocapacité d’un écosystème
pour le mesurer. Une carotte pousse en 75 jours, un arbre en plusieurs
décennies. La vitesse de la consommation-déchets ne doit pas dépasser la
vitesse de régénération-assimilation. On le sait la capacité de charge de la
planète est largement dépassée. La France dépassait en 2015 6 des 7 limites planétaires
sur les émissions de gaz à effet de serre, l’usage de l’azote et du phosphate,
l’empreinte matérielle, l’empreinte écologique et l’usage des sols. L’empreinte
matérielle était de 22 tonnes par habitants, quand la limite soutenable est de
7 tonnes par Français. L’empreinte écologique d’un français est de 4,8 Ha
globaux par personne soit le double de la biocapacité du pays et les émissions
de gaz à effet de serre plus de 3 fois supérieurs au seuil pour contenir le réchauffement
climatique. <b style="mso-bidi-font-weight: normal;">La décroissance est donc un
régime appliqué à l’économie pour réduire son empreinte écologique. Ce régime doit
être sélectif et cibler en priorité les biens et services à fort impact
écologique. </b>Par exemple, réduire l’usage de la voiture, le chauffage au gaz
et au fioul, diminuer l’élevage, l’aviation, la construction et les activités
militaires. Parrique examine <b style="mso-bidi-font-weight: normal;">ensuite les
leviers utilisables pour arriver à cette décroissance. Il les classe en 3
grandes catégories, les leviers d’interdiction, de rationnement et de
fiscalité.</b> Les interdictions consisteraient à arrêter le transport aérien,
ou la publicité. Pour rationner, Parrique évoque la mise en place d’une carte
carbone. La fiscalité pour sa part augmenterait le prix des activités que l’on souhaite
décourager comme les vols en avion et mettre en place les transports publics gratuits
comme l’a fait le Luxembourg en 2020 et 60 villes de France. </span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-themecolor: text1;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="color: white;"><b style="mso-bidi-font-weight: normal;"><span style="mso-themecolor: text1;">Planification démocratique.</span></b><span style="mso-themecolor: text1;"> La <b style="mso-bidi-font-weight: normal;">décroissance doit être planifiée</b> parce que le capitalisme nous dit Parrique
n’est pas conçu pour décroitre et que ses agents économiques ne veulent pas
entendre parler de la décroissance ; On ne peut pas imaginer une
entreprise pétrolière renoncer à exploiter des ressources profitables. <b style="mso-bidi-font-weight: normal;">Une planification organisée pour la
décroissance plutôt que pour la croissance comme c’est le cas aujourd’hui poserait
problème aux grandes entreprises</b> qui détiennent réellement le pouvoir et
décident ce qu’il faut produire dans une optique de lucrativité. <b style="mso-bidi-font-weight: normal;">Parrique affirme que pour pouvoir mettre en
œuvre une stratégie de la décroissance il faudra reprendre le contrôle des
organisations qui aujourd’hui bloquent toute tentative de sobriété.</b> Pour
limiter le réchauffement climatique à +1,5° il faudra renoncer à exploiter au moins
60% des réserves de pétrole et de gaz et les 90 % de réserves de charbon
restantes. Mais les actionnaires de ces grands groupes ne renonceront jamais à
ces profits potentiels, ces entreprises font tout pour sauvegarder leurs marges
et continuer à extraire (les 5 plus grandes entreprises fossiles du monde ont dépensé
250 millions d’euros en lobbying contre la régulation climatique auprès de
l’Union européenne). Parrique dit qu’il faut <b style="mso-bidi-font-weight: normal;">nationaliser ces entreprises et prendre la décision à leur place.</b>
Il imagine un pôle public de l’énergie avec EDF, Engie, Total pour permettre la
transition vers les énergies bas carbone. Il évoque aussi la formation d’un
pôle stratégique du transport avec la SNCF les autoroutes, les aéroports, etc…
Si les banques refusent de financer la transition écologique, il faudra aussi
décider à leur place (les nationaliser), et suspendre les financements des
projets d’extraction d’énergie fossile. Il évoque la même chose pour
l’industrie pharmaceutique, les entreprises de télécoms, etc… Il indique que le
contrôle hiérarchique par une minorité d’actionnaires n’est pas compatible avec
l’objectif de transition écologique. Parrique estime que la nationalisation
(page 205) est un rempart XXXXXXXXX démocratique alors que les 3 plus gros pollueurs
de la planète sont des entreprises publiques, en Chine, Russie et Arabie
Saoudite. Mais Parrique parle aussi de <b style="mso-bidi-font-weight: normal;">coopérativiser
les entreprises, c a d de démocratiser leur fonctionnement.</b> Parrique dit
que pour se faire, les entreprises pourraient verser dans un grand fond de propriété
inclusive géré collectivement par des représentants élus dans lequel les
entreprises verseraient leurs nouvelles actions... XXX Ou sont les travailleurs
dans ses choix XXX</span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-themecolor: text1;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="color: white;"><b style="mso-bidi-font-weight: normal;"><span style="mso-themecolor: text1;">Dans un esprit de justice
sociale :</span></b><span style="mso-themecolor: text1;"> la
décroissance doit être juste : Parrique parle de contraction pour les riches
et de convergence pour les pauvres. Ce sont les plus gros consommateurs qui
devront renoncer à leurs revenus et les entreprises les plus polluantes qui
devront ralentir leur production et renoncer à leurs profits. Et donc les plus
petits pays, et les plus faibles revenus qui bénéficieront du changement d’organisation
économique. Les budgets écologiques et économiques seront donc planétairement
redistribués. <b style="mso-bidi-font-weight: normal;">La décroissance des riches
est la condition de la prospérité des pauvres</b> ; Aujourd’hui partout
sur la planète, la différence dans l’utilisation du budget carbone est surtout
entre les classes sociales : selon un rapport récent de France Stratégie, <b>institution
autonome placée auprès de la Première ministre</b>, qui publie des analyses et
propositions sur les enjeux sociaux, économiques et environnementaux, les 50%
de ménages les plus modestes devront réduire leur empreinte carbone de 4%
tandis que les 10% les plus riches devront la réduire de 81%. Notons aussi que
l’empreinte carbone selon OXFAM des 63 milliardaires français est égale à l’empreinte
du patrimoine de la moitié des français. Il est donc urgent de les empêcher de
nuire car il ne servirait à rien d’arrêter de manger de la viande s’ils
continuent à voler en jet privé. Aujourd’hui 1% de la population mondiale a
causé la moitié des émissions du secteur de l’aviation alors que 96% de la population
n’a jamais pris l’avion, la décroissance dans l’aviation pourrait passer par un
renchérissement de l’accès à l’avion d’affaires et touristiques et répartir des
crédits avions auprès des autres. Parrique dit aussi qu’il faut réorienter les
flux financiers vers les pays du sud.</span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-themecolor: text1;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="color: white;"><b style="mso-bidi-font-weight: normal;"><span style="mso-themecolor: text1;">Dans le souci du bien-être.</span></b><span style="mso-themecolor: text1;"> Parrique ne veut pas d’une
décroissance qui soit une récession qui détériorait donc la qualité de vie du
plus grand nombre. Parrique nous dit qu’il faut nous intéresser au mode de vie
de ces pays comme le Costa Rica qui réussissent à découpler le PIB et les
émissions carbone du taux de bien-être de la population.<span style="mso-spacerun: yes;"> </span>3 tonnes de CO2 par costaricain contre 10
tonnes pour un français et 15 pour un américain en moyenne. Dans une étude
comprenant 106 pays on apprend que la qualité des services publics, la
redistribution des revenus et la démocratie sont des stratégies plus efficaces
pour améliorer le bien-être et moins intense écologiquement. Parrique réévoque
donc la mise en place de politiques publiques via la gratuité. Il propose
également d’encadrer les prix des biens essentiels pour les rapprocher des
coûts réels de production, par exemple dans le domaine de l’immobilier. <i style="mso-bidi-font-style: normal;">Une garantie de l’emploi à travers la
création d’un système de coopérative d’emploi à l’échelle de la commune
permettrait en mode démocratie participative de planifier les activités
professionnelles et les compétences, en fonction des besoins. Ces
« communs du travail » permettrait de satisfaire les aspirations des travailleurs
en donnant du sens à leur travail et en l’organisant démocratiquement pour ajuster
l’activité économique. Parrique évoque également le mise en place de
« Communs de la consommation » qui consisterait à évaluer la
possession avec la question « est ce que cette chose vous rend réellement
heureux ? » On pourrait réfléchir à mettre en commun différents
objets ou services pour en partager l’usage</i> (véhicules, machines à laver,
boite à livre…) et on pourrait faire disparaitre les choses devenues inutiles
(les hôtels, les voitures personnelles…) par le partage. En travaillant moins,
on pourrait vivre mieux en s’adonnant à une vie associative et politique riche
de sens et participerait donc à une grande croissance humaniste intellectuelle
et politique.</span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;"> </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">En conclusion de ce chapitre, rappelons ce qu’est <b style="mso-bidi-font-weight: normal;">l’économie de la décroissance « réduire la production et la
consommation pour alléger l’empreinte écologique de manière démocratiquement
planifiée dans un esprit de justice sociale et dans le souci du bien-être »</b></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 35.45pt;"><b style="color: white; mso-bidi-font-weight: normal;"><span style="mso-themecolor: text1;">Cette économie de la décroissance
permettrait de redescendre en dessous de plafonds écologiques insoutenables en
ayant une économie participative où on décide ce qu’on consomme et ce qu’on
produit, moins d’inégalités, une meilleure qualité de vie qui permettrait
d’absorber les chocs écologiques et géopolitiques. Ce que nous devons faire
pour survivre est aussi ce que nous devrions faire pour être heureux. </span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 35.45pt;"><b style="color: white; mso-bidi-font-weight: normal;"><span style="mso-themecolor: text1;">Cette stratégie de transition doit
nous préparer à une destination, celle d’une économie de la post-croissance. </span></b></p>
<p class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;"> </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">VII. <b style="mso-bidi-font-weight: normal;">« Un projet de société, Vers une économie de
post-croissance »</b></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">C’est le projet
de société que pousse Parrique dans son chapitre 7 <b style="mso-bidi-font-weight: normal;">« Vers une économie de post-croissance »</b></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">Parrique souhaite
dans ce chapitre clarifier la destination de ce processus de transformation,
c’est-à-dire le système _économique dit-il_ qui remplacerait l’économie de
croissance actuelle.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">Cette phase de post-croissance
est une « <b style="mso-bidi-font-weight: normal;">économie stationnaire en
relation harmonieuse avec la nature où les décisions sont prises ensemble et où
les richesses sont équitablement partagées afin de pouvoir prospérer sans
croissance »</b>. Ce sont donc de principes de fonctionnement d’une
économie pérenne. </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">Il s’agit donc
d’atteindre une taille économique théorique qui garantit le bien-être et la justice
sociale sans dépasser la capacité de charge des écosystèmes. Il s’agit donc de
définir « de quoi avons-nous vraiment besoin pour être heureux » et
« que pouvons-nous nous permettre de produire pour préserver
l’habitabilité de notre planète »</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">XXX Parrique reste
un économiste « dans une économie stationnaire post croissance, les gains
de productivité sont utilisés non pour augmenter la production comme aujourd’hui
mais pour réduire le temps de travail et rendre ses conditions plus
agréables » On doit se libérer des obligations à produire plus et consommer
plus. Ces injonctions viennent de 3 acteurs : les entreprises (quête de profit),
les gouvernements (politique de croissance) et les consommateurs (+ de
revenus). Une économie post croissance devrait se débarrasser des institutions
qui encouragent le toujours plus, nous dit Parrique XXX</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><b style="color: white; mso-bidi-font-weight: normal;"><span style="letter-spacing: -0.2pt; mso-themecolor: text1;">L’auteur dit que ce chantier est divisible en 4
gros projets :</span></b></p>
<p class="MsoListParagraphCxSpFirst" style="mso-list: l3 level1 lfo1; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-themecolor: text1;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="color: white;"><b style="mso-bidi-font-weight: normal;"><span style="letter-spacing: -0.2pt; mso-themecolor: text1;">Repenser notre
relation avec le vivant</span></b></span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo1; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-themecolor: text1;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="color: white;"><b style="mso-bidi-font-weight: normal;"><span style="letter-spacing: -0.2pt; mso-themecolor: text1;">Transformer la
façon dont nous produisons</span></b></span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo1; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-themecolor: text1;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="color: white;"><b style="mso-bidi-font-weight: normal;"><span style="letter-spacing: -0.2pt; mso-themecolor: text1;">Harmoniser le
partage des richesses</span></b></span></p>
<p class="MsoListParagraphCxSpLast" style="mso-list: l3 level1 lfo1; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-themecolor: text1;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="color: white;"><b style="mso-bidi-font-weight: normal;"><span style="letter-spacing: -0.2pt; mso-themecolor: text1;">Redéfinir la
prospérité</span></b></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;"> </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><b style="color: white; mso-bidi-font-weight: normal;"><span style="letter-spacing: -0.2pt; mso-themecolor: text1;">Repenser la relation avec le vivant :</span></b></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">Pour Parrique <i style="mso-bidi-font-style: normal;">une économie stationnaire ne peut produire
plus que si elle parvient à améliorer la façon dont elle utilise son budget
écologique ou si celui-ci augmente</i>. La production pourrait donc varier en
fonction de l’état des ressources naturelles et notre capacité à les utiliser.
L’objectif de l’éco-innovation est de découpler le plus possible la production
socialement utile des pressions environnementales, c’est-à-dire <b style="mso-bidi-font-weight: normal;">réduire la Co-dépendance énergétique de
l’économie</b>. Il faut que notre mode de production soit le plus circulaire
possible sur l’usage des matériaux et renouvelable que possible sur les
énergies. <b style="mso-bidi-font-weight: normal;">L’éco-innovation</b> permet de
remplacer une ancienne source d’énergie par une autre à moindre empreinte
énergétique, ce qui libère un surplus énergétique éventuellement disponible
pour la société. Quand un nouveau procédé de production permet de diminuer la
matière utilisée, cela libère des matériaux disponibles pour une production
ultérieure potentielle. Parrique dit que ces <b style="mso-bidi-font-weight: normal;">gains d’efficience pourraient permettre de travailler moins et de
sanctuariser des écosystèmes. </b></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">Parrique nous dit
que <b style="mso-bidi-font-weight: normal;">l’objectif central de l’économie de
la post-croissance c’est une nouvelle relation avec le vivant. </b>Plutôt que
de parler d’écosystème avec le langage de l’ingénierie<i style="mso-bidi-font-style: normal;">, si nous pensons aux écosystèmes comme des sociétés naturelles
peuplées d’être vivants, cela permet de réfléchir à 2 fois avant d’entamer un
processus productif consistant à détruire une forêt. </i>Et si les économistes se
posaient enfin la question « de quels humains la nature a-t-elle
besoin ? » Qu’est-ce qui fait communauté ? Peut-on envisager une
convivialité multi-espèces où la nature aurait des droits, où le vivant ne
serait plus considéré exclusivement comme une ressource exploitable au-delà de
nos besoins ? Le crime d’écocide n’est toujours pas inscrit dans le droit
international… </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;"> </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><b style="color: white; mso-bidi-font-weight: normal;"><span style="letter-spacing: -0.2pt; mso-themecolor: text1;">Les décisions sont prises ensembles :</span></b></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">Une fois la phase
de décroissance terminée, Parrique propose que la planification démocratique de
l’économie continue : Si l’objectif d’une économie est de contenter, il
faut constamment s’assurer qu’elle produise ce dont les gens ont besoin, et
donc qu’ils puissent s’exprimer. Ici, Parrique invoque l’idéal de la <b style="mso-bidi-font-weight: normal;">démocratie économique du municipalisme
libertaire de Murray Bookchin et le confédéralisme démocratique</b> d’Ocalan. <i style="mso-bidi-font-style: normal;">Il faudrait une démocratie directe,
délibérative, et participative de proximité, liée à une démocratie
représentative de plus hauts niveaux, la région, le pays, un groupe de pays. Et
là, l’auteur évoque la notion d’échelle :</i> <i style="mso-bidi-font-style: normal;">localement</i>, des tables de quartier comme à Montréal entre voisins
depuis les années 60 ; au niveau de la commune, des budgets participatifs
comme à Porto Alegre dans les années 80 ; <i style="mso-bidi-font-style: normal;">dans les entreprises, des conseils de cogestion multipartites</i>
conviant les acteurs du territoire : travailleurs, usagers, collectivités
territoriales, pour participer à décider sur les choix des produits, les technologies
de production, les prix… A l’échelle d’un pays, des conventions citoyennes et
des référendums d’initiative citoyenne ; A l’échelle internationale des
assemblées transnationales comme l’ONU… L’auteur nous dit que la difficulté est
d’identifier les besoins pas directement visibles ni mesurables et discuter des
équilibres parfois contradictoires quand, par exemple, on fixe le prix des
produits. </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white;"><i style="mso-bidi-font-style: normal;"><span style="letter-spacing: -0.2pt; mso-themecolor: text1;">Il imagine une économie où les entreprises seraient
obligées de définir une mission de production qui justifie aux yeux du public
en quoi consiste son activité et en quoi elle est utile. Cette mission serait
définie par une convention multipartites prenantes. Chaque entreprise serait
dotée d’un comité de mission qui contrôlerait en interne que la mission est
bien accomplie, et les entreprises seraient auditées en externe par des
tribunaux d’existence comme c’est le cas pour les SCIC.</span></i><span style="letter-spacing: -0.2pt; mso-themecolor: text1;"> Les entreprises
à mission remplaceraient donc les entreprises à but lucratif. Les <b style="mso-bidi-font-weight: normal;">entreprises n’auraient plus la liberté d’entreprendre
mais pour exister, une entreprise devrait avoir une mission et un plan concret pour
l’atteindre qui corresponde aux besoins de la population.</b> Il serait décidé
ce que nous voulons produire et comment nous voulons produire. Parrique propose
ensuite la mise en place<u> d’indicateurs de prospérité</u>. Plutôt qu’une
comptabilité financière, il faudrait trouver un équilibre entre 3
objectifs : <i style="mso-bidi-font-style: normal;">la soutenabilité en lien
avec la charge écologique, la convivialité qui est le bien être des parties
prenantes, et la productivité (l’efficience productive).</i> Ces objectifs
étant ordonnés ici du plus au moins important. Parrique met en avant les
low-techs comme étant une philosophie de production désignant un ensemble de
technologies utiles qui répondent à des besoins essentiels, accessibles car <u>appropriable
par le plus grand nombre</u>, et durables car éco conçues, robustes, réparables,
et recyclables. Pour Parrique <i style="mso-bidi-font-style: normal;">une bonne
manière de démocratiser l’économie serait de transformer toutes les entreprises
privées en coopératives, de production, d’usagers d’achat, de crédit… Parrique voit
ces entreprises comme des communs. Définissons ici ces communs : ce serait
des institutions gouvernées par les parties prenantes liées à une chose commune
ou partagée matérielle ou immatérielle au service d’un objet social,
garantissant collectivement les capacités et les droits fondamentaux (accès,
gestion, et décision) des parties à l’égard de la chose ainsi que leurs devoirs
(préservation, ouverture et enrichissement) envers elle.</i> Sur la question du
financement : il faudrait que les entreprises puissent se financer auprès
d’acteurs qui n’exigent pas de retours financiers toujours positifs... De
nouveaux communs bancaires privilégieraient les projets créateurs de bien-être,
etc… L’auteur évoque des fonds socialisés d’investissement, ou réseau de
réciprocité financière dans lesquels une partie du surplus économique serait mutualisé
dans un réseau de commissions d’investissements.</span></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;"> </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><b style="color: white; mso-bidi-font-weight: normal;"><span style="letter-spacing: -0.2pt; mso-themecolor: text1;">Où les richesses sont équitablement partagées</span></b></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">L’auteur indique
que le partage doit être définit en amont de la production (c’est la pré
distribution de l’héritage), pendant le processus de production, c’est la
distribution de la valeur ajoutée, et après coup (la redistribution des
richesses créées)</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white;"><i style="mso-bidi-font-style: normal;"><span style="letter-spacing: -0.2pt; mso-themecolor: text1;">En amont donc, il faut un héritage minimum garanti.</span></i><span style="letter-spacing: -0.2pt; mso-themecolor: text1;"> Selon Thomas Piketty,
à 25 ans, chaque individu recevrait 60% du patrimoine moyen (soit 120.000
euros) financé par un impôt sur la propriété privée. Cette somme permettrait
par exemple de mieux partager l’accès au logement. </span></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white;"><i style="mso-bidi-font-style: normal;"><span style="letter-spacing: -0.2pt; mso-themecolor: text1;">Pendant le processus de production, il faut le
partage de la valeur ajoutée</span></i><span style="letter-spacing: -0.2pt; mso-themecolor: text1;">. Invoquant Lordon, il indique qu’il faut <i style="mso-bidi-font-style: normal;">en finir avec la propriété lucrative des
moyens de production.</i> Cela implique que la valeur ajoutée d’une entreprise
est équitablement répartie entre les différentes parties prenantes internes et externes
qui participent à la production via la délibération en AG. Selon le principe du
salaire libre, chaque partie prenante décide de leur rémunération. Personne ne
peut s’approprier les bénéfices réalisés par une entreprise. Ce qu’ajoute Parrique
c’est que cette technique d’autodétermination pourrait s’appliquer à toute
autre décision : horaires de travail congés, fixation des prix. </span></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white;"><i style="mso-bidi-font-style: normal;"><span style="letter-spacing: -0.2pt; mso-themecolor: text1;">A l’issue du processus de production, il y a la</span></i><span style="letter-spacing: -0.2pt; mso-themecolor: text1;"> <b style="mso-bidi-font-weight: normal;">redistribution des richesses créées</b>.
Ici Piketty est encore invoqué avec un <i style="mso-bidi-font-style: normal;">système
de taxation des revenus organisé en tranches d’imposition progressive en fonction
du revenu moyen</i>. Ce système distributif permettrait de financer un revenu minimum
garanti fixé au seuil de pauvreté. Une partie de ce revenu de base pourrait être
versé en monnaie alternative sur le modèle de la sécurité sociale de
l’alimentation, et une autre partie en monnaie nationale…</span></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;"> </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><b style="color: white; mso-bidi-font-weight: normal;"><span style="letter-spacing: -0.2pt; mso-themecolor: text1;">Afin de pouvoir prospérer sans croissance :</span></b></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">Il s’agit ici de
redéfinir la notion de prospérité. Une loi de 2015 impose en théorie au gouvernement
de remettre au parlement un rapport annuel sur <b style="mso-bidi-font-weight: normal;">les nouveaux indicateurs de richesses</b>. En pratique, cette loi n’a
jamais vraiment été appliquée, et ces rapports n’ont été que de l’enfumage
gouvernemental… La Nouvelle-Zélande a commencé en 2019 à tenir un tableau de
bord avec 65 indicateurs économiques sociaux et environnementaux. Prospérer
c’est d’abord se poser la question du bien-être, de quoi avons-nous besoin pour
mener une vie heureuse. Il s’agit donc de se poser la question de l’être VS
l’avoir. Parrique invoque les concepts de simplicité volontaire, sobriété conviviale,
etc… Mais pour que cette sobriété heureuse soit possible il faut l’organiser collectivement,
car la manière dont on organise l’accès aux biens et services détermine les
choix de sobriété possible. Selon Parrique, la santé, l’éducation les
transports, l’énergie, l’alimentation, le logement devraient tous être gérés démocratiquement
dans la logique de la non lucrativité. Parrique évoque une économie débarrassée
de la production lucrative et de ses rentiers, de prix encadrés qui oscillent autour
des prix de production, une économie de gratuité partagées. <i style="mso-bidi-font-style: normal;">Cela implique donc une économie rationnelle
« moins de biens, plus de liens » Tout le monde serait riche sans que
personne ne soit pauvre.</i> </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;"> </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">VIII.
« Controverses, 12 critiques de la décroissance »</span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">Au
8° chapitre, Parrique cite <b style="mso-bidi-font-weight: normal;">les critiques
qui sont faites contre la décroissance</b>. Parmi d’autres, Michel Rocard,
ancien Premier Ministre, déclare que cette alternative mortifère nous mènerait
tout droit à la guerre civile. D’autres plus nuancés considère que c’est un mot
repoussoir qui est une limite à la diffusion des idées fortes qu’il défend. Et
pourtant, Parrique indique qu’il a le mérite de résumer la cause du problème et
d’identifier une solution concrète. </span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">D’autres
estiment que la décroissance serait forcément <b style="mso-bidi-font-weight: normal;">douloureuse</b>, car il faudrait se passer de plaisir et de bien-être. Parrique
répond qu’il faudra mener une cure de désintoxication matérialiste, qui sera
sans doute un peu désagréable pour des consommateurs aliénés, mais retarder
l’action climatique par peur de déprimer une poignée de super riches est
indécent dans une société où la pauvreté subsiste, puisqu’on parle bien de
partage des efforts et des bénéfices de la sobriété.</span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">D’autres
estiment que la décroissance serait <b style="mso-bidi-font-weight: normal;">inefficace</b>.
Et pourtant, au vu des problèmes environnementaux, la ressource la plus durable
est celle que l’on n’a pas besoin d’utiliser, donc il faut commencer par
arrêter de produire et de consommer le plus de choses possibles. </span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">D’autres
encore comme Bruno Le Maire, estime que la décroissance va amener plus de <b style="mso-bidi-font-weight: normal;">pauvreté</b>. Encore une fois, la
décroissance doit être sélective et cibler ceux qui contribue le pus au
dépassement écologique. Les richesses sont là, elles sont justes mal partagées.
