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&lt;br /&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="EN-GB" style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ansi-language: EN-GB;"&gt;Bonjour,&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="EN-GB" style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="EN-GB" style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;Nous vous invitons à participer à la 8ème conférence Européenne d'&lt;b&gt;EUGISES&lt;/b&gt; qui cette année a pour thème :&amp;nbsp;&lt;b&gt;&lt;/b&gt; ‘&lt;b&gt;GIS-education,
where are the boundaries&lt;/b&gt;?’. &lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="EN-GB" style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ansi-language: EN-GB;"&gt;Cette conférence se déroulera du 6 au 9 septembre 2012 à&amp;nbsp; &lt;b&gt;Leuven&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="EN-GB" style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt; &lt;b&gt;La date de fin pour proposer un papier est le 29 février 2012.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="EN-GB" style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;C'est l'endroit idéal pour partager vos idées et retours d'expériences autour de l'enseignement des SIG.&lt;/span&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://ees.kuleuven.be/eugises12/images/eugises12.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://ees.kuleuven.be/eugises12/images/eugises12.gif" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="EN-GB" style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;Pour plus d'information ou pour proposer un papier :&amp;nbsp; &lt;a href="http://ees.kuleuven.be/eugises12/index.html"&gt;http://ees.kuleuven.be/eugises12/index.html&lt;/a&gt;.
&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="EN-GB" style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ansi-language: EN-GB;"&gt;Esri est partenaire de cette conférence.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="EN-GB" style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-6009747194595107809?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/6009747194595107809/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=6009747194595107809&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/6009747194595107809?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/6009747194595107809?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/mig-ZXsqnEM/sig-education-ou-est-la-frontiere.html" title="SIG-Education où est la frontière ?" /><author><name>Stanislas PACHULSKI</