<b style="mso-bidi-font-weight: normal;">En France, en 2021, 56% du revenu
disponible national suffisait si redistribué équitablement, pour satisfaire les
besoins de l’ensemble de la population française et permettre à tous de
participer à la vie sociale.</b> Les français pourraient donc sans aucun changement
d’infrastructure, décroitre de 44% sans générer de pauvreté. Les 10% des plus
riches de la planète consomment autant que les 80% les plus pauvres…</span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">La
décroissance serait <b style="mso-bidi-font-weight: normal;">égoïste</b> pour
certains, car elle ne nous permettrait pas de mettre fin à la pauvreté des pays
du sud. En réalité, il suffirait de redistribuer moins d’un tiers du revenu
annuel des 1% les plus riches pour éradiquer la pauvreté en dessous du seuil de
7$ par jour. La croissance alimente au contraire un cercle vicieux de
mondialisation malveillante.</span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">La
décroissance serait aussi <b style="mso-bidi-font-weight: normal;">austéritaire
pour les travailleurs</b>, le pensent certains intellectuels de gauche. En
réalité, on sait fabriquer de l’argent, mais on ne sait pas allonger le temps
et fabriquer des écosystèmes, on ne peut pas produire de la nourriture à partir
de rien, mais on peut produire une alimentation saine et de qualité sans
argent. La décroissance libèrera du temps pour développer les services publics
et les communs, donc plus de moyens pour développer des secteurs qui
contribuent au bien-être. </span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.2pt; mso-themecolor: text1;">La
décroissance serait éventuellement <b style="mso-bidi-font-weight: normal;">capitaliste</b>,
selon l’économiste Harribey qui lui reproche d’abandonner la critique marxiste
du capitalisme au profit d’une cible abstraite, la croissance. Pour Lordon, les
décroissanssistes qui ne parleraient pas de sortie du capitalisme sont des
rigolos. Mais Parrique le rappelle, le capitalisme est basé sur l’accumulation
de capital, et qui ne peut pas décroitre sans rentrer en crise. Parrique nous
dit que <b style="mso-bidi-font-weight: normal;">l’éco-socialisme, c’est le
socialisme sans l’extractivisme, le productivisme et le consumérisme, un
socialisme sans croissance.</b> La décroissance est la transition nécessaire
pour les pays en dépassement écologique. Et la post-croissance ou éco
socialisme, c’est le modèle économique et le projet de société qui permettra de
faire prospérer une économie stationnaire dont le métabolisme biophysique aura
été réduit. Parrique nous dit qu’aucune croissance économique n’est soutenable
sur le long terme, que l’économie soit capitaliste, socialiste ou anarchiste. <b style="mso-bidi-font-weight: normal;">Parrique dit qu’il faut sortir du
capitalisme, mais que cela ne suffira pas si une nouvelle organisation sociale
retombe dans l’idée d’extraire de façon illimitée. La croissance n’est pas seulement
le fruit du capitalisme, mais aussi le produit d’une métaphysique de l’illimitation
qui recouvre l’impérialisme, le colonialisme, l’extractivisme, le
productivisme, le matérialisme, le trans-humanisme, etc…Il évoque une métamorphose
anthropologique, plus radicale que le simple anticapitalisme.</b></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.25pt; mso-themecolor: text1;">La
décroissance serait <b style="mso-bidi-font-weight: normal;">anti-innovation, antiscience
voire réactionnaire</b> car promouvant les sociétés agraires traditionnelles. Parrique
dit que les sujets étudiés aujourd’hui par l’innovation répondent à des
impératifs de marché pour servir les plus riches : comment concevoir des algorithmes
de trading à haute fréquence, comment récolter les données personnelles pour
vendre de la publicité. Parrique répond que la décroissance ne va pas supprimer
l’innovation mais en changer le contenu : plutôt que comment augmenter la rentabilité
de mes bitcoins, comment réduire le gâchis alimentaire, comment protéger des espèces
en voie d’extinction, etc… D’ailleurs, la décroissance est une stratégie
innovante de transition.</span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.25pt; mso-themecolor: text1;">La
décroissance serait <b style="mso-bidi-font-weight: normal;">anti-entreprise</b>
selon d’autres. En réalité, Parrique nous dit qu’elle est antilucrativité et
prône la réduction des grands groupes multinationaux, mais suggère une organisation
de l’activité par des petites structures réparties sur les territoires et
gérées de façon coopérative.</span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.25pt; mso-themecolor: text1;">D’autres
pensent aussi que la décroissance serait <b style="mso-bidi-font-weight: normal;">contre-nature</b>
car l’être humain veut avoir toujours plus. En réalité, si vouloir améliorer
son sort est un désir sain, produire plus n’est pas toujours le meilleur moyen
d’atteindre cette finalité. Les choses peuvent changer, l’être humain peut réapprendre
la solidarité plutôt que la cupidité.</span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.25pt; mso-themecolor: text1;">D’autres
pensent encore que la décroissance serait <b style="mso-bidi-font-weight: normal;">inaudible
ou inacceptable</b> pour la majorité des travailleurs qui font face au chômage
ou à la précarité. En réalité, 75% des Français dans un sondage de 2020
affirment être d’accord avec l’affirmation selon laquelle l’économie devrait
prioriser la santé et le bien-être des gens et de la nature plutôt que de se
concentrer sur les profits et l’accumulation de richesse. Un sondage du MEDEF
en 2020 affirme que 67% des français sont favorables à la décroissance. Pendant
le grand débat national, Parrique analyse les propositions en ligne et note que
sur les 153.000 propositions, 540 utilisent le mot décroissance, devant
« économie vert e », « croissance verte », « économie
circulaire » ou « développement durable »</span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.25pt; mso-themecolor: text1;">Enfin,
d’autres estiment que la décroissance serait <b style="mso-bidi-font-weight: normal;">totalitaire</b>. Mais en quoi le capitalisme serait-il
démocratique ? En France, les 10% de ménages les plus riches possèdent la
moitié de toutes les richesses. Ceux qui possèdent les moyens de production décident
de quoi produire sans consulter personne. La planification de l’économie est
faite par les riches pour défendre leurs intérêts. Et Parrique nous rappelle
que la nature nous impose des limites qu’on ne peut plus dépasser sans
conséquences irrémédiables, donc la liberté de produire et de consommer doit
être subordonnée à cette obligation écologique. Mais nous restons libres
d’utiliser les ressources en dessous de ces seuils comme nous le voulons et
d’organiser la décroissance de la façon la plus démocratique possible.</span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.25pt; mso-themecolor: text1;">Parrique
nous dit que certaines questions méritent d’être discutées, comme le lien entre
écologie et capitalisme, le rôle de l’Etat dans la transition, ou encore les
liens de dépendance entre les pays du nord et du sud. </span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.25pt; mso-themecolor: text1;"> </span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 35.45pt;"><span style="color: white; letter-spacing: -0.25pt; mso-themecolor: text1;">Dans
son <b style="mso-bidi-font-weight: normal;"><u>dernier chapitre de Conclusion,
intitulé « Déserter le capitalisme »,</u></b> Parrique nous invite à
passer à la radicalité, à savoir prendre le problème à la racine. La
décroissance selon lui, l’est dans la mesure où elle identifie les violences du
capitalisme. <i style="mso-bidi-font-style: normal;">Même un rapport de l’ONU de
1996 résume la situation « la croissance est sans emploi, sans pitié, sans
voix, sans racine et sans avenir ». Parrique invite à déserter le mythe de
la croissance. Il nous dit que le capitalisme n’est pas la fin de l’histoire,
même s’il marquera peut-être une fin de civilisation. L’économie est une
construction sociale et il nous faut faire des pas de côté et reprendre le contrôle
de notre avenir.</i> Nous n’avons pas besoin d’économistes dociles qui agissent
en gentil plombiers du capitalisme mais d’architectes d’économies alternatives dit-il.
<b style="mso-bidi-font-weight: normal;">Pour lui le vrai défi du siècle est
d’inventer un système économique qui assure le bien être pour tous dans les
limites de la planète,</b> <b style="mso-bidi-font-weight: normal;">qui est la phrase
phare du rapport du GIEC de 2022. </b>Certains ont commencés à chercher une
autre économie : des villes ont redonnés goût au municipalisme écologique,
la Nouvelle Zélande s’émancipe du PIB avec ses budgets bien-être et l’Equateur
et la Bolivie font reconnaitre dans leur constitution la nature comme un sujet
de droit. Moult concepts existent : économie participative, du bien
commun, l’éco socialisme… Les idées ne manquent pas, et Parrique cite parmi
elles l’économie de la low-tech et le municipalisme libertaire. L’auteur nous
incite à penser et agir en utopistes et à accepter de voir s’effondrer des
convictions du vieux monde. Bien sûr, transformer une économie ne sera pas une
mince affaire, et les réponses au comment pourraient être un peu décevantes,
mais tous les outils existent : réduction du temps de travail, revenu de
base, garantie de l’emploi, comptes carbone, taxes sur transactions financières,
interdiction de la publicité, rationnement de l’énergie, etc… La boite à outils
ne demande qu’à être utilisée. Cela fait 50 ans que les Meadows ont développés leur
modèle, et encore maintenant, une grande partie des économistes refusent d’admettre
que la croissance économique à des limites biophysiques. C’est la raison pourra
laquelle, puisque nous sommes l’économie, nous pouvons la transformer, nous en
avons la légitimité et le pouvoir. Parrique veut que le capitalisme crève. Le
mouvement des déserteurs peut nous montrer la voie, l’économie américaine
ferait face à la « grande démission », les diplômés français
renversent les tables, la main d’œuvre commencer à faire défaut. <b style="mso-bidi-font-weight: normal;">Déserter ce n’est pas abandonner la société
dans son ensemble, mais seulement un capitalisme vide de sens et à bout de
souffle.</b></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">//////////</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">4° de couverture de la brochure parue
il y a 20 ans aux éditions du Monde Libertaire :</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white;"><a href="https://www.decitre.fr/livres/du-developpement-a-la-decroissance-9782903013912.html"><span style="mso-themecolor: text1;">https://www.decitre.fr/livres/du-developpement-a-la-decroissance-9782903013912.html</span></a><span style="mso-themecolor: text1;"> </span></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">« </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; font-size: 10pt; line-height: 107%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">La planète a longtemps été prodigue de ressources
naturelles. L'être humain a atteint un impressionnant niveau de connaissances
scientifiques et de réalisations techniques. Mais ce développement compromet
maintenant l'avenir des générations futures. Le capitalisme est en train de
programmer le désastre qui accablera nos petits-enfants. Alors que beaucoup ne
soupçonnent encore ni la nature profonde ni l'ampleur du
"développement", cette notion touche déjà à sa fin. C'est en effet
sur ses ruines que certains envisagent de construire une " autre "
société. La convergence entre les nombreux problèmes (économiques, sociaux,
écologiques, culturels, politiques) qui se posent depuis plusieurs décennies a
conduit à la naissance d'un courant de pensée qui privilégie la critique de
cette notion de développement. Mais, aujourd'hui, de nombreux théoriciens de la
" décroissance " abordent la question de la "sortie" du
développement en passant sous silence la nécessité d'en finir avec le
capitalisme. Pourtant, le capitalisme, voué à une croissance continue, est un
mouvement historiquement suicidaire qui entraînera inexorablement l'ensemble de
l'humanité dans sa chute. Pour survivre ou se développer, celui-ci ne peut
échapper à la croissance. Cela implique qu'il est impossible de réguler ce
système. Ce qui exclut d'emblée toute stratégie de décroissance réformiste.
Cependant la seule élimination du capitalisme ne saurait suffire, car l'Etat
peut très bien mettre en place une conception centralisée de la production
d'énergies "propres", L'Etat, selon ses thuriféraires, est supposé
être garant de " l'intérêt général ". Or, le système politique et
économique actuel est à la fois autoritaire et inégalitaire. L'Etat défend donc
en réalité les intérêts de ceux qui possèdent, et de ceux qui dirigent
politiquement la société. Pour vivre libres, les individus socialement
organisés devront donc également le faire disparaître. La dépendance qui nous
lie à la nature est aussi fondamentale que le " contrat social ". La
conscience révolutionnaire est donc nécessairement à la convergence de la
conscience politique et de la conscience écologique. Il s'agit ici d'accomplir
une double révolution. Si la perspective révolutionnaire paraît lointaine, il
n'en reste pas moins qu'elle constitue la seule solution à l'impasse du
capitalisme. En effet, seule une société égalitaire, où les individus
décideraient collectivement de ce qu'ils souhaitent en faire, pourrait
préserver les chances des générations futures de vivre décemment. Les
politiciens et les hommes d'affaires n'ont que le pouvoir qu'on veut bien leur
accorder.</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">« </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;"> </span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white; mso-themecolor: text1;">////////</span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><b style="color: white; mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;">Critiques sur la pensée de Parrique. </span></i></b></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;">Timothée Parrique nous donne l’impression d’être qq1 de très généreux
avec des idées tout à fait sympathiques et sérieusement compatibles dans leur
finalité avec la pensée et les pratiques libertaires. On pense aux modalités de
décisions à la fois en phase décroissanssiste comme en post-croissance. On
pense aussi à la mise en place de Communs dans lesquels producteurs et
consommateurs prendraient part aux décisions selon les échelles géographiques
respectives. On pense évidemment à la démonétisation du monde et à la volonté
de remettre du lien entre les individus, en développant l’entraide, le don, le
désintéressement. On pense à sa volonté de changer le travail et à sa finalité.
Et on pense aussi à cette attention au vivant, dans le cadre d’une approche
sensible du rapport à autrui… Souvent dans l’ouvrage, Parrique utilise le terme
d’ « éco-socialisme » dont il se sent manifestement très proche.
</span></i></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;"> </span></i></p>
<div style="border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 1pt 4pt;">
<p class="MsoNormal" style="border: medium; line-height: normal; margin-bottom: 0cm; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm; text-align: justify; text-indent: 35.45pt;"><b style="color: white; mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 10pt; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">Donnons qq clefs
sur ce terme - Définition d'écosocialisme</span></i></b></p>
<p class="MsoNormal" style="border: medium; line-height: normal; margin-bottom: 0cm; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm; text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="font-size: 9pt; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">Etymologie : L'écosocialisme est un néologisme construit
par la juxtaposition de "écologie" et de "socialisme" pour
désigner une doctrine politique associant à la fois les idéaux écologistes et
socialistes.</span></i></p>
<p class="MsoNormal" style="border: medium; line-height: normal; margin-bottom: 0cm; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm; text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="font-size: 9pt; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">L'écosocialisme part du constat que :</span></i></p>
<p class="MsoNormal" style="border: medium; line-height: normal; margin-bottom: 0cm; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm; text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="font-size: 9pt; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">- l'écologie est incompatible avec le capitalisme qui est
établi sur la recherche du profit et de la valeur d'échange des biens, au
détriment de la valeur d'usage, impliquant un productivisme incapable de
prendre en compte la préservation de l'environnement et les réalités humaines,</span></i></p>
<p class="MsoNormal" style="border: medium; line-height: normal; margin-bottom: 0cm; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm; text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="font-size: 9pt; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">- la logique productiviste attachée jusqu'à présent au
socialisme doit être abandonnée.</span></i></p>
<p class="MsoNormal" style="border: medium; line-height: normal; margin-bottom: 0cm; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm; text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="font-size: 9pt; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;">"L'écosocialisme est le mélange détonant entre un
socialisme débarrassé de la logique productiviste et une écologie farouchement
anticapitaliste. Loin d'un modèle abstrait, il propose une alternative concrète
pour affronter la crise écologique qui menace l'humanité. En défendant
l'intérêt général humain, il renouvelle la pensée républicaine en proposant aux
peuples souverains de remettre le système productif et l'économie au service du
progrès humain et des besoins réels<b style="mso-bidi-font-weight: normal;">."
Manifeste pour l'écosocialisme - adopté par le Congrès du Parti de Gauche du 22
au 24 mars 2013 - lepartidegauche.fr</b></span></i></p>
</div>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;">Parrique revendique clairement son anticapitalisme, qui est la cause des
maux que traverse l’humanité et le vivant aujourd’hui. Si la finalité du projet
semble très proche de celle de l’anarchisme, et si Parrique utilise dans sa
boîte à outils idéologiques un certain nombre de références et d’outils
conceptuels et pratiques de l’anarchisme, puisque le coopérativisme est cité,
la question centrale reste <u>le rôle de l’Etat dans la phase transitoire</u>
de rupture avec le capitalisme, que Parrique appelle décroissance. Et on nous a
déjà fait le coup en Russie en 1917 ! </span></i></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;">Parrique est intéressant parcequ’il a la vision pragmatique de
l’économiste de progrès, pour autant, son propos reste confiné au cadre
politique actuel. Nulle part dans son livre, on ne sait comment les entreprises
multinationales, qui sont seules décisionnaires sur la planète, seront contraintes
si ce n’est par une puissance publique qui serait l’Etat.</span></i></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="color: white;"><i style="mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;">Au niveau du contenu, il souhaite le maintien de la fiscalité. Ainsi, il
évoque un <span style="letter-spacing: -0.2pt;">système de taxation des revenus
organisé en tranches d’imposition progressive en fonction du revenu moyen, ce qui
implicitement indique qu’il y aura toujours inégalités de revenus !</span>
Pire, son projet de société post-croissance inclut des mécanismes dans lesquels
l’héritage existe encore, donc la petite propriété aussi. Pour la propriété
privée des moyens de production</span></i><span style="letter-spacing: -0.2pt; mso-themecolor: text1;"> <i style="mso-bidi-font-style: normal;">il n’est pas
précis, mais manifestement il souhaite juste interdire la propriété lucrative
des moyens de production</i></span><i style="mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;">.</span></i></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;">Evidemment, Parrique est un économiste et n’entend pas prétendre être un
politicien. Pourtant son propos est évidemment d’ordre politique, et quand il parle,
dans la phase transitionnelle de décroissance, de nationaliser les entreprises
et de reconstituer de grands services publics, il appelle ainsi à renforcer le
pouvoir économique de l’Etat, qui viendrait donc en concurrence avec celui des
coopératives de producteurs et consommateurs. </span></i></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;">D’ailleurs, il n’appelle pas à socialiser la production, ni même à
mettre en place la gestion directe des moyens de production. Particulièrement
significatif : pas une fois, le mot « syndicat » n’est cité,
alors que les producteurs sont les plus à mêmes, et aussi les seuls légitimes à
reprendre en main les rênes d’une économie. </span></i></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;">On ne peut pas croire qu’une entreprise comme Total acceptera sans
regimber que les ressources pétrolières et gazières disponibles restent dans le
sous-sol. Aucun mot sur les moyens qui seront utilisés, et par qui, pour
effectuer ce grand chambardement social que devrait logiquement être la
décroissance. Et le seul moyen sérieux et cohérent, c’est évidemment la
révolution pensée, organisée et menées par les exploités pour défendre leurs
propres intérêts. A la lecture de Parrique on a le sentiment que son modèle de
décroissance transitoire n’attend que les bons politiciens pour les mettre en
place et, que sa proposition de modèle de société de post-croissance n’a besoin
que d’un Etat écosocialiste qui prendrait en charge la planification de
l’économie en intégrant le vivant dans l’équation. </span></i></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;">A l’instar d’un Olivier Lefebvre dans sa lettre aux ingénieurs qui
doute, Parrique voudrait nous laisser croire que de simples décisions ou
propositions politiques extérieures au corps social permettrait de vaincre
voire convaincre nos ennemis. En définitive, que les exploités, les
travailleurs, choisissent de prendre leurs affaires en main devient secondaire,
puisqu’une poignée d’experts décroissancistes auront décidé des meilleures
méthodes de changement de paradigme économique, écologique et social. En ce
sens, le propos de Parrique concernant les modalités de prises de décision vers
le basculement vers un système de décroissance, ne cite que l’Etat comme moyen
de coercition politique envers les grands groupes économiques qui dirigent la
société. Pourtant, nous le savons, ce sont ceux qui auront le pouvoir de faire
basculer la société qui définiront aussi ce qu’elle doit devenir : soit
une N° Resucée du réformisme écolo-social soit une société autogestionnaire
sans exploitation salariale.</span></i></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;">On ne voit pas ou très peu dans son propos en quoi les travailleurs sont
intégrés dans les processus de décision, ces décisions revenant plutôt à des
collectifs extérieurs au monde du travail. On n’est alors pas loin de revoir de
sortie la bonne vieille marmite électorale pour nous resservir la même soupe
amère de l’écologie politique réformiste. </span></i></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;">Personne ne veut d’un bain de sang, mais le projet écosocialiste est
voué à l’échec sans une révolution menée par les travailleurs eux-mêmes et pour
eux-mêmes, avec comme objectif clair la gestion directe des moyens de
production dans un cadre économique stationnaire intégrant le vivant.</span></i></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><i style="color: white; mso-bidi-font-style: normal;"><span style="mso-themecolor: text1;">Cette vision stratégique, bien plus que des décisions politiques qui descendraient
d’en haut, est à même de forger les outils de conceptions et de luttes pour
bâtir une autre société dans le futur.</span></i></p>
<p class="MsoNormal"><span style="color: white;"><br /><br /></span></p><p class="MsoNormal"><span style="color: white;"><br /></span></p>
<p class="MsoNormal"><span style="color: white;"> </span></p>
Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-14150301154257549592023-12-03T21:13:00.002+01:002023-12-03T21:13:37.496+01:00Mercredi 20 décembre - Projection puis débat autour du film documentaire « In Working Progress » du collectif des « Anarchistes contre le Mur » - local La Commune<h1 style="text-align: left;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Projection - débat autour du film documentaire « In Working Progress » du collectif des « Anarchistes contre le Mur »<br /></span></h1><p> <br /></p><p><!--[if gte mso 9]><xml>
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l’ombre du désengagement des forces armées et coloniales israéliennes, à
l’ouest de Ramallah, une nouvelle ville est en construction : Modi’in Illit.
Les grandes entreprises en bâtiment para gouvernementales, protégées par
l’infrastructure de sécurité israélienne, profitent de l’occasion pour étendre
de manière illégale le chantier destiné à l’arrivée de nouveaux colons.</p><p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> <!--[if gte mso 9]><xml>
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<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"/>
<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"/>
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</p><p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><a href="https://www.film-documentaire.fr/4DACTION/w_fiche_film/16670">https://www.film-documentaire.fr/4DACTION/w_fiche_film/16670</a>
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</p><p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">bande
annonce de 4 minutes avec sous-titres en anglais ici : <a href="https://www.youtube.com/watch?v=nZGOT8GrJB8">https://www.youtube.com/watch?v=nZGOT8GrJB8</a>
</p><p>
<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Nous envisageons aussi de projeter la partie de
débat que nous avions eu en 2007 avec le réalisateur Guy Davidi, documentariste
israélien et militant des Anarchistes contre le Mur, et qui était venu à rennes
dans le cadre d’une tournée européenne</span></p><p><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPNJlraoe1qRRbBfasvEkYzN9Alo4ZLlbYTEYSnviM3dz6XegdrudfjGC2OpgdZ1feZEMIMedcJUyROh3xIXxkQKMgJsUbKGytmx1yN7ogAzSN0LHGcGHLvJucM892BWeeMrjOZnp3QQ1DwlmnmW4UZ6Q5U51CcSqW12nN_h4MRRbdeQ0LUI7CiHqS2NVf/s798/LEMUR.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="420" data-original-width="798" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPNJlraoe1qRRbBfasvEkYzN9Alo4ZLlbYTEYSnviM3dz6XegdrudfjGC2OpgdZ1feZEMIMedcJUyROh3xIXxkQKMgJsUbKGytmx1yN7ogAzSN0LHGcGHLvJucM892BWeeMrjOZnp3QQ1DwlmnmW4UZ6Q5U51CcSqW12nN_h4MRRbdeQ0LUI7CiHqS2NVf/w640-h336/LEMUR.png" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqyWwtImMCqyEppGfFczAyfntXyweN8gzjFbQKKxQRvEp9XpIyDvP81d5X2bgM-KUQDiGs2qwkAmhl3bc5YicFPO7Rp0xAaUSMmO-kKM-VlL5Wnp8MonkRD7fAG18G2_DlQZYk9UQ4uKcEGB2uUAjmN-enlhUJMCEyrB86IG88aech4hZa77vEAPpj_SCL/s964/AATW-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="964" data-original-width="960" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqyWwtImMCqyEppGfFczAyfntXyweN8gzjFbQKKxQRvEp9XpIyDvP81d5X2bgM-KUQDiGs2qwkAmhl3bc5YicFPO7Rp0xAaUSMmO-kKM-VlL5Wnp8MonkRD7fAG18G2_DlQZYk9UQ4uKcEGB2uUAjmN-enlhUJMCEyrB86IG88aech4hZa77vEAPpj_SCL/s320/AATW-1.jpg" width="319" /></a></div><br /><p></p><p><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"> </span><!--[if gte mso 9]><xml>
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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"/>
<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"/>
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</p><p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Nous
pourrons discuter des similitudes mais aussi des différences entre les
situations de 2005 et de 2023 au Proche-Orient</p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Il
sera aussi question des poisons diffusés au sein des exploités que sont le
nationalisme et la religion, mais aussi en quoi des solidarités concrètes
peuvent émerger entre êtres humains, même en temps de guerre.</p>
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<![endif]--></p><p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><u><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Mercredi 20 décembre</span></u><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"> <u>à 20h30 au local La
Commune</u></span> <br /></p>
<p> </p>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-45352416905788735002023-10-31T18:21:00.005+01:002024-01-27T15:27:19.170+01:00Mercredi 15 novembre – 20h30 - local La Commune - Causerie Populaire autour de l’ouvrage « Lettre aux ingénieurs qui doutent » d’Olivier Lefebvre<p> <!--[if gte mso 9]><xml>
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<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"/>
<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"
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</p><p class="MsoNormal">La causerie du 15/11/2023 en 4 vidéos</p>
<p class="MsoNormal"><a href="https://youtu.be/1zstoF8MKI8?si=Z6Gyi9W8Qs49E5bS">https://youtu.be/1zstoF8MKI8?si=Z6Gyi9W8Qs49E5bS</a></p>
<p class="MsoNormal"><a href="https://youtu.be/MmCnAqj8y9E?si=aoELJC7YXVQDZNiz">https://youtu.be/MmCnAqj8y9E?si=aoELJC7YXVQDZNiz</a></p>
<p class="MsoNormal"><a href="https://youtu.be/xz4x3gt0V0U?si=nIGg_dkPnE-XSqVp">https://youtu.be/xz4x3gt0V0U?si=nIGg_dkPnE-XSqVp</a></p><p>
<span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: FR; mso-fareast-theme-font: minor-latin;"><a href="https://youtu.be/tPDiiXEY0Hk?si=T6VJc8FavQ9seAB2">https://youtu.be/tPDiiXEY0Hk?si=T6VJc8FavQ9seAB2</a></span></p><p><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: FR; mso-fareast-theme-font: minor-latin;"><a href="https://drive.google.com/file/d/1WcibIN0BWDaqb8iF8ScoA-jRkySmGr9e/view?usp=sharing" target="_blank">Le texte de présentation de l'ouvrage ici <br /></a></span></p><p><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: FR; mso-fareast-theme-font: minor-latin;">//// <br /></span></p><p class="MsoNormal"><span face=""Calibri",sans-serif" style="color: #1f497d; font-size: 11pt; mso-fareast-language: EN-US;">Mi 2023, Olivier Lefebvre écrit sa <a href="https://www.lechappee.org/collections/pour-en-finir-avec/lettre-aux-ingenieurs-qui-doutent" target="_blank">«Lettre aux ingénieurs qui doutent » édité à « l’Echappée »</a></span></p>
<p class="MsoNormal"><span face=""Calibri",sans-serif" style="color: #1f497d; font-size: 11pt; mso-fareast-language: EN-US;">Bon nombre d’ingénieurs sont selon
lui en « dissonance cognitive » entre d’un côté leurs valeurs individuelles et
leur rôle professionnel - structurant pour la mise en place des infrastructures
capitalistes responsables du désastre environnemental en cours.</span></p>
<p class="MsoNormal"><span face=""Calibri",sans-serif" style="color: #1f497d; font-size: 11pt; mso-fareast-language: EN-US;">Ancien ingénieur en robotique,
l’auteur s’essaye à une réflexion pour inciter les ingénieurs qui doutent à
déserter, et tous les autres à enfin commencer à douter. </span></p>
<p class="MsoNormal"><span face=""Calibri",sans-serif" style="color: #1f497d; font-size: 11pt; mso-fareast-language: EN-US;">Dans la foulée des mouvements de
désertion des diplômées de grandes écoles, mouvements médiatisés depuis quelque
temps, il s’agirait maintenant de s’adresser aux acteurs réels impliqués dans
la fabrication du désastre, de les interpeller pour qu’enfin une prise de
conscience collective, politique donc, puisse émerger.</span></p>
<p class="MsoNormal" style="text-align: center;"><span face=""Calibri",sans-serif" style="color: #1f497d; font-size: 11pt; mso-fareast-language: EN-US;"> <img alt="" 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<p class="MsoNormal"><span face=""Calibri",sans-serif" style="color: #1f497d; font-size: 11pt; mso-fareast-language: EN-US;">Un militant du groupe La Sociale
évoquera sa lecture critique de l’ouvrage; en quoi il ouvre des perspectives
politiques sur un futur autre que techno-capitaliste</span></p>
<p class="MsoNormal"><span face=""Calibri",sans-serif" style="color: #1f497d; font-size: 11pt; mso-fareast-language: EN-US;">Il sera également question, du point
de vue de ce militant, des limites de l’ouvrage, toujours dans l'objectif de
faire avancer la réflexion puis l'action en vue de changer la société sur des
bases égalitaires et libertaires.</span></p>
<p class="MsoNormal"><span face=""Calibri",sans-serif" style="color: #1f497d; font-size: 11pt; mso-fareast-language: EN-US;"> </span></p>
<p class="MsoNormal"><span face=""Calibri",sans-serif" style="color: #1f497d; font-size: 11pt; mso-fareast-language: EN-US;">L’objectif de cette causerie est de
faire émerger des questionnements et des discussions sur les fonctions sociales
que le capitalisme nous fait jouer – et celles que nous pourrions inventer</span></p><p class="MsoNormal"><span face=""Calibri",sans-serif" style="color: #1f497d; font-size: 11pt; mso-fareast-language: EN-US;">Mercredi 15 novembre – 20h30 - local La Commune <br /><br />//////// Ci-dessous le texte de la causerie augmenté de commentaires sur le coeur de l'ouvrage ///////<br /><br /></span><!--[if gte mso 9]><xml>
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</p><p align="center" class="MsoNormal" style="text-align: center;"><i style="mso-bidi-font-style: normal;">Lettre aux ingénieurs qui doutent – Causerie – local la commune -
Novembre 2023</i></p>
<p class="MsoNormal"><span style="color: #660000;">/////////</span></p>
<p class="MsoNormal"><span style="color: #660000;">Plan : </span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left: 18pt; mso-add-space: auto; mso-list: l5 level1 lfo3; text-indent: -18pt;"><span style="color: #660000;"><span style="mso-list: Ignore;">1.<span style="font: 7pt "Times New Roman";">
</span></span>INTRO :</span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo2; text-indent: -18pt;"><span style="color: #660000; font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="color: #660000;">Qui je suis / qui est la FA ?</span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo2; text-indent: -18pt;"><span style="color: #660000; font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="color: #660000;">Présentation synthétique de l’ouvrage /
présentation de l’auteur</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 18pt; mso-add-space: auto; mso-list: l5 level1 lfo3; text-indent: -18pt;"><span style="color: #660000;"><span style="mso-list: Ignore;">2.<span style="font: 7pt "Times New Roman";">
</span></span>Déroulé du livre :</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 54pt; mso-add-space: auto; mso-list: l5 level2 lfo3; text-indent: -18pt;"><span style="color: #660000;"><span style="mso-list: Ignore;">a.<span style="font: 7pt "Times New Roman";">
</span></span>Quel est l’énoncé du problème ? La
dissonance cognitive</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 54pt; mso-add-space: auto; mso-list: l5 level2 lfo3; text-indent: -18pt;"><i style="color: #660000;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7pt "Times New Roman";"> </span></span></span></i><i style="color: #660000;">Typologies de l’ingénieur : comment
fonctionne un ingénieur et pourquoi lui est-il difficile de déserter ?</i></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 54pt; mso-add-space: auto; mso-list: l5 level2 lfo3; text-indent: -18pt;"><i style="color: #660000;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7pt "Times New Roman";"> </span></span></span></i><i style="color: #660000;">L’aliénation dans l’entreprise</i></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 18pt; mso-add-space: auto; mso-list: l5 level1 lfo3; text-indent: -18pt;"><span style="color: #660000;"><span style="mso-list: Ignore;">3.<span style="font: 7pt "Times New Roman";">
</span></span>Conclusion de l’ouvrage : ouverture vers un
autre usage des techniques et des sciences</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left: 18pt; mso-add-space: auto; mso-list: l5 level1 lfo3; text-indent: -18pt;"><span style="color: #660000;"><span style="mso-list: Ignore;">4.<span style="font: 7pt "Times New Roman";">
</span></span>Mise au point voire Désaccord sur les moyens
d’action</span></p>
<p class="MsoNormal"><span style="color: #660000;">///</span></p>
<p class="MsoNormal"><i style="color: #660000;">Je ne parlerais dans
la causerie des textes en italique que si je dispose de suffisamment de temps</i></p>
<p class="MsoNormal"><span style="background: yellow; color: #660000;">Le
texte en jaune surligné constitue mes commentaires au texte/propos de l’auteur</span></p>
<p class="MsoNormal"><span style="color: #660000;">//////// INTRO ////</span></p>
<p class="MsoNormal"><span style="color: #660000;">Olivier Lefebvre mai 2023 – l’échappée, ingénieur en
robotique jusque 2019</span></p>
<p class="MsoNormal"><span style="color: #660000;">Intro : </span></p>
<p class="MsoNormal"><span style="color: #660000;">Mouvance des déserteurs (+ que bifurqueurs)</span></p>
<p class="MsoNormal"><span style="color: #660000;">Cherche à convaincre ses anciens collègues qu’ils peuvent
/doivent eux aussi quitter leur boulot</span></p>
<p class="MsoNormal"><span style="color: #660000;">Pourquoi : </span></p>
<p class="MsoNormal"><span style="color: #660000;">Le rôle/la fonction de l’ingénieur est d’être au service du
capitalisme industriel, qui est la cause des pbs environnementaux ….</span></p>
<p class="MsoNormal"><span style="color: #660000;">Quels arguments l’auteur a-t-il pour convaincre ? </span></p>
<p class="MsoNormal"><span style="color: #660000;">Lui suffit-il de déserter individuellement / souhaite il
créer un grand mvt collectif ?</span></p>
<p class="MsoNormal"><span style="color: #660000;">Et si oui quelles en seraient les suites ? </span></p>
<p class="MsoNormal"><span style="color: #660000;">Quel projet de société et à quoi les ingénieurs peuvent-ils y
servir?</span></p>
<p class="MsoNormal"><span style="color: #660000;">Ici au local la commune et à la FA on ne s’adresse pas
exclusivement à des ingénieurs mais il nous semble à la FA intéressant
d’aborder l’analyse de ce livre car il apporte des questionnements sur la
science, l’usage de la technologie, le développement du capitalisme, et les
modalités de vie en commun dans une société post-capitaliste. Ces questions politiques
intéressent donc ou devraient intéresser l’ensemble du corps social.</span></p>
<p class="MsoNormal"><span style="background: yellow; color: #660000;">J’ajouterais
certains de mes commentaires politiques au propos de l’auteur et les indiquerait
comme tels à ce moment-là.</span><span style="color: #660000;"> <span style="background: yellow; mso-highlight: yellow;">Après la conclusion de l’ouvrage, j’aimerais aborder à la fin de mon
intervention le propos des modalités d’action qui se posent en complément voire
en opposition nette avec le point de vue de l’auteur.</span></span></p>
<span face=""Calibri", sans-serif" style="color: #660000; font-size: 11pt; line-height: 107%;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><span style="color: #660000;"> </span></p>
<p class="MsoListParagraph" style="margin-left: 18pt; mso-add-space: auto;"><span style="color: #660000;">XXX
Déroulé du livre :</span></p>
<p class="MsoNormal"><span style="color: #660000;"> </span></p>
<p class="MsoNormal"><span style="color: #660000;">Mi 2023 il écrit ce livre pour ses amis, collègues… eux
aussi victimes de dissonance cognitive par rapport à la responsabilité qu’ils
estiment être la leur dans l’état actuel du monde </span></p>
<p class="MsoNormal"><span style="color: #660000;">Il souhaite leur donner des arguments pour quitter ce qu’il
appelle une cage dorée (en couverture de l’ouvrage), tout en se posant la
question de pourquoi il n’y a pas plus de déserteurs dans l’ingénierie.</span></p>
<p class="MsoNormal"><span style="color: #660000;"> </span></p>
<p class="MsoNormal"><span style="color: #660000;">Olivier Lefèvre commence son livre en évoquant son parcours
d’étude. <span style="background: yellow; mso-highlight: yellow;">A noter qu’il ne
dit pas de quel milieu social il est issu, ni quelles activités ses parents
exercent/aient</span>. C’est en tant qu’ingénieur qu’il s’adresse à des
ingénieurs. En général on parle des ingénieurs comme étant tous ceux qui ont
effectivement un diplôme d’ingénieur. Il en parle comme d’un groupe social
globalement homogène, <span style="background: yellow; mso-highlight: yellow;">qui
est pourtant assez contrasté</span>, de par le classement des formations,
l’origine sociale de ses membres et <span style="background: yellow; mso-highlight: yellow;">de leurs activités professionnelles effectives</span></span></p>
<p class="MsoNormal"><span style="color: #660000;">De fait tous les diplômés ingénieurs ne font pas un travail
d’ingénieur, les « bullshits jobs » évoqués par David Graber étant
légion en particulier dans les tâches d’organisation bureaucratiques des
entreprises.</span></p>
<p class="MsoNormal"><span style="color: #660000;">En 2019 vit un choc émotionnel personnel qui arrive au
moment du mouvement des gilets jaunes qui fut pour Lefebvre , la goutte d’eau
qui le fait déserter. L’auteur fut alors particulièrement sensible à cette
expression de colère et refus de se soumettre à un ordre établi profondément
injuste, qui faisait écho à ce qu’il ressentait lui aussi quand il tentait
d’exprimer sa colère d’une certaine façon jugée non convenable. Il réalise
qu’il a un problème avec le capitalisme et souhaiterait mettre en avant sa part
de créativité voire de poésie qu’il avait dû réfréner pdt ses études.</span></p>
<p class="MsoNormal"><span style="color: #660000;">Après avoir quitté le milieu professionnel de l’ingénierie
en 2019, il obtient un Master "Philosophie, psychanalyse et économie
politique"</span></p>
<p class="MsoNormal"><span style="color: #660000;">L’auteur indique que les ingénieurs jouent un rôle
structurant pour nos sociétés, concepteurs d’infrastructures techniques qui façonnent
les mécanismes sociaux. <span style="background: yellow; mso-highlight: yellow;"></span></span></p>
<p class="MsoListParagraph" style="mso-list: l6 level1 lfo7; text-indent: -18pt;"><span style="color: #660000; font-family: Wingdings;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background: yellow; color: #660000;">A ce stade on pourrait se questionner sur le caractère corporatiste de l’initiative
de Olivier Lefebvre puisqu’ il semble considérer que cette catégorie
professionnelle serait amenée à jouer un rôle social plus central que d’autres
dans la société. D’autre part, ne serait pas indécent de se focaliser sur les
états d’âme de salariés plutôt bien rémunérés alors que quantité de prolétaires
n’ont pas le luxe de pouvoir se poser la question de changer de travail. En
quoi le rôle social de l’ingénieur serait donc plus important que celui
d’autres métiers/professions ? En effet, on garde à l’esprit aussi que la
pandémie de COVID a démontré que les métiers les plus essentiels à la bonne
marche de la société (médico-social, éducation…) sont aussi les plus dévalorisés.</span></p>
<p class="MsoNormal"><span style="color: #660000;">Olivier L. précise alors que dans tous les cas, si la
question se pose pour qq1 des 800.000 ingénieurs français de quitter leur
activité– au service du devpt du capitalisme industriel – <span style="mso-spacerun: yes;"> </span>pour les mettre au service d’autres logiques,
il convient de les aider à franchir le pas.</span></p>
<p class="MsoNormal"><span style="color: #660000;"> </span></p>
<p class="MsoNormal"><span style="color: #660000;">Dans le 1° chapitre, Lefebvre s’étend sur le concept issu de
la psychologie sociale de dissonance cognitive, dont les ingénieurs seraient
victimes. Il s’agit de l’alignement des valeurs de l’individu avec ses actes. </span></p>
<p class="MsoListParagraph" style="mso-list: l0 level1 lfo6; text-indent: -18pt;"><span style="color: #660000; font-family: Wingdings;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background: yellow; color: #660000;">A ce stade, on pourrait dire qu’ils ne sont pas si nombreux ceux qui
évoquent un questionnement sur leur rôle social. On peut supposer que si c’est
le cas, c’est aussi parce que les individus sont à l’image de la société dans
laquelle ils vivent :! Dans une société de + en + déshumanisée, sans
altruisme ni empathie, il semble naturel que la question politique du sens du travail
des ingénieurs ne se pose que rarement pour la plupart d’entre eux, surtout si
les structures de contestation sociales au sein de l’entp sont anémiées</span><span style="color: #660000;">.</span></p>
<p class="MsoNormal"><span style="color: #660000;">En cas de dissonance cognitive, il s’agit pour résoudre ce
dilemme soit d’adapter ses actes aux pensées, soit de se chercher des
justifications ou encore de rationaliser son comportement</span></p>
<p class="MsoNormal"><span style="color: #660000;">L’auteur suggère que le nombre d’ingénieurs dissonant est plus
élevé que celui que l’on croit. Pour lui l’ingénieur est sourd aux explications
socio-historiques qui permettent d’expliquer que les choix techniques faits
sont la suite logique de décisions politiques, économiques, militaires. En
revanche, si l’ingénieur analyse avec recul les conséquences de son travail, il
fera le constat cruel qu’il est un rouage d’une machinerie infernale. Il
faudrait donc amener l’ingénieur à réfléchir au sens de son travail et aux
conséquences liées à l’usage qui est fait des technologies qu’il a participer à
développer.</span></p>
<p class="MsoListParagraph" style="mso-list: l1 level1 lfo5; text-indent: -18pt;"><span style="color: #660000; font-family: Wingdings;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background: yellow; color: #660000;">Les décideurs du monde de l’entp ont bien saisi le risque qu’il pouvait
y avoir à laisser se développer ce fossé de dissonance. C’est pourquoi toutes
les entreprises du CAC40 et les grandes administrations d’Etat allument des
contre-feux, intitulés ‘Responsabilité Sociale et Environnementale des
Entreprises’ ou RSE. Selon elles, il s’agit de réfléchir et mettre en œuvre des
politiques d’amélioration de leurs impacts sur la société. Pour une société
comme Orange p.ex. il s’agira de définir une politique de récupération du
plastique des anciennes Livebox ou de limiter la consommation électrique dans
les anciens routeurs en les remplaçant par des nouveaux. Il s’agira de mener
des études sur la quantité de production de CO2 en vue de les réduire sur un
service de diffusion de publicité sur les terminaux mobiles. On l’aura compris
il ne s’agit ni de remettre en cause la finalité de l’entreprise ni le
fonctionnement de l’économie. La RSE n’est rien d’autre que du greenwashing de
bonne conscience. Il s’agit d’optimiser l’usage des ressources pour mieux
pouvoir continuer à croître la quantité de biens et services.</span></p>
<p class="MsoNormal"><span style="background: yellow; color: #660000;">Parmi
les 800.000 ingénieurs en France, peu jouent un rôle politique, et pour cause,
la plupart d’entre eux délèguent la question des décisions et de la
responsabilité de leurs actes à des décideurs financiers ou politiques. Dans ce
cadre il est peu surprenant que l’individu dissonant se sente dépassé par des
décisions qui ont un impact social fort.</span></p>
<p class="MsoNormal"><span style="color: #660000;">L’auteur évoque alors le rôle politique que le contenu du
travail revêt. Ainsi l’ingénieur participe à la technologisation de la société <span style="background: yellow; mso-highlight: yellow;">dont le corollaire est la
difficulté à partager les connaissances et la gestion des affaires qui
concernent le monde pour la laisser entre les mains d’experts.</span></span></p>
<p class="MsoNormal"><span style="color: #660000;">Nos sociétés occidentales sont traversées par l’idée que la
technologie serait neutre politiquement. Les objets technologiques seraient de
simples outils dont les effets sociaux dépendraient de l’usage qui en est fait.
Pourtant l’impact de l’usage de ces technologies sur nos modes de vie est réel
car les techniques façonnent nos champs d’action : </span></p>
<p class="MsoListParagraph" style="mso-list: l4 level1 lfo4; text-indent: -18pt;"><span style="color: #660000; font-family: Wingdings;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background: yellow; color: #660000;">il est ainsi plus facile de fabriquer des faux papiers sous Vichy en
1943 que de falsifier un passeport biométrique de nos jours. Le développement
du transport maritime international et l’usage d’énergie fossile associée aura
permis que notre alimentation dépend aujourd’hui de céréales cultivées en
Ukraine et nos soins de médicaments développés en Inde. Aujourd’hui le développement
des infrastructures de l’industrie automobile rend l’usage de la voiture
absolument incontournable, l’existence de déchets nucléaires ultimes…etc… fait
que chaque génération hérite d’un système socio-technique existant, fondateur
d’une organisation sociale particulièrement complexe à détricoter. Une
révolution sociale en 2023 serait donc radicalement différente de celle de
1936, car les structures socio-économiques sont radicalement différentes.</span>
</p>
<p class="MsoNormal"><span style="color: #660000;">Le paradoxe c’est que toutes ces évolutions technologiques
issues de l’innovation et de la recherche n’ont fait l’objet d’aucun débat
démocratique.</span></p>
<p class="MsoNormal"><b style="color: #660000;">Dans les chapitres
suivants, l’auteur s’attache à décrire des traits de personnalité propres aux
ingénieurs qui permettraient d’expliquer à la fois leurs dissonances mais aussi
les freins à la désertion. Intéressant, surtout pour les ingénieurs, mais très
long.</b></p>
<p class="MsoNormal"><i style="color: #660000;">Dans le chapitre ‘l’identité
de l’ingénieur’, l’auteur indique que pour amener l’ingénieur à « dissoner »
il faut le questionner sur le sens, la finalité de son travail. Quelles sont
les causes des problèmes qu’il est censé résoudre, quelles sont les nouveaux
problèmes engendrés par les solutions qu’il développe ? </i></p>
<p class="MsoNormal"><i style="color: #660000;">L’auteur cite un
historien américain des techniques, David Noble qui dans America in Design
résume en 1977 sa pensée par « l’histoire de la technologie est
indissociable de l’essor du capitalisme » il parle alors de
« technocapitalisme » car pour lui la dynamique du capitalisme est
intrinsèquement liée à l’innovation technologique. David Noble n’affirme pas
seulement que le développement de l’industrie génère un ordre social qui
renforce les rapports de domination, il dit que les ingénieurs sont les acteurs
principaux de cette dynamique sociale, car ils seraient selon lui imprégnés des
idéologies de la classe dominante. Ainsi, David Noble suggère que n’importe
quel produit développé par un ingénieur incarnerait une idéologie qui
renforcerait les rapports de domination dans la société. </i></p>
<p class="MsoListParagraph" style="mso-list: l2 level1 lfo1; text-indent: -18pt;"><span style="background: yellow; color: #660000; font-family: Wingdings;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";"> </span></span></span><i style="color: #660000;"><span style="background: yellow; mso-highlight: yellow;">Le propos de David Noble ne prouve rien, c’est une tautologie. Dans une
autre société, les ingénieurs joueraient un autre rôle social. Il n’y a pas en
effet d’idéologie sans rapports sociaux et leurs confrontations. Dans une
société égalitaire, les connaissances scientifiques seraient partagées et
vulgarisées, les sujets de recherche et d’innovation soumis au contrôle
démocratique, et la question du développement ou non des produits associés
serait débattu en fonction du gain social qui en ressortirait. </span></i></p>
<p class="MsoNormal"><i style="color: #660000;">Dans le chapitre
suivant ‘une question d’argent’, l’auteur se demande pourquoi il y a aussi peu
d’ingénieurs déserteurs alors qu’il y aurait une multitude d’ingénieurs
dissonants. La réponse la plus rapide consisterait à dire que ceux-ci ne
pourraient que difficilement renoncer à un relatif confort bourgeois. La
plupart des dissonants nous dit l’auteur sont pourtant les premiers à demander
des temps partiels et à rêver de sobriété heureuse en réduisant un peu leur
train de vie, qui pour la plupart n’est déjà pas très dispendieux, car
l’ingénieur est rarement un flambeur. Olivier Lefebvre nous dit que c’est
plutôt à la société des loisirs sobres et à une forme de tranquillité
bourgeoise que l’ingénieur dissonant rechignerait à renoncer, car son niveau de
vie lui permet malgré tout d’accéder à des activités de loisirs ou sportives ou
vacances à l’étranger… pendant son temps libre qu’il ne pourrait s’offrir dans
un autre cadre. <b style="mso-bidi-font-weight: normal;"><u>L’auteur nous précise
alors que selon lui la désertion ne consiste pas tant à changer de métier que
de changer de mode de vie.</u></b> Or, c’est précisément à ce mode de vie que
l’ingénieur refuserait de renoncer, car cela impliquerait la fin de la plupart
de ces relations amicales, voire familiales, etc… donc à une sorte de mort
sociale</i></p>
<p class="MsoNormal"><b style="color: #660000;"><i style="mso-bidi-font-style: normal;"><u>L’auteur précise tout de même que les ingénieurs n’appartiennent pas
tous à la même classe sociale. </u></i></b><i style="color: #660000;">Outre
la formation d’origine, qui structure particulièrement la représentation
sociale au sein de ce corps s’y ajoute le secteur économique où ils
travaillent :<span style="mso-spacerun: yes;"> </span><span style="background: yellow; mso-highlight: yellow;">un ingénieur dans l’industrie
sera forcément perçu comme un encadrant, donc du côté de la Direction, tandis
qu’un ingénieur de service informatique pourrait se vivre comme faisant partie
d’une cohorte d’ouvriers plus ou moins spécialisés soumis à des objectifs managériaux.</span>
Surtout, tous les ingénieurs ne viennent pas du même milieu social, même si les
enfants des CSP supérieures et enfants de prof y sont statistiquement surreprésentés.
<span style="background: yellow; mso-highlight: yellow;">Cela se traduit par des
écarts parfois très importants en terme de patrimoine ; qui est, on le
sait la principale cause des inégalités en France, bien davantage que les
inégalités de salaire : Les ingénieurs font partie des 10% de salariés les
mieux rémunérés. Ces 10% gagne en moyenne 2,9 fois plus que les 10% de salariés
les moins bien payés. En revanche, les 10% de français les plus fortunés
possèdent en moyenne 336 fois plus que les 10% des moins fortunés.</span> <span style="background: yellow; mso-highlight: yellow;">On le voit les inégalités de
patrimoine sont plus de 100 fois plus importantes que celles liées au salaire.
Et les revenus générés par le patrimoine peuvent sans aucun souci permettre à
ces 10% les + fortunés de devenir tout simplement rentiers. Il est évident que
tous les ingénieurs ne sont donc pas imposés sur la fortune, loin s’en
faut !</span> Les enjeux liés à la désertion ne sont donc pas les mêmes
pour ceux qui auront effectués une ascension sociale souvent avec les efforts
de leur famille et pour ceux qui peuvent à tout moment se reposer sur un
matelas financier et des réseaux familiaux et de classe particulièrement
privilégiés.</i></p>
<p class="MsoListParagraph" style="mso-list: l2 level1 lfo1; text-indent: -18pt;"><span style="background: yellow; color: #660000; font-family: Wingdings;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";"> </span></span></span><i style="color: #660000;"><span style="background: yellow; mso-highlight: yellow;">Ajoutons que pour un dissonant issu d’une famille bourgeoise, la désertion
pourrait s’apparenter à un rejet assez facile de sa condition bourgeoise
d’origine, une rébellion contre sa classe, finalement sans grand risque, car l’héritage
lui assurera tôt ou tard les meilleures conditions de vie.</span></i></p>
<p class="MsoNormal"><i style="color: #660000;">Dans le chapitre
suivant ‘la pensée ingénieur’, Olivier Lefebvre nous dit que parmi les freins à
la désertion : la pensée calculatoire, la faculté à chercher à optimiser
jusque dans sa vie quotidienne, et la volonté de contrôle jusqu’à la Nature qui
est issu de l’esprit de Descartes, incite l’ingénieur à être perméable aux
discours scientistes. Le capitalisme dans ce cadre pourrait alors être perçu
comme le moins mauvais des systèmes à l’appui d’une pseudo-rationalité défendue
par moults experts en efficacité.</i></p>
<p class="MsoNormal"><i style="color: #660000;">L’ingénieur se verrait
comme un artisan de l’innovation technologique. <b style="mso-bidi-font-weight: normal;">A ce stade il convient de donner une définition de la technologie </b>–
celle d’un ingénieur. En 1840, Léo Lalanne : nous dit que la technologie
est la« science des procédés par lesquels l’homme agit sur les forces et
sur les matières premières fournies par la nature pour les approprier à ses
besoins ». L’ingénieur est bien souvent fasciné par les technologies et
naïf quant aux aspects sociopolitiques de la technique, pour lui le processus
d’innovation est inéluctable. C’est pourquoi il est souvent technologiste et
techno-solutionniste : à tout problème exprimé par la société, il va
d’abord penser à une solution technique.</i></p>
<p class="MsoNormal"><i style="color: #660000;">Ensuite, Olivier Lefebvre
nous indique que les formes de pensée de l’ingénieur clôturent son horizon.,
car sélectionné pdt ses études sur son aptitude à se soumettre à une charge de
travail importante et à accepter des fonctionnements bureaucratiques absurdes
ou encore à mettre au point des techniques particulièrement décriées sur le
plan social ou environnemental. L’ingénieur est ainsi pris au piège de ses compétences.
En effet, en cas de désertion, pour quel secteur d’activité l’ingénieur
dissonant pourrait-il mettre à profit ses compétences ? <b style="mso-bidi-font-weight: normal;">L’absence évidente de réponse à cette
question constitue évidemment le principal frein à sa désertion</b></i></p>
<p class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo1; text-indent: -18pt;"><span style="background: yellow; color: #660000; font-family: Wingdings;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";"> </span></span></span><i style="color: #660000;"><span style="background: yellow; mso-highlight: yellow;">Et pour cause, il n’est de toute façon pas possible dans le cadre de
cette société d’avoir une activité professionnelle rémunératrice qui ne soit
pas plus ou moins directement liée au secteur marchand et donc à l’aliénation
des ressources naturelles, du vivant et des espaces sociaux.</span></i></p>
<p class="MsoListParagraphCxSpLast" style="mso-list: l2 level1 lfo1; text-indent: -18pt;"><span style="background: yellow; color: #660000; font-family: Wingdings;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";"> </span></span></span><i style="color: #660000;"><span style="background: yellow; mso-highlight: yellow;">Le principal point d’achoppement sur lequel buttent les ingénieurs qui
refusent de voir la réalité en face est le suivant : le capitalisme
détruit la planète. Il ne peut donc pas exister dans ce cadre de solution
technique que l’ingénieur puisse apporter et qui permettrait de résoudre ces
problèmes politiques.</span></i></p>
<p class="MsoNormal"><i style="color: #660000;">Ainsi, l’auteur
précise que quand il a cherché à déserter le secteur de la robotique, il s’est
rapproché d’entreprises au cœur d’enjeux contemporains d’agriculture et de
développement durable. Il lui a apparu que les projets portés par ces
entreprises étaient évidemment pilotés par les logiques de marchés, les
éloignant de leurs objectifs – qui étaient sur le papier- vertueux. </i></p>
<p class="MsoNormal"><i style="color: #660000;">Certains – pas
exclusivement ingénieurs d’ailleurs-<span style="mso-spacerun: yes;"> </span>estiment
que la seule et unique façon de transformer la société serait de changer les
choses de l’intérieur, dans les institutions publiques ou privées, pour
influencer les comportements, les décisions et stratégies.</i></p>
<p class="MsoNormal"><i style="color: #660000;">Pour l’auteur, <b style="mso-bidi-font-weight: normal;">ce récit du changement de l’intérieur du
système n’est qu’un prétexte pour permettre aux ingénieur d’atténuer leur
dissonance. Il conteste la notion d’efficacité mise en avant par leurs
promoteurs qui affirment que leur position leur permet de peser sur les
décisions</b>. C’est le cas du groupe d’ingénieur de polytechnique dénommés les
« infiltrés » qui dénoncent depuis l’intérieur les rouages des grands
groupes et des administrations. Pour l’auteur, <b style="mso-bidi-font-weight: normal;">si ce travail est méritoire il n’est en rien un gage d’efficacité, car
s’ils souhaitaient être plus efficace, ils s’engageraient en politique</b> et
il cite en exemple la philosophe et militante Simone Weill morte à 34 ans au
prix de moults sacrifices, par exemple elle mangeait très peu car cela lui
semblait indécent de manger alors que d’autres mourraient de faim. </i></p>
<p class="MsoListParagraph" style="mso-list: l2 level1 lfo1; text-indent: -18pt;"><span style="background: yellow; color: #660000; font-family: Wingdings;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";"> </span></span></span><i style="color: #660000;"><span style="background: yellow; mso-highlight: yellow;">Cet exemple maximaliste n’est en rien déterminant, on ne peut pas
demander à tout le monde d’adopter du jour au lendemain une structuration
mentale digne des martyrs de la religion chrétienne. L’auteur mélange ici
l’engagement militant, certes limité chez les ingénieurs et l’abnégation.</span></i></p>
<p class="MsoNormal"><i style="color: #660000;">En revanche il est
évident qu’un engagement militant franc et durable contre le système aurait
certainement des conséquences sur la carrière de ces « infiltrés »,
qui naturellement n’entendent pas renoncer à leur condition bourgeoise.</i></p>
<p class="MsoNormal"><i style="color: #660000;"><span style="background: yellow; mso-highlight: yellow;">XXXXXXXXXX APRES LA CONCLUSION
DE L’OUVRAGE JE PARLERAIS SPECIFIQUEMENT DES MOYENS D’ACTION DISPONIBLES POUR
LES TRAVAILLEURS XXXXXXXXXXXX</span></i></p>
<p class="MsoNormal"><i style="color: #660000;">Dans le chapitre
« se soumettre pour être libre », il est écrit que l’ingénieur
dissonant n’imagine pas qu’il puisse exister une autre forme de liberté que
celle offerte à l’intérieur de sa cage dorée. L’apparente obéissance heureuse
de l’ingé, assimilable à la servitude volontaire serait basée sur l’équilibre
délicat entre le travail et les loisirs. La dissonance cognitive viendrait
remettre en cause cet équilibre instable.</i></p>
<p class="MsoNormal"><i style="color: #660000;">Dans le chapitre
« la servitude volontaire », Olivier Lefebvre écrit que « mener
son existence dans une cage dorée n’est pas une nécessité de la condition
humaine, c’est une contingence choisie, tout comme les asservissements qu’elle
implique et qui font de la « liberté » vécue dans le cadre limité de
la cage le salaire de son aliénation ». </i></p>
<p class="MsoListParagraph" style="mso-list: l2 level1 lfo1; text-indent: -18pt;"><span style="background: yellow; color: #660000; font-family: Wingdings;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";"> </span></span></span><i style="color: #660000;"><span style="background: yellow; mso-highlight: yellow;">D’un point de vue matérialiste, c’est tt à fait discutable. Qu’est-ce
que le choix dans une société divisée en classes ? Les degrés d’aliénation
et d’exploitation entre un ouvrier et un ingénieur sont certes différenciés
mais réels. Si la société forme des ingénieurs pour être obéissants, ils
deviennent obéissants. Et comment en serait-il autrement puisque le capitalisme
a besoin de cette obéissance. Encore une fois, un individu n’a pas de pouvoir
dans cette société, seul le groupe constitué en un a.</span></i></p>
<p class="MsoNormal"><i style="color: #660000;"> </i></p>
<p class="MsoNormal"><i style="color: #660000;">Dans le chapitre
‘l’éthique de l’ingénieur’, Olivier Lefebvre fait un parallèle entre
l’ingénieur qui a conscience de nuire mais qui parvient à ce que cette mauvaise
conscience ne l’empêche pas de vivre grâce à divers procédés, et Eichmann qui
ne disait être qu’un exécutant de la politique du 3° Reich – cité par Hannah
Arendt avec son concept de banalité du mal. L’auteur tacle ainsi le cynisme et
la mauvaise foi, poison terrible de nos sociétés, qui en sape les bases
éthiques. Il faut selon lui des individus qui assument leur liberté.</i></p>
<p class="MsoListParagraph" style="mso-list: l2 level1 lfo1; text-indent: -18pt;"><span style="background: yellow; color: #660000; font-family: Wingdings;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";"> </span></span></span><i style="color: #660000;"><span style="background: yellow; mso-highlight: yellow;">Individuellement dans un système totalitaire comme l’entp, le seul
moyen d’échapper au cynisme et la mauvaise foi, c’est de sortir de son
isolement et de se regrouper avec d’autres opposants pour créer un groupe de
pression, comme le syndicat le permet.</span></i></p>
<p class="MsoNormal"><i style="color: #660000;">Dans un autre chapitre,
Olivier Lefebvre tente un descriptif de ‘l’aliénation en entreprise’. Il
précise que déjà du temps de Marx, le travail devenait une activité abstraite
détachée de sa finalité concrète. De nos jours, en particulier dans les emplois
de cadre et d’ingénieur, cette aliénation s’est renforcée. Selon Lefebvre, qui
invoque volontiers Guy Debord, l’aliénation des individus n’est pas
principalement exercée par d’autres individus qui exerceraient directement un
pouvoir sur eux sous une forme coercitive., mais les formes de domination
seraient devenues impersonnelles, résultat de contraintes dans le système
économique –la concurrence du marché- et d’organisations ou institutions (entp,
administrations, institutions supra nationales…) sur lesquelles les individus
n’ont guère de prise…. Selon l’auteur, on occulte la majeure partie du
mécanisme d’aliénation au travail si on ne parle que de l’organisation du
travail avec des directeurs qui dirigent et des exécutants qui exécutent.
Poussant plus loin le raisonnement, il affirme que les « individus ne sont
pas aliénés parce qu’un chef les commande, ils le sont parce qu’ils participent
à un spectacle dans lequel qq1 est censé commander ».</i></p>
<p class="MsoNormal"><i style="color: #660000;">Cette division des
responsabilités dans l’entp a comme conséquence une déresponsabilisation de ses
acteurs et in-fine un désintérêt pour la finalité de son travail.</i></p>
<p class="MsoListParagraph" style="mso-list: l2 level1 lfo1; text-indent: -18pt;"><span style="background: yellow; color: #660000; font-family: Wingdings;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";"> </span></span></span><i style="color: #660000;"><span style="background: yellow; mso-highlight: yellow;">C’est qd mm pousser un peu loin le raisonnement. Toutes les entreprises
sont en effet organisées de façon hiérarchiques, on parle de N+1, +2, etc… Au
plus haut niveau, le Patron ou Directeur général prend ses directives des
actionnaires lors de leurs AG, décisions qu’il fait valider et exécuter au
conseil d’administration de l’entp. Tous les salariés y compris ingénieurs passent
tous les 6 mois ou tous les ans devant leur manager N+1 pour se faire exposer
les nouveaux objectifs pour le semestre à venir, et pour se faire évaluer
l’atteinte des objectifs passés. Souvent une partie non négligeable de leur
rémunération en dépend… On le voit, il existe bien un pouvoir de décision
supérieur ! On ne donc peut pas affirmer que l’entp c la démocratie et que
les individus n’y sont pas libres uniquement parce qu’ils ne le veulent pas.
Les individus ne peuvent se libérer de ces mécanismes d’aliénation individuelle
mis en place par l’entreprise qu’en s’organisant collectivement – ce qui se
traduit par un engagement syndical en entreprise.</span></i></p>
<p class="MsoNormal"><i style="color: #660000;"> </i></p>
<p class="MsoNormal"><b style="color: #660000;"><i style="mso-bidi-font-style: normal;"> </i></b></p>
<p class="MsoNormal"><b style="color: #660000;"><i style="mso-bidi-font-style: normal;"> </i></b></p>
<p class="MsoNormal"><b style="color: #660000;"><i style="mso-bidi-font-style: normal;"> </i></b></p>
<p class="MsoNormal"><b style="color: #660000;">Le trop court et
finalement le plus politique des chapitres du livre est celui de Conclusion</b><span style="color: #660000;">.
Il se n’ouvre pas une citation de 1934 d’Einstein « le monde ne sera pas
détruit par ceux qui font le mal mais par ceux qui les regardent sans rien
faire »</span></p>
<p class="MsoNormal"><span style="color: #660000;">A raison, Lefebvre nous dit que son incitation à ce que les
ingénieurs sautent individuellement dans l’inconnu de la désertion n’est pas de
nature à créer un mouvement collectif qui deviendrait vecteur de transformation
sociale. <b style="mso-bidi-font-weight: normal;">Il complète donc son propos en
questionnant d’une part la possibilité d’une généralisation du mouvement de
désertion et d’autre part la nécessité de le politiser pour lui donner une
capacité de changement social. Pour lui cela passe par 2 stratégies :
rendre insupportable l’intérieur de la cage, et rendre désirable l’en-dehors de
la cage. </b></span></p>
<p class="MsoNormal"><span style="color: #660000;">Pour réaliser la première stratégie, il faut documenter davantage
les dégâts directement liés à leur activité et réfuter les arguments des
supposés bénéfices que leur activité apporterait, c’est-à-dire dynamiter la
légitimité de l’innovation technologique. Il faut également écailler la
peinture dorée des barreaux des cages. En extrapolant les travaux de Piketty,
il s’agirait de s’attaquer à la bourgeoisie. <i style="mso-bidi-font-style: normal;">Piketty parle des 1% les plus riches comme étant les dominants, puis
les 9% suivants comme étant la classe aisée. </i>Lefebvre dit qu’il faut
affaiblir ce groupe social en taxant la bourgeoisie et lui supprimer ses
avantages fiscaux tout en s’attaquant aux ultra-riches, les 0,1 ou 1% selon les
définitions. Selon l’auteur, s’attaquer à cette catégorie sociale permettrait
de déstructurer en profondeur ce qu’il appelle le techno-capitalisme<i style="mso-bidi-font-style: normal;">. La gauche est frileuse pour s’attaquer à
la petite et moyenne bourgeoisie pour des raisons électorales et préfèrerait
s’attaquer aux multinationales et aux ultra-riches qui échappent à l’impôt. Pour
Lefebvre il faut au contraire accentuer les attaques contre ces 10% qui sont les
garants du statu-quo.</i></span></p>
<p class="MsoNormal"><span style="color: #660000;">Ensuite pour rendre désirable l’extérieur de la cage,
l’auteur propose de brosser à gros traits des extérieurs possibles : <b style="mso-bidi-font-weight: normal;">il ne s’agit pas pour lui de proposer de
vivre seul ou en groupe en autarcie pour déserter le système ou la société,
mais déserter de la condition bourgeoise. Il s’agirait de réactiver le concept
de « refus de parvenir » de l’anarchiste Albert Thierry au début du
20°.</b> Il s’agit aussi de déserter d’une situation d’impuissance
politique : comme l’ingénieur ne peut pas changer le monde comme il le
désire, il va pouvoir recouvrer des moyens d’action politique.</span></p>
<p class="MsoNormal"><span style="color: #660000;">Pour Lefebvre , citant la sociologue Genevieve Provost, les
modes de vie alternatifs sont fondateurs d’agir politique : les activités
de subsistance quotidiennes s’insèrent dans un projet politique de
réappropriation collective des moyens de vie. <b style="mso-bidi-font-weight: normal;">Il incite les ingénieurs à prendre conscience que d’autres modes de vie
sont possibles, et qu’il existe des portes de sortie, les invite à prendre part
à un chantier participatif, s’inscrire dans des formations dans d’autres
domaines, à s’engager dans des collectifs en lutte sur un territoire contre un
grand projet inutile imposé, etc… Pour l’auteur, ces moments de vie partagés
ont autrement plus de valeurs transformatrices que la simple lecture d’un
livre, car ces moments partagés activent nos affects, nos sens, qui seuls
peuvent inciter à tenter le cheminement de la désertion.</b></span></p>
<p class="MsoNormal"><span style="color: #660000;">Pour autant, Lefebvre ne veut pas romantiser l’en-dehors et
les alternatives, qui souvent éludent certains aspects matériels
problématiques. <b style="mso-bidi-font-weight: normal;">Il pense ici aux
dépendances structurelles inhérentes au système capitaliste.</b> Les alternatives
évoqueront volontiers comment cultiver son jardin sans pesticide, mais n’émettront
pas de proposition politique pour résoudre collectivement notre dépendance à la
voiture et aux énergies fossiles. Comment parler d’autonomie alimentaire dans
un monde sans pétrole ? Comment prépare-t-on des confitures si on n’a pas
de sucre produit sans pesticide ? Comment se chauffe-t-on au bois si on
n’évoque pas l’essence nécessaire dans les tronçonneuses ou les camions de
transport de grume ?</span></p>
<p class="MsoNormal"><span style="color: #660000;">Lefebvre cite alors Jérôme Baschet (dont nous avions causé
au local il y a 2 ans), qui évoquait les stratégies interstitielles qui visent
à augmenter la taille des failles des structures sociales en dehors de l’Etat.
Elles constituent selon le sociologue marxiste Erik Wright l’un des 3 sommets
d’un triangle des stratégies de luttes avec les stratégies de rupture (voie
insurrectionnelle pour défaire le capitalisme) et les stratégies symbiotiques
(luttes au sein des institutions de l’Etat pour augmenter le pouvoir d’agir). <b style="mso-bidi-font-weight: normal;">Lefebvre précise que dans cette théorie la
question technique est globalement impensée.</b> Les alternatives peuvent
améliorer le niveau d’autonomie matérielle et politique, sortes d’espaces
d’expérimentation à l’autogestion qui peuvent servir de refuges pour déserteurs.
Pour autant comme le dit d’ailleurs l’Atelier paysan que nous avions fait venir
au local la commune, « nos alternatives ne sont pas un projet
politique ». L<b style="mso-bidi-font-weight: normal;">a multiplication des
alternatives ne finira pas par emporter la société derrière elles, car elles ne
sont pas un projet politique. Leur existence même repose sur les structures du
techno-capitalisme, elles ne peuvent donc pas le dépasser</b>.</span></p>
<p class="MsoNormal"><span style="color: #660000;">Pour Lefebvre, en parallèle au développement des
alternatives, il convient donc d’inventer et développer un système technique
qui soit compatible avec des modes de vie soutenables. <b style="mso-bidi-font-weight: normal;">Il s’agit ici des low-techs.</b> Aujourd’hui nous dépendons d’un
système technique socialement et écologiquement insoutenable dont la complexité
est une source croissante de vulnérabilité. Certaines de ces dépendances sont
devenues vitales, comme l’alimentation dans nos sociétés industrielles, qui
dépend de l’engrais et de la mécanisation, donc du pétrole. On ne peut imaginer
se défaire du jour au lendemain de ces dépendances intimement liées à nos modes
de vie. Il convient donc de se défaire progressivement de toute cette
complexité et démanteler les pans insoutenables de nos dépendances techniques. <b style="mso-bidi-font-weight: normal;">Il faut donc adopter une approche
systémique pour d’abord analyser quantitativement ces dépendances pour mettre
au jour les flux physiques et matériels qui irriguent nos sociétés pour ensuite
déterminer quelle trajectoire de société est possible et à quelle
échéance : avec quel système technique, pour quels modes de vie
soutenables ? La structuration en ilot de Jérôme Baschet et les
alternatives buttent sur cette question politique cruciale.</b></span></p>
<p class="MsoNormal"><span style="color: #660000;">Lefebvre propose donc de <b style="mso-bidi-font-weight: normal;">matérialiser le romantisme des alternatives</b>. Le projet politique
doit viser à se réapproprier collectivement la question technique avec à
l’esprit nos dépendances matérielles.<span style="mso-spacerun: yes;">
</span>Evidemment le greenwashing du technocapitalisme est à 180° de cette
proposition. <b style="mso-bidi-font-weight: normal;">Il faudra inventer un
système technique qui permette des sociétés soutenables et désirables. Les
capitalistes ne le feront pas pour nous. Il faut donc collectivement se
réapproprier la question technique à commencer par les domaines vitaux.</b></span></p>
<p class="MsoNormal"><span style="color: #660000;">La démarche Low-tech constitue une réactualisation de
différentes idées autour des techniques conviviales. Elle se propose de penser
la technique dans ses effets environnementaux et sociopolitiques. La mise en œuvre
d’un système low-tech nécessite des étapes intermédiaires car on ne peut pas
changer un système technique en une seule opération. Une première étape serait
d’enclencher une « bifurcation industrielle » qui consisterait à ne produire
que ce dont nous avons réellement besoin (ce qui implique une discussion
démocratique sur la définition de ces besoins) mais aussi de changer l’échelle
et l’organisation de la production industrielle. <b style="mso-bidi-font-weight: normal;">En effet on ne peut pas dissocier la fin des moyens, et si le
techno-capitalisme est évidemment capable de produire une multitude d’objets
low-techs, il ne peut en rien faire advenir une société soutenable.</b></span></p>
<p class="MsoNormal"><span style="color: #660000;">Une industrie « low-tech » doit donc s’orienter
vers les principes d’organisation coopérative de l’économie sociale et sortir
des principes productivistes. Il s’agit de s’organiser collectivement à des
échelles rendant possible l’autogestion pour produire et commercialiser les
produits dont on a vraiment besoin.</span></p>
<p class="MsoNormal"><span style="color: #660000;">L’en-dehors dont parle Olivier Lefebvre est donc constitué
de modes de vie en rupture avec la condition bourgeoise, et nous dit que les alternatives,
en particulier rurales, sont sources d’inspiration. Il faut y organiser une
réappropriation collective de la question technique sur la base d’une analyse
de nos dépendances matérielles. La première étape de ce projet est la bifurcation
industrielle, entre les <b style="mso-bidi-font-weight: normal;">stratégies
interstitielles ou alternatives</b> et les <b style="mso-bidi-font-weight: normal;">stratégies
symbiotiques- le changement de l’intérieur </b></span></p>
<p class="MsoNormal"><span style="color: #660000;">Il ne s’agit donc pas, <b style="mso-bidi-font-weight: normal;">ni
pour les ingénieurs ni pour le reste de la société de déserter la technique ou
le développement technologique, il s’agit de déserter leur mise en œuvre dans
le cadre du techno-capitalisme. </b></span></p>
<p class="MsoNormal"><span style="color: #660000;">Ce début de projet constitue un en-dehors désirable et
atteignable que des ingénieurs déserteurs et aventureux pourraient venir
habiter et dont l’exploration serait d’un grand intérêt politique</span></p>
<p class="MsoListParagraph" style="mso-list: l2 level1 lfo1; text-indent: -18pt;"><span style="background: yellow; color: #660000; font-family: Wingdings;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="background: yellow; color: #660000;">C’est précisément sur la
stratégie symbiotique que les organisations syndicales auraient leur
revendication à porter, plutôt que de faire confiance au politique comme semble
le faire O. Lefebvre.</span></p>
<p class="MsoNormal"><span style="color: #660000;"> </span></p>
<p class="MsoNormal"><span style="color: #660000;"> </span></p>
<p class="MsoNormal"><span style="color: #660000;"> </span></p>
<p class="MsoNormal"><span style="color: #660000;">XXXXXXXXXXXXXXXX</span></p>
<p class="MsoNormal"><span style="background: yellow; color: #660000;">Avis et
critiques sur l’ouvrage :</span></p>
<p class="MsoNormal"><span style="background: yellow; color: #660000;">Livre
salutaire car il questionne les représentations sociales qu’on a de
l’ingénieur, et souhaite inciter les ingénieurs a minima à une réflexion sur
leur fonction sociale et les incite à politiser leurs inquiétudes. </span></p>
<p class="MsoNormal"><span style="background: yellow; color: #660000;">Limites
si ce n’est angle mort crucial de l’analyse de l’auteur : les ingénieurs
sont des travailleurs comme les autres, mieux payés certes donc membres de la
petite bourgeoisie mais qui ne sont pas destinés advitam eternam à laisser les
clefs de la maison à la très grande bourgeoisie responsable du désastre. </span></p>
<p class="MsoNormal"><span style="background: yellow; color: #660000;">Quand
Olivier Lefebvre dit des ingénieurs qu’ils sont au service du devt du
capitalisme industriel, on pourrait dire la mm chose de l’ensemble du corps
social. Il n’y a pas de spécificité de l’ingénieur sur ce point.</span></p>
<p class="MsoNormal"><span style="background: yellow; color: #660000;">La
critique formulée peut être faite dans le cadre des structures de lutte du
monde du travail. L’auteur ne parle pas des luttes du monde du travail et ne
fait pas le lien entre la condition salariale et celle de l’ingénieur, lui
aussi soumis à la pression salariale.</span></p>
<p class="MsoNormal"><span style="background: yellow; color: #660000;">Le
syndicalisme révolutionnaire, pour cette catégorie professionnelle comme pour
les autres, est évidemment une solution de lutte au quotidien et à
l avenir pour permettre à ceux qui doutent et à ceux qui depuis bien
longtemps ont passé ce cap de s’outiller pour organiser une autre société.</span></p>
<p class="MsoNormal"><span style="color: #660000;"> </span></p>
<p class="MsoNormal"><span style="color: #660000;">Sur la place des ingénieurs dans la société aujourd’hui et
demain :</span></p>
<p class="MsoNormal"><i style="color: #660000;"><span style="background: yellow; letter-spacing: -0.15pt; mso-highlight: yellow;">L’auteur
caractérise volontiers l’appartenance sociale des ingénieurs comme celle de la
bourgeoisie. Cette classe est pourtant stratifiée, et pour ma part je
considérerais que la plupart des ingénieurs appartiennent de par leurs revenus
salariaux, à la petite bourgeoisie, à l’exception des héritiers, qui peuvent de
par leurs origines sociales, faire partie de la moyenne bourgeoisie.</span></i></p>
<p class="MsoNormal"><span style="background: yellow; color: #660000; letter-spacing: -0.15pt;">Les ingénieurs sont autour des 10% de salariés les mieux
rémunérés, certes, mais il n’en reste pas moins des travailleurs. Des
travailleurs qualifiés et bien payés, mais des travailleurs tout de même. Dans
une autre société, il y aura besoin d’ingénieurs, surement moins qu’il n’y en a
aujourd’hui dans notre société technologiste orientée vers la production de
gadgets superficiels, mais il y aura besoin de chercheurs en médecine ou
d’ingénieurs de recherche et développement dans la minimisation des
conséquences du désastre climatique et dans l’amélioration du quotidien des
victimes du désastre.</span></p>
<p class="MsoNormal"><span style="color: #660000;">////////////////// SUR LES MOYENS D’ACTION : qui doit
décider de quoi et comment on fait ? XXXXXXX</span></p>
<p class="MsoNormal"><span style="color: #660000;">L’auteur indique qu’autant <b style="mso-bidi-font-weight: normal;">il est louable de vouloir changer l’intérieur d’un système qui
produirait des biens et services comme l’éducation nationale est tout à fait
louable, autant vouloir réformer une entreprise ou industrie dont l’objectif
est strictement dicté par les impératifs économiques est une illusion dont il
est urgent de se défaire. Pour lui la redirection de certains secteurs
d’activité est une contradiction insoluble. Il faut envisager d’arrêter ces
secteurs, puis les démanteler. L’auteur signifie que dans l’économie
capitaliste, les entreprises n’initieront pas cette redirection des secteurs d’activité,
seules des contraintes extérieures, politiques ou environnementales, pourraient
les y forcer.</b></span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo1; text-indent: 35.45pt;"><span style="background: yellow; color: #660000; font-family: Wingdings; letter-spacing: -0.15pt;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background: yellow; color: #660000; letter-spacing: -0.15pt;">A ce stade, je suis en opposition claire avec
l’auteur. D’une part, on pourrait citer l’exemple de la voiture électrique. Les
plus grands constructeurs automobiles ont maintenant des filières électriques,
le nombre de véhicules produit par les grands constructeurs occidentaux n’a
cessé de chuter depuis les années 70, simplement le prix moyen du véhicule à
fortement augmenté. Un autre exemple est les constructions d’infrastructures
d’énergie renouvelables : Total ou EDF s’y sont mis. Les entps peuvent
donc « bifurquer » elles aussi cad modifier la finalité de leur
production ou les modalités de cette production pour peu que cela soit rentable
dans le cadre capitaliste.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo1; text-indent: 35.45pt;"><span style="background: yellow; color: #660000; font-family: Wingdings; letter-spacing: -0.15pt;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background: yellow; color: #660000; letter-spacing: -0.15pt;">Olivier Lefebvre donne l’exemple d’une proposition
d’études qu’il a faite dans son entreprise de robotique qui visait à vérifier
la compatibilité de leurs sujets de recherche et développement avec les
scénarii de transition écologique au niveau national et international. Cette
proposition d’études lui a été refusée par son directeur opérationnel au motif
suivant : « nos investisseurs ne le réclament pas, nos clients non
plus, et les employés ne se préoccupent pas ».: Il est évident que dans le
cadre capitaliste, les indicateurs financiers dictent la stratégie, on ne
pouvait donc pas attendre de ce directeur qu’il défende un autre point de vue
que celui des investisseurs et des clients. Mais le dernier point cité par son
directeur est le plus important : « tes collègues ne sont pas
sensibilisés au sujet ». N’y avait-il pas là matière pour Olivier Lefebvre
à se sentir faire partie d’un tout commun, d’un ensemble de travailleurs en
capacité et en légitimité (même son directeur le lui dit !) à renverser le
cours des choses ? Une organisation collective des travailleurs aurait pu
porter la contradiction et bloquer les projets d’étude robotique inutiles voire
néfastes.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo1; text-indent: 35.45pt;"><span style="background: yellow; color: #660000; font-family: Wingdings; letter-spacing: -0.15pt;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background: yellow; color: #660000; letter-spacing: -0.15pt;">Il existe des organisations syndicales des
secteurs de l’innovation qui revendiquent une redirection des sujets de
recherche vers les low techs, ce n’est pas encore tout à fait la décroissance
mais c’est un début</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo1; text-indent: 35.45pt;"><span style="background: yellow; color: #660000; font-family: Wingdings; letter-spacing: -0.15pt;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background: yellow; color: #660000; letter-spacing: -0.15pt;">C’est la condition même de travailleur qui définit
à la fois la légitimité et les modalités d’action les plus efficace des ingénieurs.
Un ingénieur n’est rien sans son travail, à la différence d’un rentier qui vit
aux dépens du travail des autres. C’est donc sur la base de cette ambivalence
qu’il conviendrait d’amener la contestation sociale au sein des entreprises et
administration : les décideurs politiques, financiers, etc… ont besoin des
travailleurs, ingénieurs compris, mais nous pouvons nous passer d’eux. Le
syndicalisme révolutionnaire offre une voie à la contestation sociale et
environnementale dans le cadre de l’entreprise : plutôt que de l’extérieur
aller dynamiter des antennes 5G déjà fabriquées avec le risque policier associé,
imposons de l’intérieur à nos patrons d’arrêter de nous faire produire ces
antennes, et de nous faire faire des recherches sur la 6G ou la 7G. Le syndicat
permet à la contestation de librement s’exprimer avec la légitimité de
travailleurs de l’intérieur qui ne confondent pas leur intérêt avec celui de
leur patron. Et le syndicat doit aussi permettre d’organiser la production
future, la décision de commencer, de continuer, de ralentir, ou d’abandonner un
secteur de production étant prise par la collectivité constituée de corps
organisés de travailleurs et de citoyen de la commune (UN MONDE NOUVEAU, Pierre
Besnard)</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo1; text-indent: 35.45pt;"><span style="background: yellow; color: #660000; font-family: Wingdings; letter-spacing: -0.15pt;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";">
</span></span></span><b style="color: #660000;"><span style="background: yellow; letter-spacing: -0.15pt; mso-highlight: yellow;">PLUS
GRAVE, l’auteur pense impossible</span></b><span style="background: yellow; color: #660000; letter-spacing: -0.15pt;"> que les travailleurs par eux-mêmes et
pour eux-mêmes aient un jour la force de rediriger la société. Il ne l’envisage
pas, pour lui, cette volonté de transformation doit venir exclusivement de
l’extérieur de l’entreprise et de façon politique, ce qui me semble illusoire
dans la mesure où c’est sur le lieu de travail que se génèrent les conflits de
classe, et par conséquent leur résolution. L’orientation de la production doit
donc se faire en commun accord entre les travailleurs de ces secteurs et le
reste de la société. Si l’on veut faire abandonner la production d’armes ou
l’extraction de pétrole, il faudra envisager avec les salariés de ces secteurs
leur reconversion plutôt que de les y contraindre. En effet ils risqueraient alors
dans ce cas de prendre le parti de leur patron, qui pourrait présenter
l’activité de l’entreprise comme étant à caractère social et préservant
l’emploi, comme si son entreprise était alors une forteresse assiégée par les
écologistes. Pour ne prendre que l’exemple de l’industrie nucléaire, cette
technologie pose en tant que telle le problème de la gestion à très long terme
des déchets par un corps de techniciens et d’ingénieurs spécialisés. On ne peut
pas laisser n’importe qui décider si oui ou non il faudra enterrer les déchets ou
les retraiter, ou les stocker à l’air libre. Ces décisions doivent être prises
en commun, mais surtout, en connaissance de cause, en accord et sous la gestion
des travailleurs du nucléaire, qui sont amenés à démanteler les centrales
existantes aujourd’hui.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo1; text-indent: 35.45pt;"><span style="color: #660000; font-family: Wingdings; letter-spacing: -0.15pt;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="background: yellow; color: #660000; letter-spacing: -0.15pt;">Il est
hors de question dans une société libertaire de laisser des travailleurs
continuer à produire comme si de rien n’était des produits inutiles ou
néfastes, mais il n’est pas non plus question que de l’extérieur à leur centre
d’intérêt et moyen de subsistance, une classe politique décide à leur place de
ce qu’ils devraient produire. L’anarcho-syndicalisme est une solution à cet
apparent dilemme en proposant l’articulation de la défense des intérêts
immédiats avec la production de biens communs dans le cadre des luttes
réformistes d’abord, ce que les espagnols appelaient la gymnastique
révolutionnaire en 1934, pour à terme être en capacité de bâtir un autre
système de production de richesses, et s’il le faut après avoir détruit ou
recyclé une bonne partie du système de production actuel.</span><span style="color: #660000; letter-spacing: -0.15pt;"></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-indent: 35.45pt;"><span style="background: yellow; color: #660000; letter-spacing: -0.15pt;">Cela implique que le syndicalisme doit sortir de son
pré-carré corporatiste pour reprendre la formule de Pouget « rien n’est
étranger au syndicat ». Le syndicat doit proposer comme le dit la charte
d’Amiens, une structuration à la société future. </span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo1; text-indent: 35.45pt;"><span style="color: #660000; font-family: Wingdings;"><span style="mso-list: Ignore;">ð<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background: yellow; color: #660000; letter-spacing: -0.15pt;">D’une part les travailleurs sont les plus aptes à
savoir faire tourner leur machine économique et donc les plus légitimes à
décider de l’arrêt ou des changements des modalités de production. D’autre
part, le pouvoir se constitue dans notre société sur la création des richesses,
captées par une minorité de propriétaires. Cela signifie que ceux qui peuvent
peser sur le cours de la société sont les travailleurs, car toute la
structuration sociale découle de leur capacité de travail. Dans la charte
d’Amiens, le syndicat est un outil de lutte au quotidien, mais aussi l’outil
d’organisation de la société de production future. Dans le modèle
anarcho-syndicaliste, la société est organisée par fédération de producteurs et
de consommateurs. C’est pourquoi la redirection de pans entiers de l’économie
ne peut donc se faire qu’avec et par les travailleurs eux-mêmes, ce que sont
les ingénieurs.</span></p>
<p class="MsoNormal"><span face=""Calibri",sans-serif" style="color: #1f497d; font-size: 11pt; mso-fareast-language: EN-US;"><br /></span></p>
<p class="MsoNormal"><span face=""Calibri",sans-serif" style="color: #1f497d; font-size: 11pt; mso-fareast-language: EN-US;"> </span></p>
Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-14168605908740634962023-09-19T00:31:00.000+02:002023-09-19T00:31:10.014+02:00Discussion débat avec le comité de soutien aux militants mis en examen du 8 décembre 2020 - Mercredi 27 Septembre 20h30 local La Commune<p> <!--[if gte mso 9]><xml>
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</p><h3 class="MsoNormal" style="text-align: left;">Mercredi 27 Septembre 20h30 local La Commune</h3><h3 class="MsoNormal" style="text-align: left;">Discussion – débat avec
des membres du comité de soutien aux 7 militants mis en examen suite à une
opération de Police dite antiterroriste menée le 8 décembre 2020 en France
</h3>
<p class="MsoNormal"> </p>
<p class="MsoNormal">Les militants du comité de soutien viendront présenter
"l'affaire du 8 décembre 2020", appelée « coup de filet dans
l'ultragauche" par la DGSI <span class="moduletitlelink">Direction générale
de la Sécurité intérieure</span></p>
<p class="MsoNormal"> </p>
<p class="MsoListParagraph" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: Symbol; 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>Présentation du comité de soutien</p>
<p class="MsoListParagraph" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: Symbol; 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>Ses actions, ses alliés, et les prolongements</p>
<p class="MsoListParagraph" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: Symbol; 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>Appel à soutien des 7 <a href="http://xn--inculp-gva.es">inculpé.es</a> pendant leur procès au Tribunal
de Paris du 3 au 27 octobre</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal"><em><span style="font-family: "Calibri",sans-serif; font-style: normal;">Cette « Affaire du 8 Décembre » sera jugée du 3 au
27 octobre prochain. </span></em></p>
<p class="MsoNormal">Après plus de deux années d’instruction à charge, le juge a
décidé de maintenir les accusations de la DGSI. </p>
<p class="MsoNormal">Les inculpé·es passeront devant la Chambre antiterroriste du
tribunal correctionnel de Paris. Et les inculpé·es du 8/12 risquent aujourd’hui
encore plusieurs années de prison et des dizaines de milliers d’euros d’amende.<i></i></p>
<p class="MsoNormal"> </p>
<p class="MsoNormal"> </p>
<p class="MsoPlainText">Plus d’info ici pour comprendre l'affaire et se préparer
au soutien des militants victimes de la répression du mouvement social par les
forces armées de l’Etat:</p>
<p class="MsoPlainText"> </p>
<p class="MsoPlainText">-UN RÉCIT DÉTAILLÉ DE L'AFFAIRE: </p>
<p class="MsoPlainText"><a href="https://soutien812.blackblogs.org/2022/01/30/un-recit-de-laffaire-du-8-12/">https://soutien812.blackblogs.org/2022/01/30/un-recit-de-laffaire-du-8-12/</a></p>
<p class="MsoPlainText"> </p>
<p class="MsoPlainText">-APPEL À SOLIDARITÉ POUR LE PROCÈS: </p>
<p class="MsoPlainText"><a href="https://soutien812.blackblogs.org/2023/08/01/proces-des-inculpe%c2%b7es-du-8-decembre-2020-appel-a-solidarite/">https://soutien812.blackblogs.org/2023/08/01/proces-des-inculpe%c2%b7es-du-8-decembre-2020-appel-a-solidarite/</a></p>
<p class="MsoPlainText"> </p>
<p class="MsoPlainText">-MATÉRIEL DE MOBILISATION: <a href="https://soutien812.blackblogs.org/comment-aider/">https://soutien812.blackblogs.org/comment-aider/</a></p>
<p class="MsoPlainText"> </p>
<p class="MsoPlainText">-APPEL À UNE SEMAINE INTERNATIONALE DES SOLIDARITÉS : </p>
<p class="MsoPlainText"><a href="https://soutien812.blackblogs.org/2023/08/19/affaire-du-8-decembre-appel-a-une-semaine-internationale-des-solidarites/">https://soutien812.blackblogs.org/2023/08/19/affaire-du-8-decembre-appel-a-une-semaine-internationale-des-solidarites/</a></p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">A noter, après le 27/09: le 29 au DIBAR (Plougonver) et le
30 à PENN AR GWAREMI (Saint Rivoal).</p>
Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-88841441032500454872023-05-19T23:23:00.001+02:002023-05-19T23:23:18.537+02:00Meeting anarchiste et concert du groupe punk "Sueurs froides" le Samedi 27 Mai à Caulnes à partir de 21h<h3 style="text-align: left;"> <!--[if gte mso 9]><xml>
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</xml><![endif]-->Le groupe La sociale de rennes organise un meeting
international et anarchiste de lutte à 21h dont les sujets seront :
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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"/>
<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"
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<p class="MsoNormal"> Samedi 27 Mai à partir de 21h au lieu-dit « La Roptais » à Caulnes 22350
(lisière 35-22) => Lieu précis : <a href="https://goo.gl/maps/i6RRHJSiHfGtPL1k7">https://goo.gl/maps/i6RRHJSiHfGtPL1k7</a></p>
<p class="MsoNormal"> Le groupe La sociale de rennes organise un meeting
international et anarchiste de lutte à 21h dont les sujets seront « Situation sociale en France & Réflexions sur la
géopolitique mondiale »<br /><br /><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvRl7FsQLRPOGgsF-gEm19NprdMqbJd1lqmoYbDMb1viLaT74wU-5liJhezp0qtasEotV6QMRofQStyEW8q961eJ1nuBrhFqx3OIv-6bH0BKjJJ9dHbmrTvoW-dCwW3WMzMvO59mhMAiZ_M8o5907m3GnYAiLPiezTt2-MKiuGdpQm3dWu_a0l9B8Zrw/s1819/meetingetconcert-27mailaroptais-A69CF87A-CF71-482A-9D2A-E37F860D0681.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1819" data-original-width="1228" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvRl7FsQLRPOGgsF-gEm19NprdMqbJd1lqmoYbDMb1viLaT74wU-5liJhezp0qtasEotV6QMRofQStyEW8q961eJ1nuBrhFqx3OIv-6bH0BKjJJ9dHbmrTvoW-dCwW3WMzMvO59mhMAiZ_M8o5907m3GnYAiLPiezTt2-MKiuGdpQm3dWu_a0l9B8Zrw/w432-h640/meetingetconcert-27mailaroptais-A69CF87A-CF71-482A-9D2A-E37F860D0681.png" width="432" /></a></div><br />
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<p class="MsoNormal"><span style="font-weight: normal;">A l’issue du meeting, le groupe punk-rock « Sueurs
froides » nous fera le plaisir vers 23h de réchauffer nos oreilles !</span></p><span style="font-weight: normal;">
</span><p class="MsoNormal"><a href="https://www.facebook.com/SueurFroide/" style="color: red; font-weight: normal;">https://www.facebook.com/SueurFroide/</a></p><span style="color: red; font-weight: normal;">
</span><p class="MsoNormal"><a href="https://www.letempsmachine.com/sueurs-froides" style="color: red; font-weight: normal;">https://www.letempsmachine.com/sueurs-froides</a></p><span style="color: red; font-weight: normal;">
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</span><p class="MsoNormal"><a href="https://actu.fr/bretagne/evran_22056/sueur-froide-groupe-devran-en-concert-a-la-nuit-de-colyn_46334958.html" style="color: red; font-weight: normal;">https://actu.fr/bretagne/evran_22056/sueur-froide-groupe-devran-en-concert-a-la-nuit-de-colyn_46334958.html</a></p><span style="color: red; font-weight: normal;">
</span><p class="MsoNormal"><a href="https://www.letelegramme.fr/cotes-darmor/saint-andre-des-eaux/sueur-froide-remporte-le-tremplin-des-chenillades-a-saint-andre-des-eaux-24-03-2022-12958681.php" style="color: red; font-weight: normal;">https://www.letelegramme.fr/cotes-darmor/saint-andre-des-eaux/sueur-froide-remporte-le-tremplin-des-chenillades-a-saint-andre-des-eaux-24-03-2022-12958681.php</a></p>
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<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"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<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"
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<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"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<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"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<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"
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<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"
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<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"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<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"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<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"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<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"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<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"
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<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"/>
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<p class="MsoNormal" style="text-align: left;"><span style="font-weight: normal;">Salutations
Libertaires</span></p><span style="font-weight: normal;">
</span><p class="MsoNormal" style="text-align: left;"><span style="font-weight: normal;"> </span></p><span style="font-weight: normal;">
</span><p class="MsoNormal" style="text-align: left;"><span style="font-weight: normal;">---------------------------------------------------------------------------------------------------------------------------------------------------------------------<br />
Groupe la sociale de la Fédération Anarchiste<br />
C /o local la commune<br />
17 rue de châteaudun<br />
35000 rennes<br />
Tel/rep : 02 99 67 92 87<br />
<a href="mailto:contact@falasociale.org"><span style="color: blue;">contact@falasociale.org</span></a><br />
Le blog du groupe la sociale <a href="http://www.falasociale.org/"><span style="color: blue;">www.falasociale.org</span></a></span></p><span style="font-weight: normal;">
</span><p class="MsoNormal" style="text-align: left;"><span style="font-weight: normal;"><br />
Twitter @falasociale ou <a href="https://twitter.com/falasociale"><span style="color: blue;">https://twitter.com/falasociale</span></a> <br />
FB <a href="https://www.facebook.com/profile.php?id=100068937318699"><span style="color: blue;">https://www.facebook.com/profile.php?id=100068937318699</span></a>
<br />
Insta @fa_rennes ou <a href="https://www.instagram.com/fa_rennes/?hl=fr"><span style="color: blue;">https://www.instagram.com/fa_rennes/?hl=fr</span></a><span style="font-size: 12.0pt; mso-fareast-language: FR;"></span></span></p><span style="font-weight: normal;">
</span><p class="MsoNormal" style="text-align: left;"><span style="font-weight: normal;"><br />
nos vidéos</span></p><span style="font-weight: normal;">
</span><p class="MsoNormal" style="text-align: left;"><span style="font-weight: normal;"><a href="https://www.youtube.com/channel/UCyW5zOrvhQffujkUyhhyr7g"><span style="color: blue;">https://www.youtube.com/channel/UCyW5zOrvhQffujkUyhhyr7g</span></a><br />
(et de 2006 à 2017 <a href="http://www.dailymotion.com/farennes"><span style="color: blue;">www.dailymotion.com/farennes</span></a> )<br />
<br />
local la commune<br />
Permanences au local: Mercredi & Samedi de 14h à 18 h<br />
<br />
----------------------------------------------------------------------------------------------------------------------------------------------------------------</span></p>
</h3><p>
</p>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-18699299982259689342023-04-28T18:28:00.001+02:002023-04-28T18:28:34.819+02:00Premier Mai libertaire à rennes: Contre l’Etat et le Patronat, les casseroles ne suffiront pas !<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.75pt; line-height: 97%;">La promulgation le 14 Avril en urgence de la loi de
réforme des retraites par un Macron au bord de la crise de nerf est le nouveau
symptôme d’un pouvoir isolé et rabougri autour de l’homme fort du régime,
protégé jour et nuit par 80 militaires, 500 CRS et un groupe électrogène. Le
secrétaire CFDT, Laurent Berger avait pourtant appelé son ami à temporiser. Il
semblerait bien que l’Etat lui ai donc ouvertement craché son mépris à la
gueule, comme à celles des autres « partenaires sociaux » dont le
pouvoir affiche ouvertement qu’il n’en a –désormais- plus absolument besoin
pour accompagner les reculs sociaux qu’il entend mener à bien.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><b style="color: white;"><span style="font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;">« Le temps viendra où notre silence sera plus puissant que les voix que
vous étranglez aujourd’hui »</span></b><span style="color: white; font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;"></span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;">Ce sont les mots d’August Spies, pendu en 1886 avec 3
autres de ses camarades accusés d’avoir commis un attentat en réalité exécuté
par la police pour justifier la répression par balle d’un meeting anarchiste à
Chicago. Le 1<sup>er</sup> Mai 1886, 340.000 grévistes paralysèrent 12000
usines des USA pour obtenir la journée de travail de 8h. La Police pour rétablir
l’Ordre bourgeois assassina et emprisonna les grévistes. En 1889, le congrès de
l’Internationale Socialiste décida alors de la date du 1<sup>er</sup> Mai comme
journée de lutte internationale des travailleurs.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;">En ce 1<sup>er</sup> Mai, nous faisons nôtre la
déclaration d’un des martyrs de Chicago Adolphe Fischer </span><i style="color: white;"><span style="font-family: "Arial", sans-serif; font-size: 9pt; letter-spacing: -0.5pt; line-height: 97%;">« En fait d'organisation politique, les anarchistes
demandent<b style="mso-bidi-font-weight: normal;"><u> </u></b></span></i><b style="color: white;"><u><span style="font-family: "Arial", sans-serif; font-size: 9pt; letter-spacing: -0.5pt; line-height: 97%;">l'abolition du pouvoir politique</span></u></b><i style="color: white;"><span style="font-family: "Arial", sans-serif; font-size: 9pt; letter-spacing: -0.5pt; line-height: 97%;">; nous dénions à une seule classe le droit de
régner sur une autre classe. Nous pensons qu'il ne peut y avoir de liberté
aussi longtemps qu'un homme se trouve sous la domination d'un autre, aussi
longtemps que quelqu'un peut soumettre son semblable, sous quelque forme que ce
soit, et aussi longtemps que les moyens d'existence sont monopolisés par
certaines classes ou certains individus. Quant à l'organisation économique de
la société, nous sommes partisans de la forme communiste ou méthode coopérative
de production. »</span></i></p><p class="MsoNormal" style="line-height: 97%; text-align: center; text-indent: 21.25pt;"><i style="mso-bidi-font-style: normal;"><span style="color: black; font-family: "Arial",sans-serif; font-size: 9.0pt; letter-spacing: -.5pt; line-height: 97%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;"><img alt="" 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<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"/>
<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"/>
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</p><p class="MsoNormal" style="line-height: 97%; text-align: justify; text-justify: inter-ideograph;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;">On
le voit, les violences policières ne datent pas d’hier. Elles sont l’outil
systématique de l’Etat contre le mouvement social.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 5pt; letter-spacing: -0.5pt; line-height: 97%;"> </span></p>
<p align="center" class="MsoNormal" style="line-height: 97%; text-align: center; text-indent: 21.25pt;"><b style="color: white;"><u><span style="font-family: "Times New Roman", serif; letter-spacing: 1pt; line-height: 97%;">Le
roi est nu, et la lutte de classes une réalité que nul ne peut ignorer.</span></u></b></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;">En 1886 aux USA comme en 2023 en France, les travailleurs
ne peuvent pas faire l’économie d’une mobilisation sur le terrain économique.
Seule une grève générale permettra de faire plier le Patronat.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;">L’ennemi n’est pas Macron. Macron n’est qu’un pantin
millionnaire aux ordres des multi-milliardaires. L’ennemi c’est la grande
bourgeoisie française et internationale, à laquelle Macron et ces homologues
chefs d’Etat étrangers donnent un cadre légal permettant de normer
l’exploitation capitaliste.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;">Bien sûr la question du retrait de la réforme des
retraites a été dépassée maintenant par le sujet plus global de la légitimité
politique, la représentation démocratique et la justice sociale.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;">Mais nous savons aussi qu’une casserole ne dit rien du
projet politique de ceux qui l’actionnent : elles sont utilisées par
exemple en 1961 par les pieds-noirs partisans de l’Algérie française, puis au
Chili par les femmes de la bourgeoisie protestant contre les pénuries
alimentaires sous Allende.</span></p><p class="MsoNormal" style="line-height: 97%; text-align: center; text-indent: 21.25pt;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;"><img alt="" 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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="header"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footer"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<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" Priority="0" 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"/>
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</p><p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;">Nous questionnons les tentatives de la Gauche de
récupérer le mouvement de contestation à l’instar de François Ruffin ou d’ATTAC
qui appellent aux casserolades.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;">Ce sont les anciens briscards du Parti Socialiste et de
l’UMP qui font aujourd’hui la politique de Macron et nous savons bien que
d’autres politicards aspirent à prendre leur place de manager du merdier
capitaliste.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;">Dans ce cadre, reprendre à son compte le slogan
#MacronDémission, c’est finalement continuer à entretenir l’illusion qu’un
autre Président de la République pourrait faire mieux, alors que le chef d’un
Etat ne fait que ce que ces donneurs d’ordre, les propriétaires des moyens de
production, l’y autorisent voire l’y contraignent.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 5pt; letter-spacing: -0.5pt; line-height: 97%;"> </span></p>
<p align="center" class="MsoNormal" style="line-height: 97%; text-align: center; text-indent: 21.25pt;"><b style="color: white;"><u><span style="font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;">Oser – vraiment- lutter,
Oser vaincre !</span></u></b></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;">Bien sûr les anarchistes participent aux casserolades
avec le peuple en colère. Pas pour changer de maître, mais bien pour porter et
amplifier la contestation sociale. </span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;">Mais si Macron démissionnait aujourd’hui -au vu des
prégnances des idées racistes dans la société, à Mayotte comme dans l’Hexagone-
c’est le RN qui glanerait les fruits politiques de cet échec de
l’extrême-centre bourgeois néo-barbarisé. Alors si nous ne voulons pas que nos
luttes soient condamnées, et nos syndicats interdits par un gouvernement,
quelqu’il soit, il est urgent de renforcer les structures de lutte, nos
syndicats, pour porter dans les entreprises, le discours et les actes de la
rebellion sociale, par la grève et les actions de sabotage massives et décidées
démocratiquement.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;">Nous voulons que le peuple s’émancipe par lui-même et
pour lui-même. La domination revêt différentes formes. </span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="color: white; font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;">Son expression politique, c’est le système délégataire de
chèque en blanc anti-démocratique. Son expression économique et sociale, c’est
l’exploitation salariale au profit de ceux qui possèdent les moyens de
production. Aujourd’hui la 2<sup>nd</sup> commande à la 1<sup>ère</sup> Pour
décider, il faut donc exproprier les patrons. Les anarchistes, depuis le 19°
siècle, portent la revendication de grève générale expropriatrice et
autogestionnaire, qui, seule, donnera réellement le pouvoir aux travailleurs,
sans Etat ni Patron.</span></p><span style="color: white;"> <span style="font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;"></span><span style="font-family: "Times New Roman", serif; font-size: 11pt; letter-spacing: -0.5pt; line-height: 97%;"><br /></span></span><p></p><p class="MsoNormal" style="line-height: 97%; text-align: center; text-indent: 21.25pt;"> <i style="mso-bidi-font-style: normal;"><span style="color: black; font-family: "Arial",sans-serif; font-size: 9.0pt; letter-spacing: -.5pt; line-height: 97%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;"></span></i><i style="mso-bidi-font-style: normal;"><span style="color: black; font-family: "Arial",sans-serif; font-size: 9.0pt; letter-spacing: -.5pt; line-height: 97%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;"></span></i></p><p></p><p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><i style="mso-bidi-font-style: normal;"><span style="color: black; font-family: "Arial",sans-serif; font-size: 9.0pt; letter-spacing: -.5pt; line-height: 97%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;"> </span></i></p><p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><i style="mso-bidi-font-style: normal;"><span style="color: black; font-family: "Arial",sans-serif; font-size: 9.0pt; letter-spacing: -.5pt; line-height: 97%; mso-bidi-font-size: 11.0pt; mso-themecolor: text1;"> </span></i><span style="color: black; font-size: 11.0pt; letter-spacing: -.5pt; line-height: 97%; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR-SA; mso-fareast-language: FR; mso-no-proof: yes; mso-themecolor: text1;"> </span></p>
<p></p>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-37631806844001729202023-04-26T00:20:00.002+02:002023-04-26T00:22:48.347+02:00Projection-débat avec Tancrède Ramonet des parties 3 & 4 de "Ni Dieu Ni Maître - une histoire de l’anarchisme" Jeudi 11 Mai à 18H, à l’université de Rennes 2, Amphi L3<h3 style="text-align: left;">Jeudi 11 Mai à 18H, à l’université de Rennes 2, Amphi L3, projection
des parties 3 et 4 du documentaire "Ni Dieu Ni Maître - une histoire de
l’anarchisme" avec le réalisateur et producteur Tancrède Ramonet</h3><p style="text-align: left;">Projection des parties 3 et 4 de "Ni Dieu Ni Maître - une histoire de
l’anarchisme" et débat avec Tancrède Ramonet réalisateur et
co-producteur<br class="autobr" />
Partie 3 : Des Fleurs et des pavés (1945-1969) <br class="autobr" />
et <br class="autobr" />
Partie 4 : Les Réseaux de la colère (1965-2012)</p><div class="crayon article-texte-3925 texte" dir="ltr"><p>Dans le cadre
d’une tournée en Bretagne (Rennes 35 / Plénée-Jugon 22, Le Faouët 56 /
Berrien 29 ) de Tancrède Ramonet réalisateur et co-producteur de la
série documentaire "Ni Dieu Ni Maître - une histoire de l’anarchisme" le
groupe la sociale de la Fédération Anarchiste de rennes propose, le
Jeudi 11 Mai à 18H, à l’université de Rennes 2, Amphi L3, la projection
des parties 3 et 4 du documentaire "Ni Dieu Ni Maître - une histoire de
l’anarchisme"</p>
<p>Après avoir organisé en Avril au local la commune les
projections-débats des parties 1 et 2, nous visionnerons et débattrons
sur cette Histoire documentée de l’anarchisme avec Tancrède Ramonet :<br class="autobr" />
Partie 3 Des Fleurs et des pavés (1945-1969) <br class="autobr" />
et <br class="autobr" />
Partie 4 Les Réseaux de la colère (1965-2012)</p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKf8HF2Y5iVmnfgOGTpzZTk5kZweDG7Zdznt-UXWZ2iesxWdtcYXX5hQZ21gkzUIL3aOkhVAcVhfd26HgJd-T5XNauoI4RzlNa6L4tHxbwhfTrtFKVziLm3AhB0EGbpnZfhLGQ1LEEOOt8rMQ9o6Huy5xJsCEe9klxyv-YFDCvDSRKjsFQ-tlXuMqQuA/s421/2023_03_28_18_16_21_NI_DIEU_NI_MAITRE_VERSION_LONGUE_COMPLETE_3H34_VOL_1_et_2_bonus_lien_des_bon.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="143" data-original-width="421" height="109" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKf8HF2Y5iVmnfgOGTpzZTk5kZweDG7Zdznt-UXWZ2iesxWdtcYXX5hQZ21gkzUIL3aOkhVAcVhfd26HgJd-T5XNauoI4RzlNa6L4tHxbwhfTrtFKVziLm3AhB0EGbpnZfhLGQ1LEEOOt8rMQ9o6Huy5xJsCEe9klxyv-YFDCvDSRKjsFQ-tlXuMqQuA/s320/2023_03_28_18_16_21_NI_DIEU_NI_MAITRE_VERSION_LONGUE_COMPLETE_3H34_VOL_1_et_2_bonus_lien_des_bon.png" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4qHhG_irlyhNekQnN_BkMHzL-eiu6JH4trvzxI06_adiRWsZY6HHjagriPUSPQjuH1LV2TemDwBsb7qOUp5IUjUeABc_6q0tVCUyvvZOEBd7vIYkQrTFjxNMyrN9iTkFyICaOsLsxW_ZiTv06l3Jyx4jfIy_N1Dahet_-jM-1Jt2bZUiuxXl12Ts8yA/s192/logoFA-clean.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="150" data-original-width="192" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4qHhG_irlyhNekQnN_BkMHzL-eiu6JH4trvzxI06_adiRWsZY6HHjagriPUSPQjuH1LV2TemDwBsb7qOUp5IUjUeABc_6q0tVCUyvvZOEBd7vIYkQrTFjxNMyrN9iTkFyICaOsLsxW_ZiTv06l3Jyx4jfIy_N1Dahet_-jM-1Jt2bZUiuxXl12Ts8yA/s1600/logoFA-clean.jpg" width="192" /></a></div>Adresse et plan de la fac: </div><div class="crayon article-texte-3925 texte" dir="ltr">Place du Recteur Henri Le Moal, 35000 Rennes<img alt="Retour ligne automatique" class="br-auto" height="10" src="https://expansive.info/local/cache-vignettes/L10xH10/br-auto-10-8beb9.png?1634899134" title="Retour ligne automatique" width="10" /><br class="autobr" />
<a class="spip_url spip_out auto" href="https://international.univ-rennes2.fr/system/files/UHB/ABOUT/plan-campus-villejean.pdf" rel="nofollow external">https://international.univ-rennes2.fr/system/files/UHB/ABOUT/plan-campus-villejean.pdf</a><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC1XD1CoS1geAV-aCvoicCexHQoPKJKtXXBdLDiW2ui3rZMLLVICCiGdqtTRISQzUMPqu80RPkz0Iez6CcgQ-UFlLEwl6ap-GGoi6nGfniY7aLaUFdR5rM23iux8MOS4SI4HR3lBVT36dGaz5UuVyo-V0zkR-dAJseQnw2WW_lNux3nxtK6yW_YR8yYQ/s7016/A32ni_dieu_ni_maitre_affiche.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7016" data-original-width="4960" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC1XD1CoS1geAV-aCvoicCexHQoPKJKtXXBdLDiW2ui3rZMLLVICCiGdqtTRISQzUMPqu80RPkz0Iez6CcgQ-UFlLEwl6ap-GGoi6nGfniY7aLaUFdR5rM23iux8MOS4SI4HR3lBVT36dGaz5UuVyo-V0zkR-dAJseQnw2WW_lNux3nxtK6yW_YR8yYQ/w283-h400/A32ni_dieu_ni_maitre_affiche.jpg" width="283" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOHD02NkgjpsGi0CE2UBfQfBLb_L5n4oF2x-duGc7op3kS_Ln70RZl1CkkmCKT2Dw0IlBwlUWqlcbF5eyG4D901ooLdbNiooFQNehP_474DokvZulBlTg8rRQN3XP_mTzsz1zSmvsaO1AoFKXrrmybT5OwvBu2QMvRRf89VuXhKRqfn4lxJViCj8Pj-g/s7016/A2ni_dieu_ni_maitre_affiche.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4960" data-original-width="7016" height="453" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOHD02NkgjpsGi0CE2UBfQfBLb_L5n4oF2x-duGc7op3kS_Ln70RZl1CkkmCKT2Dw0IlBwlUWqlcbF5eyG4D901ooLdbNiooFQNehP_474DokvZulBlTg8rRQN3XP_mTzsz1zSmvsaO1AoFKXrrmybT5OwvBu2QMvRRf89VuXhKRqfn4lxJViCj8Pj-g/w640-h453/A2ni_dieu_ni_maitre_affiche.jpg" width="640" /></a></div><br /><p></p><p>Groupe la sociale de la Fédération Anarchiste<br class="autobr" />
C /o local la commune<br class="autobr" />
17 rue de châteaudun<br class="autobr" />
35000 rennes<br class="autobr" />
Tel/rep : 02 99 67 92 87<br class="autobr" />
contact@falasociale.org<br class="autobr" />
Le blog du groupe la sociale <a class="spip_url spip_out auto" href="http://www.falasociale.org" rel="nofollow external">www.falasociale.org</a></p>
<p>Twitter @falasociale ou <a class="spip_url spip_out auto" href="https://twitter.com/falasociale" rel="nofollow external">https://twitter.com/falasociale</a> <br class="autobr" />
FB <a class="spip_url spip_out auto" href="https://www.facebook.com/profile.php?id=100068937318699" rel="nofollow external">https://www.facebook.com/profile.php?id=100068937318699</a> <br class="autobr" />
Insta @fa_rennes ou <a class="spip_url spip_out auto" href="https://www.instagram.com/fa_rennes/?hl=fr" rel="nofollow external">https://www.instagram.com/fa_rennes/?hl=fr</a></p>
<p>nos vidéos<br class="autobr" />
<a class="spip_url spip_out auto" href="https://www.youtube.com/channel/UCyW5zOrvhQffujkUyhhyr7g" rel="nofollow external">https://www.youtube.com/channel/UCyW5zOrvhQffujkUyhhyr7g</a><br class="autobr" />
(et de 2006 à 2017 <a class="spip_url spip_out auto" href="http://www.dailymotion.com/farennes" rel="nofollow external">www.dailymotion.com/farennes</a> )</p>
<p>local la commune<br class="autobr" />
Permanences au local : Mercredi & Samedi de 14h à 18 h</p><p> </p></div><p style="text-align: left;"> </p><p> </p>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-58418060880406409642023-04-01T14:00:00.005+02:002023-04-01T14:00:00.151+02:00Projection-débat "Ni Dieu Ni Maître" de Tancrède Ramonet - Partie 2 / 4 Mercredi 12 Avril 20h local La Commune <h3 style="text-align: left;">Histoire de l’anarchisme - La Mémoire des vaincus (1911-1945)</h3><div class="crayon article-chapo-3845 chapo" dir="ltr"><p>Mercredi
12 Avril à 20h au local La Commune : projection-débat autour de la
deuxième partie du film documentaire "Ni Dieu Ni Maitre" de Tancrède
Ramonet</p></div>
<div class="champ contenu_texte">
<div class="crayon article-texte-3845 texte" dir="ltr"><p>Mercredi 12 Avril à 20h au local La Commune :</p>
<ul class="spip"><li> présentation de la deuxième partie du film documentaire "Ni Dieu Ni Maitre" de Tancrède Ramonet</li><li> projection de "La Mémoire des vaincus (1911-1945)"</li><li> débat entre spectateurs</li></ul>
<p>Avant la venue au mois de Mai à Rennes du réalisateur Tancrède
Ramonet pour présenter les parties finales 3 et 4 de "Ni Dieu Ni Maitre"
le groupe la sociale de la Fédération Anarchiste de Rennes souhaite
proposer au public un échange autour des 2 premières parties de cette
Histoire documentée de l’anarchisme</p>
<p>Ces 2 premiers films avaient été diffusés par la chaine ARTE en 2017 - en version courte- dans le cadre d’une soirée Thema.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3-7Wi7EfpNAY7MBfwvzB3xATRqL2FK2TtkuXI073jNHpmmO9P-TvbM8cLKWVIvPQMn1CxGgm-a_PbRvh_6gUrjo1sIqOrOxu3SyYzlGCvREz-sKRcwZDYRvdQ9P6RTY_n_4fjY-4YdoJaGcS7hE8X2fyoN1J1ZQO7EWRsvjA6WrmOyL1tYFM6iSkPvA/s421/2023_03_28_18_16_21_NI_DIEU_NI_MAITRE_VERSION_LONGUE_COMPLETE_3H34_VOL_1_et_2_bonus_lien_des_bon.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="143" data-original-width="421" height="109" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3-7Wi7EfpNAY7MBfwvzB3xATRqL2FK2TtkuXI073jNHpmmO9P-TvbM8cLKWVIvPQMn1CxGgm-a_PbRvh_6gUrjo1sIqOrOxu3SyYzlGCvREz-sKRcwZDYRvdQ9P6RTY_n_4fjY-4YdoJaGcS7hE8X2fyoN1J1ZQO7EWRsvjA6WrmOyL1tYFM6iSkPvA/s320/2023_03_28_18_16_21_NI_DIEU_NI_MAITRE_VERSION_LONGUE_COMPLETE_3H34_VOL_1_et_2_bonus_lien_des_bon.png" width="320" /></a></div><br /><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSJLDuW-3WXxFdRyuFajWbj6MYcorJH8NGfHUhKQCvpMsy6M5G8r3aq2Mh3LEiJwslrI85v2cm6d6157p8PCjC3wsBIN3HEWOSpCwLUpf62AeA4p5k6DYIGLStAqMQ2TlD6CvSXgj9IPHBfmQ4NP7xtNlwtRS80i6a40Y37EjDp4rR0xvByvymrGJfMg/s192/logoFA-clean.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="150" data-original-width="192" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSJLDuW-3WXxFdRyuFajWbj6MYcorJH8NGfHUhKQCvpMsy6M5G8r3aq2Mh3LEiJwslrI85v2cm6d6157p8PCjC3wsBIN3HEWOSpCwLUpf62AeA4p5k6DYIGLStAqMQ2TlD6CvSXgj9IPHBfmQ4NP7xtNlwtRS80i6a40Y37EjDp4rR0xvByvymrGJfMg/s1600/logoFA-clean.jpg" width="192" /></a></div><br />
<p>Au local La Commune, ce sont les versions longues (environ 1h27
chaque partie) et non censurées qui seront projetées ainsi que le
Mercredi 12 Avril les Bonus de la version DVD</p>
<p>Le film donne la parole à une quinzaine d’historiens français,
italiens, américains, canadien, espagnols et russes dont Jean-Yves
Mollier, Marianne Enckell, Anne Steiner, Normand Baillargeon, Gaetano
Manfredonia et Jean-Christophe Angaut</p><p> </p><hr class="spip" /><br /></div>
</div><h3 style="text-align: left;"><span style="font-weight: normal;">Groupe la sociale de la Fédération Anarchiste<br />C /o local la commune<br />17 rue de châteaudun<br />35000 rennes<br />Tel/rep : 02 99 67 92 87<br />contact@falasociale.org<br />Le blog du groupe la sociale www.falasociale.org<br /><br />Twitter @falasociale ou https://twitter.com/falasociale <br />FB https://www.facebook.com/profile.php?id=100068937318699 <br />Insta @fa_rennes ou https://www.instagram.com/fa_rennes/?hl=fr<br /><br />nos vidéos<br />https://www.youtube.com/channel/UCyW5zOrvhQffujkUyhhyr7g<br />(et de 2006 à 2017 www.dailymotion.com/farennes )<br /><br />local la commune<br />Permanences au local : Mercredi & Samedi de 14h à 18 h</span></h3><p> </p>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com017 Rue de Châteaudun, 35000 Rennes, France48.111529399999988 -1.6661136-7.3150922761378965 -71.9786136 90 68.6463864tag:blogger.com,1999:blog-85173021748478550.post-18081096942507438082023-03-28T22:31:00.002+02:002023-03-28T22:31:55.935+02:00Projection-débat "Ni Dieu Ni Maître" de Tancrède Ramonet - Partie 1 / 4 - local La Commune Samedi 8 Avril 14h<h3 style="text-align: left;">Histoire de l’anarchisme - La Volupté de la destruction (1840-1914)</h3><p> Samedi
8 Avril à 14h au local La Commune : projection-débat autour de la
première partie du film documentaire "Ni Dieu Ni Maitre" de Tancrède
Ramonet</p>
<div class="champ contenu_texte">
<div class="crayon article-texte-3844 texte" dir="ltr"><p>Samedi 8 Avril à 14h au local La Commune :</p>
<ul class="spip" style="text-align: left;"><li> présentation de la première partie du film documentaire "Ni Dieu Ni Maitre" de Tancrède Ramonet</li><li> projection de "La Volupté de la destruction (1840-1914)"</li></ul><ul style="text-align: left;"><li> débat entre spectateurs</li></ul><br /></div><div class="crayon article-texte-3844 texte" dir="ltr"> <br /></div><div class="crayon article-texte-3844 texte" style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcvqfPrLHn3cYKi8pbuddwB8tmDhagpHs2b0Kb6l9yxNxT18bvpdOOqNdaAUbGOVx_LQI1g81kCKkaBDSrcC6YiDaJ9XHhCN9t8J1R95v4HVBW0q6DrDKOyg7VmEI-TGd43kpQjTCPGR54XgLJ0wDxs5BJlGKXqm9cwryew9gWtDdM_f7cEPJyZmr2FA/s421/2023_03_28_18_16_21_NI_DIEU_NI_MAITRE_VERSION_LONGUE_COMPLETE_3H34_VOL_1_et_2_bonus_lien_des_bon.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="143" data-original-width="421" height="109" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcvqfPrLHn3cYKi8pbuddwB8tmDhagpHs2b0Kb6l9yxNxT18bvpdOOqNdaAUbGOVx_LQI1g81kCKkaBDSrcC6YiDaJ9XHhCN9t8J1R95v4HVBW0q6DrDKOyg7VmEI-TGd43kpQjTCPGR54XgLJ0wDxs5BJlGKXqm9cwryew9gWtDdM_f7cEPJyZmr2FA/s320/2023_03_28_18_16_21_NI_DIEU_NI_MAITRE_VERSION_LONGUE_COMPLETE_3H34_VOL_1_et_2_bonus_lien_des_bon.png" width="320" /></a><br /></div><div class="crayon article-texte-3844 texte" dir="ltr"><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1wycf1Y75h7NacwnCeFg4BXdYx5HhUeWRwf0WrGZCoJ2qQxMixuKRR5VNp8Co6w_pjblAnbqtZ4kVdzQ2VnAKIiXT3L3v1Bx0B0F-mdcujpXoZwnzEJozYlE1UKr5g48tbAGPQaoI6TI5gH1RWmUB2p62u8MTe6byOp7bHw0xdOiBxLFtzzQ2dmQeMQ/s192/logoFA-clean.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="150" data-original-width="192" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1wycf1Y75h7NacwnCeFg4BXdYx5HhUeWRwf0WrGZCoJ2qQxMixuKRR5VNp8Co6w_pjblAnbqtZ4kVdzQ2VnAKIiXT3L3v1Bx0B0F-mdcujpXoZwnzEJozYlE1UKr5g48tbAGPQaoI6TI5gH1RWmUB2p62u8MTe6byOp7bHw0xdOiBxLFtzzQ2dmQeMQ/s1600/logoFA-clean.jpg" width="192" /></a></div>
<p>Avant la venue au mois de Mai à Rennes du réalisateur Tancrède
Ramonet pour présenter les parties finales 3 et 4 de "Ni Dieu Ni Maitre"
le groupe la sociale de la Fédération Anarchiste de Rennes souhaite
proposer au public un échange autour des 2 premières parties de cette <a class="spip_out" href="https://fr.wikipedia.org/wiki/Ni_Dieu_ni_ma%C3%AEtre,_une_histoire_de_l%27anarchisme" rel="external" style="color: red;" target="_blank">Histoire documentée de l’anarchisme</a></p>
<p>Ces 2 premiers films avaient été diffusés par la chaine ARTE en 2017 - en version courte- dans le cadre d’une soirée Thema.</p>
<p>Au local La Commune, ce sont les versions longues (environ 1h27 chaque partie) et non censurées qui seront projetées</p>
<p>Le film donne la parole à une quinzaine d’historiens français,
italiens, américains, canadien, espagnols et russes dont Jean-Yves
Mollier, Marianne Enckell, Anne Steiner, Normand Baillargeon, Gaetano
Manfredonia et Jean-Christophe Angaut</p></div>
</div>
<div class="label">P.-S.</div>
<hr class="spip" />
<p>Groupe la sociale de la Fédération Anarchiste<img alt="Retour ligne automatique" class="br-auto" height="10" src="https://expansive.info/local/cache-vignettes/L10xH10/br-auto-10-8beb9.png?1634899134" title="Retour ligne automatique" width="10" /><br class="autobr" />
C /o local la commune<img alt="Retour ligne automatique" class="br-auto" height="10" src="https://expansive.info/local/cache-vignettes/L10xH10/br-auto-10-8beb9.png?1634899134" title="Retour ligne automatique" width="10" /><br class="autobr" />
17 rue de châteaudun<img alt="Retour ligne automatique" class="br-auto" height="10" src="https://expansive.info/local/cache-vignettes/L10xH10/br-auto-10-8beb9.png?1634899134" title="Retour ligne automatique" width="10" /><br class="autobr" />
35000 rennes<img alt="Retour ligne automatique" class="br-auto" height="10" src="https://expansive.info/local/cache-vignettes/L10xH10/br-auto-10-8beb9.png?1634899134" title="Retour ligne automatique" width="10" /><br class="autobr" />
Tel/rep : 02 99 67 92 87<img alt="Retour ligne automatique" class="br-auto" height="10" src="https://expansive.info/local/cache-vignettes/L10xH10/br-auto-10-8beb9.png?1634899134" title="Retour ligne automatique" width="10" /><br class="autobr" />
contact@falasociale.org<img alt="Retour ligne automatique" class="br-auto" height="10" src="https://expansive.info/local/cache-vignettes/L10xH10/br-auto-10-8beb9.png?1634899134" title="Retour ligne automatique" width="10" /><br class="autobr" />
Le blog du groupe la sociale <a class="spip_url spip_out auto" href="http://www.falasociale.org" rel="nofollow external">www.falasociale.org</a></p>
<p>Twitter @falasociale ou <a class="spip_url spip_out auto" href="https://twitter.com/falasociale" rel="nofollow external">https://twitter.com/falasociale</a> <img alt="Retour ligne automatique" class="br-auto" height="10" src="https://expansive.info/local/cache-vignettes/L10xH10/br-auto-10-8beb9.png?1634899134" title="Retour ligne automatique" width="10" /><br class="autobr" />
FB <a class="spip_url spip_out auto" href="https://www.facebook.com/profile.php?id=100068937318699" rel="nofollow external">https://www.facebook.com/profile.php?id=100068937318699</a> <img alt="Retour ligne automatique" class="br-auto" height="10" src="https://expansive.info/local/cache-vignettes/L10xH10/br-auto-10-8beb9.png?1634899134" title="Retour ligne automatique" width="10" /><br class="autobr" />
Insta @fa_rennes ou <a class="spip_url spip_out auto" href="https://www.instagram.com/fa_rennes/?hl=fr" rel="nofollow external">https://www.instagram.com/fa_rennes/?hl=fr</a></p>
<p>nos vidéos<img alt="Retour ligne automatique" class="br-auto" height="10" src="https://expansive.info/local/cache-vignettes/L10xH10/br-auto-10-8beb9.png?1634899134" title="Retour ligne automatique" width="10" /><br class="autobr" />
<a class="spip_url spip_out auto" href="https://www.youtube.com/channel/UCyW5zOrvhQffujkUyhhyr7g" rel="nofollow external">https://www.youtube.com/channel/UCyW5zOrvhQffujkUyhhyr7g</a><img alt="Retour ligne automatique" class="br-auto" height="10" src="https://expansive.info/local/cache-vignettes/L10xH10/br-auto-10-8beb9.png?1634899134" title="Retour ligne automatique" width="10" /><br class="autobr" />
(et de 2006 à 2017 <a class="spip_url spip_out auto" href="http://www.dailymotion.com/farennes" rel="nofollow external">www.dailymotion.com/farennes</a> )</p>
<p>local la commune<img alt="Retour ligne automatique" class="br-auto" height="10" src="https://expansive.info/local/cache-vignettes/L10xH10/br-auto-10-8beb9.png?1634899134" title="Retour ligne automatique" width="10" /><br class="autobr" />
Permanences au local : Mercredi & Samedi de 14h à 18 h</p><p> </p><p> </p>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-27158643370480515962023-03-23T00:12:00.003+01:002023-03-23T00:12:38.813+01:00La Grève est l’outil des exploités pour se défendre et pour gagner - tract diffé lors de la manif du 23 Mars 2023<p> <!--[if gte mso 9]><xml>
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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"/>
<w:LsdException Locked="false" Priority="46"
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</p><p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.6pt; line-height: 97%;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYQwVZxFjer7ZsJA7PpVrrC6FJCm88aE8UOEVfeUurC023lQ4hw5k1RdytRNa7oGJS4JlR_BbqhlCJqNHu6gdqEKDWz4xVk9cjdD0IQKeQJwYNjcIWIej1pTdhBkCZrGHqZRAb4Tej6PJySxLfKMRxyfFHLbcEcz2rPO6W6jpwiSk67y7JCWADCc8VHQ/s3508/23032023-V2-page-001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3508" data-original-width="2481" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYQwVZxFjer7ZsJA7PpVrrC6FJCm88aE8UOEVfeUurC023lQ4hw5k1RdytRNa7oGJS4JlR_BbqhlCJqNHu6gdqEKDWz4xVk9cjdD0IQKeQJwYNjcIWIej1pTdhBkCZrGHqZRAb4Tej6PJySxLfKMRxyfFHLbcEcz2rPO6W6jpwiSk67y7JCWADCc8VHQ/w452-h640/23032023-V2-page-001.jpg" width="452" /></a></b></div><b style="mso-bidi-font-weight: normal;"><br /></b><p></p><p class="MsoNormal" style="line-height: 97%; text-align: center; text-indent: 21.25pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.6pt; line-height: 97%;"> La Grève est l’outil des exploités pour se défendre et pour gagner </span></b></p><p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.6pt; line-height: 97%;">Stratégies légalistes dans la rue et dans les
institutions.</span></b></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.3pt; line-height: 97%;">Pour retirer le
projet de réforme des retraites, l’intersyndicale nationale a -depuis
mi-janvier- appelé à de nombreuses journées de mobilisation saute-mouton. La
population dans son ensemble se satisfaisait de l’unité syndicale et y voyait
le gage d’un rapport de force imposant face à un gouvernement sourd. Fort des
sondages d’opinion et des manifestations les plus massives depuis 1968, les
parlementaires, députés et sénateurs, entendraient la rue, et on réussirait à
faire entendre raison au gouvernement.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.3pt; line-height: 97%;">Las,
contrairement à ce que d’éminents membres du gouvernement affirmaient encore
quelques jours plus tôt, le pouvoir, en manque de majorité au Palais Bourbeux, et
malgré les sommes d’argent corruptrices considérables proposés à des députés
dans leurs circonscriptions, doit déclencher le 49.3.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.3pt; line-height: 97%;">Aveu de faiblesse
de la part du pouvoir, le 49.3 a le mérite de démontrer au peuple que ce que
les dominants appellent Démocratie est en réalité un système défini par des
règlements édictés par une minorité bourgeoise pour défendre ses intérêts
propres.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.3pt; line-height: 97%;">Certains
espéraient qu’une motion de censure puisse faire tomber le gouvernement. La
belle affaire ! Pour le remplacer par un autre gouvernement aux ordres des
mêmes grands patrons ! D’autres, comme Fabien Roussel du PCF, révélation
politique 2022 selon la Macronie, prône le Référendum d’Initiative Partagé,
nouveau contre-feu à la mobilisation collective.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Exprimer
sa colère, la politiser, s’organiser.</span></b></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.3pt; line-height: 97%;">Nous entrons dans
une nouvelle séquence de la mobilisation. Maintenant que nous sommes
débarrassés de ces rideaux de fumées institutionnels, nous le savons, nous ne
pouvons compter que sur nous-mêmes les travailleurs en lutte. </span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.4pt; line-height: 97%;">Pour autant, sur
le terrain économique, le rapport de force s’est difficilement installé depuis
le 7 Mars. Il y a bien eu quelques grèves reconductibles dans certains secteurs
à l’appel par exemple des fédérations CGT (Mine-Énergie, Ports et Docks,
Cheminots, Industries Chimiques et Verre-Céramique) combatives et opposées à la
ligne molle de Philippe Martinez, qui prépare la suite de sa carrière après le
53° congrès fin Mars à Clermont-Ferrand. Mais globalement, la grève
reconductible s’est peu installée et l’économie, même au ralenti, continue à
fonctionner.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Constat
des faiblesses du mouvement :</span></b></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.3pt; line-height: 97%;">- Un peuple de
travailleurs appauvri par des décennies de reculs sociaux, que l’on a dressé à
accepter des salaires de misère, dans la peur du chômage et des conditions de
travail dégradées en échange d’une perspective de repos à la retraite</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.3pt; line-height: 97%;">- Des jeunes pour
lesquels la seule perspective est au quotidien un emploi précaire payé des
clopinettes et un avenir plus qu’incertain au vu des problèmes environnementaux
majeurs qui se pose pour l’ensemble du vivant sur la planète.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.3pt; line-height: 97%;">La situation
sociale est compliquée : un taux de syndicalisation très bas, la fin de
gros bastions ouvriers, une baisse de la conscience de classe, peu de culture
ou d’habitude de la lutte collective.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">L’extrême
droite en embuscade</span></b></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.3pt; line-height: 97%;">Le RN voudrait
faire croire qu’il est pour le retrait de la réforme, tandis que le député RN
Antoine Villedieu pose fièrement le 17 mars avec des Gendarmes -qui aux ¾
votent extrême-droite- à la pointe de la répression et LePen avait précisé en
2022 qu’elle était opposée à la retraite à 60 ans avec 37,5 annuités pour
tou.t.e.s.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Constat
des forces du mouvement :</span></b></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.3pt; line-height: 97%;">=> Les
travailleurs sont excédés de se faire cracher à la gueule depuis aussi
longtemps par un management tout-puissant. La colère est puissante</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.3pt; line-height: 97%;">=> Les jeunes
ne veulent plus s’user au travail pour accomplir des tâches inutiles voire
néfastes et cherchent donc un sens à une existence qu’on leur promet difficile.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 4.0pt; line-height: 97%; mso-bidi-font-size: 6.0pt;"> </span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Le
mouvement social à la croisée des chemins.</span></b></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.3pt; line-height: 97%;">Depuis 1 semaine partout
en France, les exploités démontrent leur capacité de mobilisation et leur
détermination à obtenir le retrait du report de l’âge légal à 64 ans –même
s’ils oublient souvent les 43 annuités.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.3pt; line-height: 97%;">Nombreux sont les
simples citoyens, en particulier dans les communes rurales, qui participent à
leur première mobilisation sociale. Le ras-le-bol est général, les simples
manifestations ne suffisent plus, et maintenant, seule la rue pourra obtenir le
retrait. Le peuple est dos au mur, et le pouvoir fébrile, la victoire est à
portée de main, poussons notre avantage.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.3pt; line-height: 97%;">Les organisations
syndicales étaient globalement passé à côté du mouvement des gilets jaunes de
2018-2019, assemblage hétéroclite de travailleurs déclassés ne se sentant ni
représentés ni en capacité de faire grève. </span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.3pt; line-height: 97%;">Les syndicats
doivent maintenant accepter de ne pas pouvoir contrôler le mouvement, faire
confiance aux exploités, mobilisés, syndiqués ou non, soutenir les piquets de
grève, et les initiatives de la base du type occupation de la Maison du Peuple,
qui correspond à un vrai besoin de politiser les luttes.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.3pt; line-height: 97%;">La
« radicalité » des actions que l’on voit depuis une semaine peut
réjouir, d’autant qu’elle est spectaculaire. Mais si les blocages ou filtrages
des flux des marchandises sont nécessaires, c'est seulement parce que la
production n'est pas arrêtée. Ce ne sont que des solutions de substitution, un pis-aller
symptomatique de grèves minoritaires.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.3pt; line-height: 97%;">C’est pourquoi il
faut étendre la grève partout où c’est possible, la reconduire où elle est déjà
enclenchée, et bloquer là où il le faut. Il est vital de massifier le mouvement
de grève. Il faut donc convaincre ses collègues de partir en grève, se syndiquer
pour porter l’esprit de révolte dans un outil syndical trop rouillé. La grève
générale est l’outil de la lutte de classe des travailleurs.</span></p>
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<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"/>
<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"
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<p align="center" class="Standard" style="line-height: 90%; margin-right: 52.75pt; text-align: center;"><span style="font-size: 9.0pt; line-height: 90%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-font-width: 96%; mso-no-proof: yes;">Groupe la sociale de la Fédération Anarchiste C /o local la
commune 17 rue de châteaudun 35000 rennes </span></p><p align="center" class="Standard" style="line-height: 90%; margin-right: 52.75pt; text-align: center;"><span style="font-size: 9.0pt; line-height: 90%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-font-width: 96%; mso-no-proof: yes;">Tel/rep : 0299689287</span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 90%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-font-width: 96%; mso-no-proof: yes;"></span></b></p>
<p align="center" class="Standard" style="line-height: 90%; margin-right: 52.75pt; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 90%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-no-proof: yes;">Permanences au local : Mercredi & Samedi de 14h à 18 h
</span></b></p>
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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"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<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"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<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"
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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"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<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"
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<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"
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<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"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<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"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<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"/>
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<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"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
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<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"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
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<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"
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<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"/>
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</p><p class="MsoNormal"><span style="mso-fareast-language: FR;">---------------------------------------------------------------------------------------------------------------------------------------------------------------------<br />
Groupe la sociale de la Fédération Anarchiste<br />
C /o local la commune<br />
17 rue de châteaudun<br />
35000 rennes<br />
Tel/rep : 02 99 67 92 87<br />
<a href="mailto:contact@falasociale.org"><span style="color: blue;">contact@falasociale.org</span></a><br />
Le blog du groupe la sociale <a href="http://www.falasociale.org/"><span style="color: blue;">www.falasociale.org</span></a></span></p>
<p class="MsoNormal"><span style="mso-fareast-language: FR;"><br />
Twitter @falasociale ou <a href="https://twitter.com/falasociale"><span style="color: blue;">https://twitter.com/falasociale</span></a> <br />
FB <a href="https://www.facebook.com/profile.php?id=100068937318699"><span style="color: blue;">https://www.facebook.com/profile.php?id=100068937318699</span></a>
<br />
Insta @fa_rennes ou <a href="https://www.instagram.com/fa_rennes/?hl=fr"><span style="color: blue;">https://www.instagram.com/fa_rennes/?hl=fr</span></a></span><span style="font-size: 12.0pt; mso-fareast-language: FR;"></span></p>
<p class="MsoNormal"><span style="mso-fareast-language: FR;"><br />
nos vidéos</span></p>
<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: FR; mso-fareast-theme-font: minor-latin;"><a href="https://www.youtube.com/channel/UCyW5zOrvhQffujkUyhhyr7g"><span style="color: blue;">https://www.youtube.com/channel/UCyW5zOrvhQffujkUyhhyr7g</span></a><br />
(et de 2006 à 2017 <a href="http://www.dailymotion.com/farennes"><span style="color: blue;">www.dailymotion.com/farennes</span></a> )<br />
<br />
local la commune<br />
Permanences au local: Mercredi & Samedi de 14h à 18 h<br />
<br />
-----------------------------------------------------------------------------</span><span style="color: black; font-family: "Times",serif; font-size: 10.0pt; line-height: 90%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR; mso-font-kerning: 0pt;"><u> <br /></u></span><p></p>
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<p></p>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-2762031441736610682023-03-19T20:55:00.006+01:002023-03-19T20:55:40.474+01:00Sa. 1er Avril 14h - local La Commune Causerie populaire autour du livre "Écologies, Le vivant et le social" de Philippe Boursier & Clémence Guimont<h1 style="text-align: left;"> Sa. 1<sup class="typo_exposants">er</sup> Avril 14h au local La Commune 17 rue de Châteaudun : Discussion autour de l’ouvrage "Écologies, Le vivant et le social" </h1><h3 style="text-align: left;">
Ouvrage coordonné par Philippe Boursier, professeur de Sciences
économiques et sociales, coordinateur du Manuel indocile des sciences
sociales (La Découverte), et Clémence Guimont, maîtresse de conférences
de science politique à l’université Panthéon Sorbonne (CESSP) et
coordinatrice plusieurs numéros de la revue Développement durable et
Territoires.</h3><p> </p><p>Ouvrage collectif sorti aux éditions de La Découverte le 12/02/2023, coordonné par Philippe Boursier et Clémence Guimont<br class="autobr" />
Ce livre interroge les crises écologiques qui frappent tout à la fois
les écosystèmes et les sociétés, en s’efforçant de penser ensemble le «<small class="fine"> </small>social<small class="fine"> </small>» et le «<small class="fine"> </small>vivant<small class="fine"> </small>».
Est notamment explicitée la diversité des approches actuelles de
l’écologie qui rendent compte des processus écocides en cours et ouvrent
des alternatives, des voies d’émancipation nouvelles. <br class="autobr" />
Il s’agit d’un ouvrage accessible, grand public, présentant un large
état des lieux des connaissances, des analyses actuelles et des pistes
de transformation. Il regroupe près de 70 contributions thématiques de
scientifiques, de philosophes, de journalistes et d’activistes,
accompagnées de lexiques et ressources bibliographiques, pour saisir
l’ampleur des défis auxquels se confrontent les écologies
contemporaines.</p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis43xIDRSfssKvAQGzFltZPuU1u4O5Pkdsftm7a1xUFjwkG3MRO5HPpk0qMMo0RECIW3c6blCllmtjidECBE8l5qGvkk4GcbIC7snR4x42_fFZjRfxu-2yeuC3GC49eYn_06AqcS0z_77Pz4w59HI95shnbiz62JccJ2WLLtOnMshBYqbl3bGjBtiyyA/s799/couverture-011198355.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="799" data-original-width="566" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis43xIDRSfssKvAQGzFltZPuU1u4O5Pkdsftm7a1xUFjwkG3MRO5HPpk0qMMo0RECIW3c6blCllmtjidECBE8l5qGvkk4GcbIC7snR4x42_fFZjRfxu-2yeuC3GC49eYn_06AqcS0z_77Pz4w59HI95shnbiz62JccJ2WLLtOnMshBYqbl3bGjBtiyyA/w454-h640/couverture-011198355.jpg" width="454" /></a></div><br /><p></p><p>Écologies
Le vivant et le social<br class="autobr" />
<a class="spip_out" href="https://www.editionsladecouverte.fr/ecologies-9782348076886" rel="external">https://www.editionsladecouverte.fr/ecologies-9782348076886</a><br class="autobr" />
Philippe Boursier, Clémence Guimont<br class="autobr" />
Les crises écologiques multiples frappent avec une intensité croissante
les écosystèmes, les groupes humains et non humains. Sous la pression du
temps qu’elles gaspillent et des intérêts dominants qui les orientent,
les sociétés mettent en péril leur propre survie et l’habitabilité de la
planète. Il est donc impératif d’assumer le défi d’un grand virage
écologique émancipateur. <br class="autobr" />
Se croisent ici, avec rigueur et clarté, des approches issues des
sciences sociales et des sciences de la nature, pour éclairer les
processus qui précipitent les dévastations du vivant et exacerbent les
inégalités. Sont aussi explorées les manières désirables et réalistes de
prévenir, d’atténuer, d’empêcher les désastres mais aussi de vivre
mieux. <br class="autobr" />
Ce livre porte la voix des écologies qui œuvrent à une véritable
critique des dominations et du statu quo. Deux approches sont
articulées : l’une, intersectionnelle et anticapitaliste, ancrée dans la
dynamique des mobilisations sociales<small class="fine"> </small>;
l’autre, plus attentive aux liens que les sociétés humaines tissent avec
le vivant non humain. Écoféminismes, extractivisme, racisme
environnemental, politiques publiques, finance verte, cause animale ou
droits de la nature sont autant de sujets décisifs abordés avec
lucidité. <br class="autobr" />
Près de 70 contributions thématiques de scientifiques, de philosophes,
de journalistes et d’activistes, très accessibles et documentées,
accompagnées de lexiques et ressources bibliographiques, pour saisir
l’ampleur des défis auxquels se confrontent les écologies
contemporaines.</p><p> </p><p>Liste des contributeurs à l’ouvrage : <br class="autobr" />
William Acker, Gilles Allaire, Alexis Aulagnier, Léna Balaud, Jérôme
Baschet, Guy Baudelle, Hannah Bensussan, Camille Besombes, Philippe
Bihouix, Guillaume Blanc, Roméo Bondon, Assia Boutaleb, Thomas Brisson,
Sylvaine Bulle, Jeanne Burgart-Goutal, Doris Buu-Sao, Joseph Cacciari,
Marine Calmet, Philippe Chailan, Antoine Chopot, Mickaël Correia,
Guillaume Courty, Émilie Dardenne, Valérie Deldrève, Mathias Delori,
Vincent Devictor, Sophie Dubuisson-Quellier, Marc Dufumier, Guillaume
Faburel, Marianne Fischman, Marine Fleury, Marine Fleury, Tin-Ifsan
Floch, Cégolène Frisque, François Graner, Séverine Harnois, Basile
Hector, Jean Jouzel, Jérôme Lamy, Bernard Laponche, Hugo Lassalle, Eloi
Laurent, Stéphane Lavignotte, Catherine Le Gall, Patrick Le Moal,
Thomas Le Roux, Florian Le Villain, Roland Lehoucq, Jade Lindgaard,
Michael Löwy, Gabriel Mahéo, Sébastien Marrec, Sandrine Mathy, Barbara
Nicoloso, Fatima Ouassak, Geremy Panthou, Christophe Peugeot, Philippe
Pierre-Charles, Lucie Pinson, Antonin Pottier, Philippe Quirion,
Constance Rimlinger, Zoé Rollin, Luc Semal, Clément Sénéchal, Annie
Thébaud-Mony, Marie Thiann-Bo-Morel, Hélène Tordjman, Allan Wei, Jérôme
Weiss <br /></p>
<hr class="spip" />
<p>Groupe la sociale de la Fédération Anarchiste</p><p> C /o local la commune</p><p> 17 rue de châteaudun<br class="autobr" />
35000 rennes<br class="autobr" />
Tel/rep : 02 99 67 92 87<br class="autobr" />
contact@falasociale.org<br class="autobr" />
Le blog du groupe la sociale <a class="spip_url spip_out auto" href="http://www.falasociale.org" rel="nofollow external">www.falasociale.org</a></p>
<p>Twitter @falasociale ou <a class="spip_url spip_out auto" href="https://twitter.com/falasociale" rel="nofollow external">https://twitter.com/falasociale</a> <br class="autobr" />
FB <a class="spip_url spip_out auto" href="https://www.facebook.com/profile.php?id=100068937318699" rel="nofollow external">https://www.facebook.com/profile.php?id=100068937318699</a> <br class="autobr" />
Insta @fa_rennes ou <a class="spip_url spip_out auto" href="https://www.instagram.com/fa_rennes/?hl=fr" rel="nofollow external">https://www.instagram.com/fa_rennes/?hl=fr</a></p>
<p>nos vidéos<br class="autobr" />
<a class="spip_url spip_out auto" href="https://www.youtube.com/channel/UCyW5zOrvhQffujkUyhhyr7g" rel="nofollow external">https://www.youtube.com/channel/UCyW5zOrvhQffujkUyhhyr7g</a><br class="autobr" />
(et de 2006 à 2017 <a class="spip_url spip_out auto" href="http://www.dailymotion.com/farennes" rel="nofollow external">www.dailymotion.com/farennes</a> )</p>
<p>local la commune<br class="autobr" />
Permanences au local : Mercredi & Samedi de 14h à 18 h</p><p> </p>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-85499077403390657362023-03-07T16:00:00.003+01:002023-03-07T16:00:00.151+01:008 mars journée de lutte pour les droits des femmes - tract diffé à cette occasion<p> </p><p></p><p><!--[if gte mso 9]><xml>
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<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"/>
<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"/>
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</p><p class="MsoNormal">"</p><p class="MsoNormal">Ecoutez l'bruit de leurs sabots<br />
V'là qu'arrivent les Penn-Sardines,<br />
Écouter l'bruit d'leurs sabots<br />
Elles reviennent bloquer l'usine !</p><p class="MsoNormal">" <br /></p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">Déjà en 1905 les sardinières de Douarnenez partaient en
grève pour être payées à l'heure et plus à la pièce. En novembre 1924 elles se
battent pour une augmentation de salaire et elles resteront en grève plusieurs
mois elles seront rejointes par les marins et la ville sera bloquée, le 6
janvier 1925, les patrons cèderont à leurs demandes. <br />
La lutte paie, prenons exemple !</p><p class="MsoNormal"><br />
<br />
Dans sa grande magnanimité, le gouvernement double les trimestres de
cotisations alloués lors d'un congé maternité (de 4 à 8). Une belle idée sur le
papier mais qui n'est qu'un leurre.<br />
Cette mesure concerne seulement les femmes ayant commencé à travailler avant 20
ans et ayant cotisé 43 à 44 ans. (ce qui concerne seulement 3000 femmes).<br />
<br />
A côté le gouvernement augmente la pension de retraite minimale !<br />
Enfin, pour celles et ceux qui ont travaillé à temps plein 172 semestres, cette
mesure renforce aussi les inégalités car 28% des femmes travaillent à temps
partiel face à 8% des hommes.<br />
Elles partiront donc en moyenne plus tard et avec moins de revenus...<br />
<br />
La Révolution Sociale et Libertaire sera Féministe ou ne sera pas. Il faut
anéantir l'Etat, le Capitalisme et le Patriarcat pour pouvoir enfin vivre dans
un monde décent,<br />
La grève générale expropriatrice est un moyen d'action efficace, bloquer
économiquement le pays par l'abandon du travail salarié et domestique paiera !<br />
Vive la Grève Générale Féministe !</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNOSEokGpXNoOfu5M-d7np4qbERgOTyAj43zMzS0GkXlNHac-KF5-WkB4uHgCSJDeRoJbCZgfJivYnKn3hADH1HuQ5GYaQ5fpMhy5xooi5J1hJqKEtNek9z7mFOwfjjqvwvHEnpM9t0NveWyLpQAxVOmhwZIg68vUSZpa2giByXqHTPYNEhPtux6jAzQ/s900/08032023-2023_03_05_23_42_37_8_mars_002_.pdf_Adobe_Acrobat_Reader_32_bit_.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="659" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNOSEokGpXNoOfu5M-d7np4qbERgOTyAj43zMzS0GkXlNHac-KF5-WkB4uHgCSJDeRoJbCZgfJivYnKn3hADH1HuQ5GYaQ5fpMhy5xooi5J1hJqKEtNek9z7mFOwfjjqvwvHEnpM9t0NveWyLpQAxVOmhwZIg68vUSZpa2giByXqHTPYNEhPtux6jAzQ/w468-h640/08032023-2023_03_05_23_42_37_8_mars_002_.pdf_Adobe_Acrobat_Reader_32_bit_.jpg" width="468" /></a></div><br />
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: FR; mso-fareast-theme-font: minor-latin;"><br />
Patron; Patrie; Patriarcat,<br />
Mêmes racines même combat !<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" /> </span><br /><p></p>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-33043999102406911322023-03-06T00:01:00.002+01:002023-03-06T00:01:57.283+01:00"Le 7 Mars pour le retrait du projet de la réforme des retraites. Et après ?" tract diffé le 7 mars pour la journée de grève et manifestation pour le retrait de la réforme des retraites<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">19
Janvier, 31 Janvier, 7 Février, 11 Février, 16 février, et maintenant le 7 Mars…</span></b></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Nous avons été et sommes des millions
en manifestation sur ces journées décousues d’opposition à la réforme
Borne-Macron. Les journées de « mobilisation multi-formes » du « syndicalisme
rassemblé » autant que les effets de manche et psycho-drames à l’Assemblée
Nationale n’auront pas suffi à faire reculer Macron. Est-ce un scoop ? </span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Nous pourrions être 10 millions dans
la rue comme en 1968 que celà ne changerait pas la donne. Si le patronat avait
alors accordé 30% d’augmentation du SMIG et 10% d’augmentation générale des
salaires en moyenne à l’époque, c’est parceque le pays était à l’arrêt, et les
usines occupées. Et en 1967 le patronat déclarait impossible d’augmenter les
salaires ! </span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">En 2023, Etat et Patronat veulent nous
faire travailler contre des miettes et jusqu’au tombeau pour engraisser leurs
milliardaires.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Nous sommes aujourd’hui en capacité d’aller
largement au-delà de l’abandon du projet de réforme des retraites de
Macron-Borne. Nous pouvons obtenir, par exemple, le retour à la retraite à 60
ans avec 37,5 annuités de cotisation. Nous pouvons obtenir des augmentations
massives générales de salaire.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Pour cela, il ne faut compter que sur
nos propres forces et capacités d’auto-organisation. Maintenant que le
spectacle de l’Assemblée Nationale est terminé, il faut dépasser d’autres
formes de dérivatifs: le spectacle des vitrines taguées ; le blocage de lieux
inoccupés alors que l’urgence est à l’extension et à l’approfondissement du
mouvement ; le jeu du taquinage de flics ; la reprise en main par les
politiciens et autres militants professionnels… sont autant de rideaux de
fumées et de freins à la victoire totale.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Nous devons nous passer des politicards
de gauche comme de droite qui ont -contre des plats de lentilles de
millionnaires donnés par leurs potes milliardaires- cassés ces dernières années
les droits des travailleurs.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Il va nous falloir dépasser le cadre
des journées saute-monton de l’intersyndicale. La manifestation ne suffit pas. Ce
qu’il faut, c’est contraindre le Patronat à accepter <b style="mso-bidi-font-weight: normal;"><u>comptablement</u></b> que cette réforme, dont il n’a pas <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">absolument</i></b>
besoin pour pouvoir faire des profits massifs -pour preuve les 80 milliards
donnés aux actionnaires du CAC40 en 2022- pourrait lui coûter plus cher qu’elle
ne lui rapporterait.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;"> </span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Il faut convaincre, entreprise par
entreprise, l’ensemble des travailleu.r.euse.s à se mettre en grève, massivement.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK5p0wFLjMnQwoVbEi2gbsI7fDgZsgZpG-oEMTrEpHAFZGgvpjJDBwgt9fDK1WKU8I_9gkPjAyMzYau9CNFHqab6wYWhqgC3y9e-344H3edSc6UQABXnewNWoy5vGJNL-yMvSLSo9OLhcvo3Mk7jOlz8T315LwtRjWSeKjHmJV_PdT8JzVNkIn0dfviA/s900/07032023-2023_03_05_23_43_29_07032023.pdf_Adobe_Acrobat_Reader_32_bit_.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="652" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK5p0wFLjMnQwoVbEi2gbsI7fDgZsgZpG-oEMTrEpHAFZGgvpjJDBwgt9fDK1WKU8I_9gkPjAyMzYau9CNFHqab6wYWhqgC3y9e-344H3edSc6UQABXnewNWoy5vGJNL-yMvSLSo9OLhcvo3Mk7jOlz8T315LwtRjWSeKjHmJV_PdT8JzVNkIn0dfviA/w464-h640/07032023-2023_03_05_23_43_29_07032023.pdf_Adobe_Acrobat_Reader_32_bit_.jpg" width="464" /></a></div><br /><p></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;"> </span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Il faut se préparer à rentrer dans un mouvement
de grève reconductible, secteur par secteur sans doute dans un premier temps,
mais ensuite <b style="mso-bidi-font-weight: normal;">rapidement</b> envisager la
généralisation de la grève. Participer à une caisse de grève s’est faire grève
par procuration. Hors, il s’agit bien de défendre nos intérêts de travailleurs,
et il faut le faire par nous-mêmes et pour nous-mêmes, en se sentant des
intérêts communs avec l’ensemble des travailleurs. </span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Il n’y a pas d’un côté : ceux qui
peuvent économiquement « bloquer » et dont la grève freinerait les
profits patronaux immédiats et de l’autre côté : les salariés dont le travail
ne compterait pas et pour lesquels, finalement, faire grève ne pèserait pas sur
l’économie. </span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Si le patronat nous fait l’obole, <b style="mso-bidi-font-weight: normal;"><u>à tous, </u></b>de nos payes, c’est
parcequ’il a besoin <b style="mso-bidi-font-weight: normal;"><u>de nous tous. </u></b>Il
est en effet facile pour le patronat de diviser, de désigner à la vindicte du
populo les « bloqueurs », de les faire réquisitionner (même quand ils
bossent dans le privé) et de leur envoyer les flics, et pourquoi pas, demain, l’armée.
Il est beaucoup plus difficile pour nos ennemis de s’attaquer à l’ensemble d’un
corps social rassemblé par des revendications unificatrices défendues par les
travailleurs eux-mêmes.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Bien sûr, il est du ressort et de la
responsabilité des organisations syndicales d’organiser la lutte. Mais leur
niveau d’intégration dans les appareils d’Etat et de production questionne sur
leur indépendance et leur volonté de défendre authentiquement les intérêts des
travailleurs. Il faut donc d’un côté motiver les collègues à se mettre en
grève, et de l’autre pousser, <b style="mso-bidi-font-weight: normal;"><u>y
compris en y adhérant</u></b>, les syndicats pour qu’ils appellent à la grève
reconductible dans tous les secteurs de l’économie. Ce n’est qu’avec une grève
générale touchant profondément l’économie, et faisant la jonction entre tous
les secteurs, et toutes les catégories de population : jeunes étudiants ou
pas, salariés du privé comme du public, retraités… que nous gagnerons.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;"> </span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Les travailleurs peuvent se passer du
patronat, nous pouvons gérer l’économie par nous-mêmes et pour nous-mêmes sans
les parasites actionnaires qui la dirigent aujourd’hui. Mais en attendant, il
faut politiser les luttes sans les politiciens, étendre les grèves sans les
bureaucrates syndicaux pour gagner sur cette revendication réformiste de
retrait de la loi Borne-Macron. La victoire nous permettra de renforcer les
liens établis entre camarades pendant la lutte, pour envisager d’autres luttes
victorieuses à l’avenir, pour à terme, exproprier le Patronat, virer les
actionnaires, reprendre en main l’économie pour la mettre au service d’une
autre société, respectueuse des humains et du vivant en général.</span></p><p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"></p><p></p><p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><!--[if gte mso 9]><xml>
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<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" Priority="0" 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"/>
<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"/>
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</p><p align="center" class="Standard" style="line-height: 90%; margin-right: 52.75pt; text-align: center;"><span style="font-size: 9.0pt; line-height: 90%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-font-width: 96%; mso-no-proof: yes;">Groupe la sociale de la Fédération Anarchiste C /o local
la commune 17 rue de châteaudun 35000 rennes Tel/rep : 0299689287</span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 90%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-font-width: 96%; mso-no-proof: yes;"></span></b></p>
<p align="center" class="Standard" style="line-height: 90%; margin-right: 52.75pt; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 90%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-no-proof: yes;">Permanences au local : Mercredi & Samedi de 14h à 18 h
</span></b></p>
<p align="center" class="Standard" style="line-height: 90%; margin-right: 52.75pt; text-align: center;"><span style="color: black; font-family: "Times",serif; font-size: 10.0pt; line-height: 90%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR; mso-font-kerning: 0pt;">Twitter <u>@falasociale</u>
& <u>Facebook</u> & nos vidéos sont sur <u>Youtube</u> ou <u>Dailymotion</u></span></p> <b><span style="background: black; color: white; font-family: "Lato", serif; font-size: 19pt; letter-spacing: -0.5pt;"><br /></span></b><p></p><p><span style="height: 57px; margin-left: 93px; margin-top: 1062px; mso-ignore: vglayout; position: absolute; width: 676px; z-index: -1895824384;"><table cellpadding="0" cellspacing="0"><tbody><tr><td bgcolor="white" height="57" style="background: white; border: 1.0pt solid black; vertical-align: top;" width="676"><br /></td></tr></tbody></table></span></p>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-36511567521068061952023-02-15T23:37:00.004+01:002023-02-26T22:04:26.768+01:00"En quoi l'archéologie préhistorique est-elle politique?" Causerie Populaire Samedi 11 Mars à 15h avec Pierre Gouletquer et Gwenolé Kerdivel<h1 style="text-align: left;">
Préhistoire du Futur : L'archéologie est-elle politique ? </h1><h2 style="text-align: left;">Causerie Populaire Samedi 11 Mars à 15h avec Pierre Gouletquer et Gwenolé Kerdivel au local La Commune<br /></h2><p> </p><p>Pierre Gouletquer a pratiqué une archéologie buissonnière, se consacrant à la recherche de questions nouvelles plutôt que de s'enfermer dans des certitudes, ce qui fait toute la sève de son approche critique voire subversive de l’archéologie. </p><p>Après avoir raconté pourquoi il s'est détourné d'une pratique routinière pour s'interroger sur les notions de territoires, il montrera comment, dès le XIXème siècle, l'archéologie des collectionneurs s'est focalisée sur les objets (outils, monuments, sépultures, etc.) au détriment de leur signification pour l'Homme au sein de ses espaces de vie. </p><p>En examinant les territoires anciens, il montre le caractère unique des objets et des espaces de dimensions moyennes, leurs caractéristiques naturelles et leur effet sur la circulation des matières et de l’information au cours du temps. On comprend alors que l'archéologie traditionnelle a vu des discontinuités là où le vivant assure des continuités et des typologies là où chaque objet est unique. </p><p>Pierre Gouletquer passe aussi au crible les territoires d'aujourd'hui, dont ceux des archéologues eux-mêmes, nomades dominants vivant dans les villes et visitant leurs informateurs sédentaires pour prélever leur dû au nom de la Science puis de l'État.
Les retombées de la recherche sur les territoires locaux sont dérisoires et brouillonnes, c'est pourtant à cette échelle que se situent les progrès à venir de l'archéologie. </p><p>C'est là que se situent les problèmes politiques, l'archéologie n'étant qu'un exemple parmi d'autres de dysfonctionnements structurels. </p><p>L’ouvrage :
<a href="https://www.editions-anacharsis.com/Prehistoire-du-futur">https://www.editions-anacharsis.com/Prehistoire-du-futur</a> </p><p>Il ne suffit pas de collecter et d'estampiller un objet comme " archéologique ", encore faut-il répondre à la question : pourquoi est-il là ? </p><p>Pierre Gouletquer, archéologue paisiblement décalé, sort ici des contraintes disciplinaires pour penser les fondamentaux de l'archéologie ; notoirement l'appréhension des territoires. Il propose une réflexion à la fois profonde et accessible sur les notions de parcours, de circulation des choses, des hommes, et de l'information dans le temps et dans l'espace. Explorant ainsi nos façons de concevoir et de vivre les territoires, il outille et ouvre en grand le regard archéologique de tout un chacun. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvCH758QpFu2cnKxycFm_1FrK49kySQheQN185KiajE2eFsNBL4UsS6eEdVL38TF3BdRRVdqazIFflhLBuxiKPGCwpwVUtPgj7EMcpo40-FfxC5Sk7ptdg6H3BQV6qIbBmh2jW7Hu77jZsjngAjFnt-leUpoxP89rRK52aY2FZPlmAQ_RUjfszEG7LEg/s826/couverture.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="826" data-original-width="511" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvCH758QpFu2cnKxycFm_1FrK49kySQheQN185KiajE2eFsNBL4UsS6eEdVL38TF3BdRRVdqazIFflhLBuxiKPGCwpwVUtPgj7EMcpo40-FfxC5Sk7ptdg6H3BQV6qIbBmh2jW7Hu77jZsjngAjFnt-leUpoxP89rRK52aY2FZPlmAQ_RUjfszEG7LEg/w396-h640/couverture.jpg" width="396" /></a></div><br /><p></p><p>« Préhistoire du futur » est paru en 1979 et n’a jamais été réédité depuis. Il est de ces ouvrages sulfureux, presque légendaires, dont beaucoup d’archéologues ont entendu parler, mais que peu ont lus. Le dialogue entre deux générations de chercheurs qui complète cette réédition chez Anacharsis fin 2022 en souligne toute l’actualité tant scientifique que politique. </p><p class="MsoNormal"></p>
<p class="MsoNormal">L’ ouvrage de Pierre Gouletquer, « Préhistoire du
Futur Archéologies intempestives du territoire», était paru en 1979, puis
épuisé.</p>
<p class="MsoNormal">Il est enfin réédité fin 2022 en version augmentée de
dialogues entre l’auteur Pierre Gouletquer et 2 spécialistes en
archéologie préhistorique Sébastien Plutniak et Gwenolé Kerdivel –également
notre camarade</p>
<p class="MsoNormal">Cette causerie, en présence de Pierre Gouletquer et de Gwenolé,
nous amènera à nous questionner sur la notion de territoires, d'éducation
populaire en archéologie, de politique répressive en archéo et de la gestion du
patrimoine. </p><p> </p><p></p><p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><span style="mso-fareast-language: FR;">-------------------------------------------------------<br />
Groupe la sociale de la Fédération Anarchiste<br />
C /o local la commune<br />
17 rue de châteaudun<br />
35000 rennes<br />
Tel/rep : 02 99 67 92 87<br />
</span><a href="mailto:contact@falasociale.org"><span style="color: blue; mso-fareast-language: FR;">contact@falasociale.org</span></a><span style="mso-fareast-language: FR;"><br />
Le blog du groupe la sociale </span><a href="http://www.falasociale.org/"><span style="color: blue; mso-fareast-language: FR;">www.falasociale.org</span></a><span style="mso-fareast-language: FR;"></span></p>
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Twitter @falasociale ou </span><a href="https://twitter.com/falasociale"><span style="color: blue; mso-fareast-language: FR;">https://twitter.com/falasociale</span></a><span style="mso-fareast-language: FR;"> <br />
FB </span><a href="https://www.facebook.com/profile.php?id=100068937318699"><span style="color: blue; mso-fareast-language: FR;">https://www.facebook.com/profile.php?id=100068937318699</span></a><span style="mso-fareast-language: FR;"> <br />
Insta @fa_rennes ou </span><a href="https://www.instagram.com/fa_rennes/?hl=fr"><span style="color: blue; mso-fareast-language: FR;">https://www.instagram.com/fa_rennes/?hl=fr</span></a><span style="font-size: 12pt; mso-fareast-language: FR;"></span></p>
<p class="MsoNormal"><span style="mso-fareast-language: FR;"><br />
nos vidéos</span></p>
<p class="MsoNormal"><a href="https://www.youtube.com/channel/UCyW5zOrvhQffujkUyhhyr7g"><span style="color: blue; mso-fareast-language: FR;">https://www.youtube.com/channel/UCyW5zOrvhQffujkUyhhyr7g</span></a><span style="mso-fareast-language: FR;"><br />
(et de 2006 à 2017 </span><a href="http://www.dailymotion.com/farennes"><span style="color: blue; mso-fareast-language: FR;">www.dailymotion.com/farennes</span></a><span style="mso-fareast-language: FR;"> )<br />
<br />
local la commune<br />
Permanences au local: Mercredi & Samedi de 14h à 18 h<br />
<br />
--------------------------------------------------------</span></p><p></p><p></p><p class="MsoNormal"></p>
<p></p>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-52280245992338645192023-01-31T22:05:00.001+01:002023-01-31T22:05:07.241+01:00Tract diffé pour la manif retraite du 31/01 à rennes: Retrait du projet de loi Macron/Borne, certes ! Mais est-ce bien suffisant ?<p> <!--[if gte mso 9]><xml>
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table.MsoNormalTable
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mso-tstyle-rowband-size:0;
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mso-style-noshow:yes;
mso-style-priority:99;
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mso-pagination:widow-orphan;
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text-autospace:ideograph-other;
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mso-bidi-font-family:"Lucida Sans";
mso-font-kerning:1.5pt;
mso-fareast-language:ZH-CN;
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</p><p align="center" class="MsoNormal" style="line-height: 97%; text-align: center; text-indent: 21.25pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman",serif; line-height: 97%; mso-bidi-font-size: 11.0pt;">Retour vers le
futur ?</span></b></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">En 1910, la CGT, alors
anarcho-syndicaliste, s’insurgeait contre la loi sur les retraites, qu’elle qualifiait
de « retraite des morts ». <a href="#_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: "Times New Roman",serif; font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-language: HI; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN;">[1]</span></span></span></span></a> La CGT
appelle alors à boycotter la loi et les ouvriers à ne pas verser leur
cotisation – obligatoire- à un système par capitalisation dont les cotisations
seraient gérées par l’Etat. En 1945 le rapport de force favorable aux
travailleurs permet d’instituer la Sécurité Sociale, dont les salariés à l’origine
devaient être les uniques gestionnaires. Très rapidement, le système devint
paritaire, et le Patronat put y imposer ses exigences en fonction de l’évolution
du rapport de force. En 1995, si le mouvement de grève durable et massif permit
le retrait du projet Juppé de casse de la Sécu, c’est pourtant bien à partir de
1996 que l’Etat en prit le contrôle. Depuis cette année-là, le budget de la
Sécu est en effet voté au parlement, ce qui permet à l’Etat de détourner des
fonds pour ses propres besoins et de mixer habillement les budgets issus des
cotisations prélevée sur salaire avec le financement par les taxes.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">En 2023, le gouvernement ne s’en cache
pas, il veut utiliser les cotisations des travailleurs pour d’autres besoins :
revenir aux critères austéritaires de Maastricht, financer le budget de l’éducation
nationale ou des hôpitaux, pourquoi pas demain, le budget de la défense puisque
dans son discours aux armées, Macron vient d’annoncer 413 milliards de budget
sur les 6 prochaines années. Les entreprises, elles, continueraient à
bénéficier des 200 milliards d’aides publiques de l’Etat payées par nos impôts.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Aujourd’hui le projet de réforme des
retraites que le Patronat réclame à son pantin Etatique, c’est bien sûr encore
plus de violence contre les classes populaires.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Mais ne nous y trompons pas : L’allongement
à 43 annuités de cotisation de Macron n’est finalement que l’accélération de la
réforme de la grande bourgeoise MariSol Touraine de 2014 qui imposait 43
annuités aux travailleurs nés après 1973. Tout cela sous la présidence
socialiste de F. Hollande. Obtenir le retrait strict du projet Borne, c’est
entériner les 43 annuités pour les 40,4 millions de Français concernés par la
loi Touraine (et les générations suivantes !), alors que la carrière
moyenne d’un travailleur est d’environ 40 ans !</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">La lutte des travaill.eur.euses
aujourd’hui n’est donc pas strictement pour défendre ce système qui est très
loin d’être parfait : à 62 ans, 1 pauvre sur 4 est déjà mort contre 1 sur
20 pour les riches. Les ouvriers vivent 7 ans de moins que les cadres.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 1.0pt; line-height: 97%; mso-bidi-font-size: 11.0pt;"> </span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Revendiquer <b style="mso-bidi-font-weight: normal;"><u>uniquement</u></b> le retrait du projet de loi serait finalement
entériner une situation déjà extrêmement violente contre les classes populaires
qui ne peuvent plus se chauffer, se déplacer, ou se nourrir correctement et que
58.000 chômeurs sont radiés de Pôle Emploi en Nov. 2022 dans le 7° pays le plus
riche du Monde et finalement accepter que les 40 milliardaires français puissent
sur les 8 dernières années doubler leur fortune, estimée à 545 Milliards ;
et que les 40 entreprises du CAC versent 80 milliards de dividendes à leurs
actionnaires.</span></p>
<p align="center" class="MsoNormal" style="line-height: 97%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman",serif; letter-spacing: -.7pt; line-height: 97%; mso-bidi-font-size: 11.0pt; mso-font-kerning: 0pt;">La solution, ce sont les travailleurs qui la détiennent !</span></b></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">La gauche en déconfiture totale va
chercher un sursaut dans les mobilisations massives des travailleurs. Il n’y a
rien de bon à attendre des aspirants carriéristes de la classe politique. C’est
en toute autonomie que les salariés doivent s’organiser. Il y a plus de 10 ans,
lors des bagarres contre les réformes des retraites précédentes, les organisations
syndicales de lutte revendiquaient la retraite à 60 ans avec 37,5 annuités. Ce slogan
a disparu des bannières.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Accepter de travailler plus, alors que
les gains de productivité gavent les actionnaires et épuisent les corps et les esprits,
c’est aussi accepter de participer à l’épuisement des ressources naturelles et la
destruction des écosystèmes.</span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman",serif; line-height: 97%; mso-bidi-font-size: 11.0pt; mso-font-kerning: 0pt;">La lutte d’aujourd’hui est le combat des exploités pour leur
dignité ; l’avenir de leurs enfants et de leurs anciens.</span></b></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">Le combat pour la retraite est
nécessaire mais pas suffisant ! Il faut réclamer des hausses de salaires
généralisées pour tous, l’embauche massive de travailleurs partout et en
particulier dans les services publics. Pour gagner sur ce combat, il faut des
revendications de rupture, participer aux A.G. souveraines de travailleurs en
lutte pour pousser les syndicats à redonner espoir aux travailleurs plutôt qu’à
accompagner les reculs sociaux, investir les collectifs de lutte syndicaux pour
organiser la généralisation de la grève partout, solidairement organiser avec
les secteurs stratégiques en grève les actions de blocage/ freinage de l’économie...<b style="mso-bidi-font-weight: normal;"></b></span></p>
<p class="MsoNormal" style="line-height: 97%; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman",serif; line-height: 97%; mso-bidi-font-size: 11.0pt; mso-font-kerning: 0pt;">Une victoire permettrait aux travailleurs de reprendre
confiance en leur capacité à s’organiser et à gagner sur d’autres luttes.</span></b></p>
<p class="Textbody" style="line-height: 97%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;">C’est
à nous-mêmes, collectivement organisés, de prendre les choses en main. La <b style="mso-bidi-font-weight: normal;">grève générale</b> ne sera pas seulement un
arrêt de travail, mais une expropriation sur place de la production matérielle
ou intellectuelle que nous mettrons au service d’une autre société. Ne pensons
pas que c’est une utopie, sinon les rapaces rafleront tout.</span></p><p></p><p class="Textbody" style="line-height: 97%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.25pt; text-justify: inter-ideograph;"><span style="color: white;"><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 97%;"> </span><b><span style="background: black; font-family: Lato; font-size: 19.0pt; letter-spacing: -.5pt; mso-ansi-language: FR; mso-bidi-font-family: "Lucida Sans"; mso-bidi-font-size: 18.0pt; mso-bidi-language: HI; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN; mso-font-kerning: 0pt;">Généralisons
les grèves ! Bloquons l’économie !</span></b></span><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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</p><p align="center" class="Standard" style="line-height: 90%; margin-left: 52.75pt; text-align: center;"><span style="font-size: 9.0pt; line-height: 90%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-font-width: 96%; mso-no-proof: yes;">Groupe la sociale de la Fédération Anarchiste C /o local
la commune 17 rue de châteaudun 35000 rennes </span></p><p align="center" class="Standard" style="line-height: 90%; margin-left: 52.75pt; text-align: center;"><span style="font-size: 9.0pt; line-height: 90%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-font-width: 96%; mso-no-proof: yes;">Tel/rep : 0299689287</span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 90%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-font-width: 96%; mso-no-proof: yes;"></span></b></p>
<p align="center" class="Standard" style="line-height: 90%; margin-left: 52.75pt; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 90%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-no-proof: yes;">Permanences au local : Mercredi & Samedi de 14h à 18 h
</span></b></p>
<p align="center" class="Standard" style="line-height: 90%; margin-left: 52.75pt; text-align: center;"><span style="color: black; font-family: "Times",serif; font-size: 10.0pt; line-height: 90%; mso-bidi-font-family: "Lucida Sans"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR; mso-font-kerning: 0pt;">Twitter <u>@falasociale</u> & <u>Facebook</u> & nos vidéos sont sur
<u>Youtube</u> ou <u>Dailymotion</u></span></p><p class="Standard" style="line-height: 90%; margin-left: 52.75pt; text-align: left;"><span style="color: black; font-family: "Times",serif; font-size: 10.0pt; line-height: 90%; mso-bidi-font-family: "Lucida Sans"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR; mso-font-kerning: 0pt;"><u></u></span></p><div class="separator" style="clear: both; text-align: center;"><u><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIos4xdULqCQGVeTNHf_OD_hD8hanvDhOIxOu3W7yNM1itWlcciWcoGbsaMWwdXfZGzooo1BhYiAPh1cDhbkmVt0rswiykBPTxKhkUoZFBWNxM3zMDVuHpY4rqA74fzds4ENeG_1zGFVynCl1EfFfNRvMCDMwx3wqi0Mfoe5AO_II6HtQUgdiGAgDZ2Q/s1024/31012023-rennes-v21024_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="724" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIos4xdULqCQGVeTNHf_OD_hD8hanvDhOIxOu3W7yNM1itWlcciWcoGbsaMWwdXfZGzooo1BhYiAPh1cDhbkmVt0rswiykBPTxKhkUoZFBWNxM3zMDVuHpY4rqA74fzds4ENeG_1zGFVynCl1EfFfNRvMCDMwx3wqi0Mfoe5AO_II6HtQUgdiGAgDZ2Q/w453-h640/31012023-rennes-v21024_1.jpg" width="453" /></a></u></div><p></p><p align="center" class="Standard" style="line-height: 90%; margin-left: 52.75pt; text-align: center;"><span style="color: black; font-family: "Times",serif; font-size: 10.0pt; line-height: 90%; mso-bidi-font-family: "Lucida Sans"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR; mso-font-kerning: 0pt;"><u><br /> </u></span></p><p align="center" class="Standard" style="line-height: 90%; margin-left: 52.75pt; text-align: center;"><span style="color: black; font-family: "Times",serif; font-size: 10.0pt; line-height: 90%; mso-bidi-font-family: "Lucida Sans"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR; mso-font-kerning: 0pt;"><u> </u></span> <br /></p><p></p><p></p><div style="mso-element: footnote-list;"><hr align="left" size="1" width="33%" />
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<p class="MsoFootnoteText" style="margin-bottom: 24.0pt; margin-left: 35.45pt; margin-right: -287.1pt; mso-margin-top-alt: auto;"><a href="#_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: "Liberation Serif",serif; font-size: 10.0pt; mso-ansi-language: FR; mso-bidi-font-family: Mangal; mso-bidi-font-size: 9.0pt; mso-bidi-language: HI; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN;">[1]</span></span></span></span></a> <i style="mso-bidi-font-style: normal;"><u>http://cgt-dekra.eklablog.com/1910-premiere-loi-sur-les-retraites-ouvrieres-et-paysannes-a92166603</u></i></p>
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<p></p>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-60851002163834623332023-01-14T17:30:00.002+01:002023-01-14T17:30:35.143+01:00"Guerre en Ukraine. Géopolitique des Empires" Causerie de géopolitique anarchiste & antimilitariste - Samedi 28 janvier 14h30 - local La Commune<h2 style="text-align: left;"><!--[if gte mso 9]><xml>
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<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"/>
<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"/>
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<![endif]--><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: FR; mso-fareast-theme-font: minor-latin;">Causerie de géopolitique
anarchiste & antimilitariste avec Nicolas Eprendre, co-auteur de l'ouvrage
"Guerre en Ukraine. Géopolitique des Empires" </span></h2><p style="text-align: left;"><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Nous
organisons une nouvelle initiative </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Samedi
28 janvier à 14h30 - local La Commune, 17 rue de Châteaudun</p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Il
s’agira d’une causerie de géopolitique anarchiste & antimilitariste avec
Nicolas Eprendre, co-auteur de l'ouvrage "Guerre en Ukraine. Géopolitique
des Empires" qui paraitra aux Editions du monde libertaire le 13 janvier.</p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">En
voici le synopsis :</p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">La
guerre en Ukraine s'est invitée avec fracas dans de nombreux quotidiens. Exils,
cadavres, explosions, champs de ruines, souffrances : la barbarie s'étale en
nourrissant patriotisme et nationalisme, ferments de « la prochaine ». Pour les
États, le monde est un vaste échiquier, réservoir de ressources et de profits. </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Dans
cette région stratégique pour les Empires, les populations sont pauvres, mais
les oligarques s'enrichissent des terres noires fertiles, des industries du
Donbass et des services privatisés. L'espace politique de l'Ukraine ne s'est
qu'en partie stabilisé avec le régime soviétique. Depuis son indépendance en
1991, le pouvoir russe s'y intéresse toujours. </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh98aO-cqs-QubciqskFSqvIW2bjPbwRtlFeyrZSx596pXwRjhCwFnlL0L-z-48UfuJaGQXU98JA3YHDnPTNfxT4Z4tgHS1sH6DiT236J8LUrD2sKqw0GzuCMoCs4kP8GgPI1gelYpeQNSjMQUVDf5U8xxwU86d_g8nTeCjxUEEjhabYotXAizJkzuTdA/s495/2-Guerre_en_Ukraine._G%C3%A9opolitique_des_Empires.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="495" data-original-width="320" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh98aO-cqs-QubciqskFSqvIW2bjPbwRtlFeyrZSx596pXwRjhCwFnlL0L-z-48UfuJaGQXU98JA3YHDnPTNfxT4Z4tgHS1sH6DiT236J8LUrD2sKqw0GzuCMoCs4kP8GgPI1gelYpeQNSjMQUVDf5U8xxwU86d_g8nTeCjxUEEjhabYotXAizJkzuTdA/w414-h640/2-Guerre_en_Ukraine._G%C3%A9opolitique_des_Empires.jpg" width="414" /></a></div><br /><p></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Mais
pourquoi la guerre, pourquoi maintenant ? Quels sont les véritables objectifs
de l'autocrate russe Poutine ? Quelles menaces ? Comprendre les enjeux actuels
pour agir nécessite une analyse nourrie par la géographie et par l'histoire. </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">C'est
le travail collectif réalisé par le réseau Makhno de la Fédération Anarchiste
et présenté dans cet ouvrage, en compagnie de contributions internationales. </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">De
nos jours, la « carte du monde » risque de changer une nouvelle fois, faisant
reculer nos espoirs d'émancipation et d'égalité sociale. </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Pour
échapper aux propagandes impériales de tous bords et à la géopolitique de
comptoir, il est crucial de s'informer pour donner de la force à l'internationalisme
et au cosmopolitisme, pour combattre la guerre et les États, de crainte qu'il
n'y ait plus de paysage après la bataille. </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">C'est
pour évoquer en militant anarchiste ce tournant de l'histoire que le groupe La
Sociale a convié Nicolas Eprendre, coauteur de l'ouvrage Guerre en
Ukraine. Géopolitique des Empires </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">à
venir rencontrer les sympathisants et les membres du groupe samedi 28 janvier à
partir de 14 heures 30 au local La Commune, 17 rue de Châteaudun. </p>
<p></p><p style="text-align: left;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: FR; mso-fareast-theme-font: minor-latin;"></span><span style="font-size: 9.0pt;"> </span></p><p style="text-align: left;"><span style="font-size: 9.0pt;">Groupe la sociale de la Fédération Anarchiste</span></p><p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 9.0pt;">
C /o local la commune<br />
17 rue de châteaudun<br />
35000 rennes<br />
Tel/rep : 02 99 67 92 87<br />
</span><a href="mailto:contact@falasociale.org" target="_blank"><span style="font-size: 9.0pt;">contact@falasociale.org</span></a><span style="font-size: 9.0pt;"><br />
Le blog du groupe la sociale </span><a href="http://www.falasociale.org/" target="_blank"><span style="font-size: 9.0pt;">www.falasociale.org</span></a></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 9.0pt;">Twitter @falasociale ou </span><a href="https://twitter.com/falasociale" target="_blank"><span style="font-size: 9.0pt;">https://twitter.com/falasociale</span></a><span style="font-size: 9.0pt;">
<br />
FB </span><a href="https://www.facebook.com/profile.php?id=100068937318699" target="_blank"><span style="font-size: 9.0pt;">https://www.facebook.com/profile.php?id=100068937318699</span></a><span style="font-size: 9.0pt;"> <br />
Insta @fa_rennes ou </span><a href="https://www.instagram.com/fa_rennes/?hl=fr" target="_blank"><span style="font-size: 9.0pt;">https://www.instagram.com/fa_rennes/?hl=fr</span></a></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 9.0pt;">nos vidéos</span></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><a href="https://www.youtube.com/channel/UCyW5zOrvhQffujkUyhhyr7g" target="_blank"><span style="font-size: 9.0pt;">https://www.youtube.com/channel/UCyW5zOrvhQffujkUyhhyr7g</span></a><span style="font-size: 9.0pt;"><br />
(et de 2006 à 2017 </span><a href="http://www.dailymotion.com/farennes" target="_blank"><span style="font-size: 9.0pt;">www.dailymotion.com/farennes</span></a><span style="font-size: 9.0pt;"> )<br />
local la commune<br />
Permanences au local: Mercredi & Samedi de 14h à 18 h</span></p><p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">**************</p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><a href="https://paris-luttes.info/samedi-24-septembre-16h-guerre-en-16200" target="_blank">https://paris-luttes.info/samedi-24-septembre-16h-guerre-en-16200</a>
</p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Il
est dit quelque part que le premier devoir du révolutionnaire c’est de
s’informer. À partir de nos premiers échanges, de textes ébauchés et commentés,
le groupe informel qui se constitue sous le nom de « Réseau Makhno »
croise informations et idées qui permettent de comprendre les enjeux de la
guerre qui dure depuis maintenant quatre mois et risque de se prolonger encore
longtemps.</p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Organisé
par le réseau Makhno - éditions du Monde Libertaire, présentée par Nicolas
Eprendre du Réseau Makhno</p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">« La
date ? Vous souvenez vous du jour où cela a commencé ? C’est le
24 février 2022 que la guerre en Ukraine s’est invitée avec fracas dans de
nombreux quotidiens. Exils, cadavres, explosions, champs de ruines,
souffrances : la barbarie s’étale en nourrissant patriotisme et
nationalisme, ferments de « la prochaine ». Cela semble si loin déjà…</p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Comme
tous, en cette fin d’hiver, nous sommes sidérés par le déchaînement de
violences et de destructions qui s’abat sur cet État dont le quotidien nous
préoccupait bien peu jusqu’alors. Passé un premier temps d’incrédulité, nous
sommes nombreux à vouloir comprendre. Car si l’agresseur est bien identifié,
les questions demeurent nombreuses . Pourquoi cette guerre, pourquoi
maintenant, avec quel objectif ?</p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Il
est dit quelque part que le premier devoir du révolutionnaire c’est de
s’informer. À partir de nos premiers échanges, de textes ébauchés et commentés,
le groupe informel qui se constitue sous le nom de « Réseau Makhno »
croise informations et idées qui permettent de comprendre les enjeux de la
guerre qui dure depuis maintenant quatre mois et risque de se prolonger encore
longtemps.</p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">C’est
ainsi qu’est née l’envie de partager les réflexions et les recherches menées au
long des mois d’avril et mai en publiant ce travail dans un livre édité dans la
Collection « Ici & maintenant » des éditions du Monde Libertaire.</p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Comprendre
les enjeux actuels pour agir nécessite une analyse nourrie par la géographie et
par l’histoire. Le temps long nous parle d’une terre souvent envahie et où les
massacres abondent, le présent évoque des centrales nucléaires qui deviennent
les otages des combats, des spéculations sur cours du pétrole et du blé, du
« grand jeu » des Empires enfin…</p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">C’est
le travail collectif réalisé par le réseau Makhno de la Fédération Anarchiste
qui est présenté dans cet ouvrage, en compagnie de contributions
internationales de compagnons ukrainiens et zapatistes.</p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">De
nos jours, la « carte du monde » risque de changer une nouvelle fois,
faisant reculer nos espoirs d’émancipation et d’égalité sociale. Pour échapper
aux propagandes impériales de tous bords et à la géopolitique de comptoir, il
est crucial de s’informer pour donner de la force à l’internationalisme et au
cosmopolitisme, pour combattre la guerre et les États, de crainte qu’il n’y ait
plus de paysage après la bataille ».</p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Le
80e Congrès de la Fédération Anarchiste réunie à Merlieux le 06 juin a
produit une motion " Non aux guerres, non aux impérialismes :
Activons la résistance internationaliste " et décidé d’une campagne sur
ces thèmes réaffirmant également notre pacifisme, notre antimilitarisme et
notre refus de la militarisation de la société.</p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> </p>
<p></p><p style="text-align: left;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: FR; mso-fareast-theme-font: minor-latin;"> </span></p><h2 style="text-align: left;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: FR; mso-fareast-theme-font: minor-latin;"> </span></h2><p style="text-align: left;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: FR; mso-fareast-theme-font: minor-latin;"> </span></p>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-23186968875389130332022-12-22T19:20:00.001+01:002022-12-22T19:20:15.133+01:00Causerie autour du livre: « Reprendre la terre aux machines, Manifeste pour une autonomie paysanne et alimentaire » - Samedi 7 janvier 2023 - 14h local la commune<p> </p><p>Le Samedi 7 janvier 2023 à 14h au local la commune à rennes, causerie autour du livre:
« Reprendre la terre aux machines, Manifeste pour une autonomie paysanne et alimentaire » </p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDJ0V6OZDtwL-9eOV3SdamGFZPecYuX-yQ2WZOhAGZMJEpP5DxOmK_pwmsYHmfTOboeJTs2tBL5rNSFm1-3BxSfdEyirloaMRo9pMN-l1jsMsNOnWVAEfahuHy9kjWVdXIneUDO9mjlrapeFs4n1JU8cC3CrisvBL-OMmET7SQhSIDJUvVga4yLUttTQ/s899/visuel-livre.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="899" data-original-width="665" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDJ0V6OZDtwL-9eOV3SdamGFZPecYuX-yQ2WZOhAGZMJEpP5DxOmK_pwmsYHmfTOboeJTs2tBL5rNSFm1-3BxSfdEyirloaMRo9pMN-l1jsMsNOnWVAEfahuHy9kjWVdXIneUDO9mjlrapeFs4n1JU8cC3CrisvBL-OMmET7SQhSIDJUvVga4yLUttTQ/w474-h640/visuel-livre.jpg" width="474" /></a></div><br /><p></p><p><a href="https://www.seuil.com/ouvrage/reprendre-la-terre-aux-machines-l-atelier-paysan/9782021478174 ">https://www.seuil.com/ouvrage/reprendre-la-terre-aux-machines-l-atelier-paysan/9782021478174 </a></p><p>En compagnie de Patrick Bougeard, sociétaire de la coopérative l'atelier paysan.
<a href="https://solidaritepaysans.org/notre-action/actualites/28">https://solidaritepaysans.org/notre-action/actualites/28</a><a href="https://solidaritepaysans.org/notre-action/actualites/28"> </a></p><p><a href="https://solidaritepaysans.org/rhonealpes/actualite-rhonealpes/heros-de-l-annee-du-magazine-notre-temps ">https://solidaritepaysans.org/rhonealpes/actualite-rhonealpes/heros-de-l-annee-du-magazine-notre-temps </a></p><p> Plus qu'une critique radicale, c'est une véritable analyse historique et systémique de cette infernale machine, qu'est l’Agrobusiness, à laquelle se sont livrés les auteurs.
Sur un sujet aussi sensible, l'atelier paysan critique mais ne blâme pas. Mieux, il fédère, parle d'autonomie. Et, même si le mot autogestion n'apparait pas dans cette ouvrage, nous l'entendrons résonner entre les lignes. Nous ne pouvons, en lisant ce livre, nous empêcher de penser à Nestor Makhno, principal protagoniste de l’héroïque révolution autogestionnaire en ukraine il y a environ un siècle.
Patrick Bougeard, Sociétaire de la coopérative l'atelier paysan, viendra présenter l'ouvrage.
Suivie d'échanges, la causerie pourrait nous lancer sur la piste des luttes actuelles et à venir : " Un bouleversement aussi important que le passage de l'agriculture industrielle telle que nous la connaissons à l'agriculture paysanne, ne sera pas concédé par les élites politiques et économiques sans le surgissement d'un mouvement social. Il sera conquis par la lutte ou il n'adviendra pas." </p><p> </p><p></p><p><!--[if gte mso 9]><xml>
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</p><h1>Reprendre la terre aux machines <br />
Manifeste pour une autonomie paysanne et alimentaire </h1>
<h2><a href="https://www.seuil.com/recherche?s=%20l'Atelier%20Paysan" title="Voir la fiche auteur de l'Atelier Paysan">l'Atelier Paysan</a></h2>
<p>Le temps joue pour nous : les AMAP, la Bio et les circuits courts
apparaissent de plus en plus dans les médias comme dans nos assiettes –
l’opinion publique est acquise. Si chaque consommateur change ses habitudes
alimentaires, si chaque agriculteur se forme à l’agroécologie, alors la
victoire est au bout de la fourchette.</p>
<p>Ceci est une fable.</p>
<p>L’appel à la responsabilité individuelle, ce « chacun doit faire sa part »,
ne mettra jamais fin au modèle alimentaire industriel et marchand. Celui-ci est
une machine à produire artificiellement au moindre coût, une machine à
confisquer les savoirs et savoir-faire, à enrichir les industries
technologiques, à déshumaniser.</p>
<p>Il est temps d’échapper à notre enfermement dans les niches d’un marché
alimentaire réservé aux classes aisées et de reprendre entièrement la terre aux
machines. Ce manifeste propose de sérieuses pistes de rupture.</p>
<p>L’Atelier Paysan accompagne la conception et le colportage des technologies
paysannes. Les auteurs, paysans, syndicalistes et militants, sociétaires de la
coopérative, font le constat que les alternatives paysannes, aussi
incroyablement riches soient-elles, s’avèrent totalement inoffensives face au
complexe agro-industriel, plus prédateur que jamais.</p> <br /><p></p>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-30853619484097403932022-12-01T19:52:00.013+01:002022-12-01T19:52:00.163+01:00Causerie "la désertion comme méthode de lutte contre les dominations et moyen de se reconstruire" - Mercredi 7 décembre 20H30 local La commune <p> </p><p style="margin-left: 54.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">Mercredi
7 décembre 20H30 local La commune 17 rue de Chateaudun – rennes : </p><span style="text-indent: -24px;">Causerie avec 2 camarades sur le thème de « la désertion comme méthode de lutte contre les dominations et moyen de se reconstruire»</span><div><div style="text-indent: -24px;"><br /></div><div><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Autour de l’ouvrage
d’Eric Sadin, écrivain et philosophe « Faire Sécession, une politique de
nous-mêmes » <a href="https://www.lechappee.org/collections/pour-en-finir-avec/faire-secession">https://www.lechappee.org/collections/pour-en-finir-avec/faire-secession</a>
, un camarade nous dressera un tableau accablant du monde capitaliste
générateur d’inégalités et d’injustices toujours plus criantes et , qui ne nous
laisse qu’avec des choix de vies toujours plus limités. Les conséquences sur
notre santé morale et physique nous amène à questionner le fonctionnement
de cette société. Les alternatives, violentes ou pas, montrent leurs limites
face à une oligarchie sans concession. Alors émergent de nouvelles approches de
vie sociale. Certains esprits cherchent à repenser l’organisation de la
société. Ce livre renouvelle les perspectives d’émancipation, en dressant un
registre d’actions concrètes. Le moment est venu de ne plus nous en remettre à
des instances tierces pour nous engager dans <em>une
impérieuse et salutaire politique de nous-mêmes</em>. </span></div></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsmFGbUDVukxUqVapMe2jEAjF7JBysjU5u_OvNiorwJeI5fz9sVXhnqsNuVTERKVp0YhHU9Fd6TIGVKuKGrpOLzDUbpiJG-wQ7pM57r3I0LFh2d0AAgKdePILdWZ2VzzZXqtIvMbOFpYB9h4YyV5J9hz0y4-S3xmIcjo9raFK_uPw8z0VkLRQ03weLAQ/s298/sadin.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="298" data-original-width="203" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsmFGbUDVukxUqVapMe2jEAjF7JBysjU5u_OvNiorwJeI5fz9sVXhnqsNuVTERKVp0YhHU9Fd6TIGVKuKGrpOLzDUbpiJG-wQ7pM57r3I0LFh2d0AAgKdePILdWZ2VzzZXqtIvMbOFpYB9h4YyV5J9hz0y4-S3xmIcjo9raFK_uPw8z0VkLRQ03weLAQ/w273-h400/sadin.png" width="273" /></a></div><div><br /></div><p class="MsoPlainText" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">è<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]-->Comme
un regard croisé, notre camarade Jean-Pierre Tertrais abordera –lui- la
thématique suivante :<o:p></o:p></p>
<p class="MsoPlainText" style="margin-left: 35.4pt;">Même si l'opposition frontale
au pouvoir n'a pas disparu, il semble que la contestation s'oriente davantage
vers une non-coopération, une dissidence, une désadhésion aux valeurs du
système, dans le sens où l'entendait La Boétie ; refuser de servir le système
plutôt que l'attaquer. Le seul critère de jugement de ces stratégies, certes
pas nouvelles, mais qui montent en puissance, sera leur efficacité.<o:p></o:p></p><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br /></span></div>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0tag:blogger.com,1999:blog-85173021748478550.post-35358791578041165822022-11-26T18:30:00.010+01:002022-11-26T18:30:00.154+01:00Jean-Pierre Tertrais & Isabelle Attard - table ronde "une autre fond du monde est-elle possible?" - vendredi 2 et samedi 3 décembre au théâtre de l’ADEC - 20h30<p> Vendredi 2 et samedi 3 décembre au théâtre de l’ADEC (45 rue
Papu - rennes) à 20h30, dans le cadre de la représentation de la pièce de
théâtre « La Guerre des Salamandres », satire écolo-sociale
d'après Karel Capek par la compagnie du Théâtre de l'Arrière-Cour <span style="color: #6f6f6f; font-family: Arial, sans-serif; font-size: 10.5pt; line-height: 150%;"><a href="https://zzlvjx.clicks.mlsend.com/te/cl/eyJ2Ijoie1wiYVwiOjIyMTMxNCxcImxcIjo3MjQwOTc3NTg4Nzg3Nzc4MSxcInJcIjo3MjQwOTc4MjIxODEzMDc2NH0iLCJzIjoiY2YwMzU5MWM1YTIyZTk2YyJ9" target="_blank"><span style="color: #09c269;">arrierecour35.free.fr</span></a></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIwcYwRFYGmGaD_wmPvpphXufNrLIGwl-gfQQ52jfH5nZjaZh_DJM4t46hOuRKZJmGYfSTwlwmZkQbTuCiXxaPBBCx3362sbJjU2lg2e3EB9QnDGk1OT4ZdYgbHz7APUXRUelk6ou28TQ6UApiK18OmPFTicRbINrMaUufaK62BRGfH1Lqg_2tzeAXbw/s446/salamandre.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="446" data-original-width="296" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIwcYwRFYGmGaD_wmPvpphXufNrLIGwl-gfQQ52jfH5nZjaZh_DJM4t46hOuRKZJmGYfSTwlwmZkQbTuCiXxaPBBCx3362sbJjU2lg2e3EB9QnDGk1OT4ZdYgbHz7APUXRUelk6ou28TQ6UApiK18OmPFTicRbINrMaUufaK62BRGfH1Lqg_2tzeAXbw/w424-h640/salamandre.jpg" width="424" /></a></div><br /><p><br /></p><p></p><p style="margin-left: 35.4pt;">Une table ronde aura lieu après la représentation
sur le thème « Une autre fin du monde est-elle possible ? »
avec :<o:p></o:p></p>
<p style="margin-left: 18.0pt; text-indent: 17.4pt;">- notre camarade Jean-Pierre
Tertrais<b> <span class="MsoHyperlink"><a href="https://www.babelio.com/auteur/Jean-Pierre-Tertrais/65721"><span style="font-weight: normal;">https://www.babelio.com/auteur/Jean-Pierre-Tertrais/65721</span></a></span></b><strong><span style="color: #6f6f6f; font-family: "Arial",sans-serif; font-size: 10.5pt;"> </span></strong><b>,
</b>auteur de « du développement à la décroissance de la nécessité de
sortir de l’impasse suicidaire du capitalisme », de « l’imposture de
la modernité » de « l’homme au péril de lui-même », de centaines
d’articles et de conférences<strong><span style="color: #6f6f6f; font-family: "Arial",sans-serif; font-size: 10.5pt;"> <o:p></o:p></span></strong></p>
<p style="margin-left: 18.0pt; text-indent: 17.4pt;">-et notre compagnonne Isabelle
Attard, <span class="MsoHyperlink"><b><a href="https://fr.wikipedia.org/wiki/Isabelle_Attard"><span style="font-weight: normal;">https://fr.wikipedia.org/wiki/Isabelle_Attard</span></a></b></span><strong><span style="color: #6f6f6f; font-family: "Arial",sans-serif; font-size: 10.5pt;"> </span></strong>ex-
députée EELV, ex-co-présidente de<strong><span style="color: #6f6f6f; font-family: "Arial",sans-serif; font-size: 10.5pt;"> </span></strong><span class="MsoHyperlink"><a href="https://fr.wikipedia.org/wiki/Nouvelle_Donne_(parti_politique)">https://fr.wikipedia.org/wiki/Nouvelle_Donne_(parti_politique)</a></span><strong><span style="color: #6f6f6f; font-family: "Arial",sans-serif; font-size: 10.5pt;"> </span></strong>et
autrice en 2019 de « comment je suis devenue anarchiste »<strong><span style="color: #6f6f6f; font-family: "Arial",sans-serif; font-size: 10.5pt;"> </span></strong><span class="MsoHyperlink"><b><a href="https://www.seuil.com/ouvrage/comment-je-suis-devenue-anarchiste-isabelle-attard/9782021440355"><span style="font-weight: normal;">https://www.seuil.com/ouvrage/comment-je-suis-devenue-anarchiste-isabelle-attard/9782021440355</span></a>
</b><o:p></o:p></span></p><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Le monde dans lequel
Karel Capek a écrit son roman (crises financières, monté du nationalisme…) ne
fait-il pas écho à notre monde actuel ? Et quelle est la place anxiogène et
démultiplicatrice des médias dans ce funeste engrenage. Le « Théâtre de l'Arrière-Cour »
souhaite avec cette comédie écolo-sociale amener à la réflexion sous une forme
ludique, comique, visuelle et divertissante.</span><p></p><p><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"> </span></p><p style="line-height: 150%; margin-bottom: 7.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;">Synopsis de « La Guerre des Salamandres » : <o:p></o:p></p>
<p style="line-height: 150%; margin-bottom: 7.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;"><i>Lorsqu’à l’ouest de Sumatra, le capitaine Van Toch découvre
une espèce de salamandre douée d’intelligence et corvéable à merci, il est loin
d’imaginer que sa découverte sera à l’origine d’un bouleversement de l’ordre
mondial… <o:p></o:p></i></p>
<p style="line-height: 150%; margin-bottom: 7.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;">Teaser :<span style="color: #6f6f6f; font-family: "Arial",sans-serif; font-size: 10.5pt; line-height: 150%;"> <a href="https://www.youtube.com/watch?v=QHRHBg-I0jg">https://www.youtube.com/watch?v=QHRHBg-I0jg</a>
<o:p></o:p></span></p>
<h6 style="margin-bottom: 12.0pt;"><span style="mso-fareast-font-family: "Times New Roman";"><o:p> </o:p></span></h6>
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<p class="MsoNormal"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-language: FR;">Réservations pour la pièce (Mise en scène par Gilles
Robin) : 02 99 33 20 01 ou par mail :</span> <a href="mailto:contact@adec-theatre-amateur.fr">contact@adec-theatre-amateur.fr</a>
<o:p></o:p></p>
<p class="MsoNormal"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-language: FR;">Renseignements : 06 31 71 10 72 - Entrées : 7 et 5
euros - Tout public - Durée : 1H30</span> <span style="font-family: "Times New Roman",serif; font-size: 12.0pt;"><o:p></o:p></span></p>
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</tr>
</tbody></table>
</div>Groupe La Sociale de la Fédération Anarchistehttp://www.blogger.com/profile/11023320475197307629noreply@blogger.com0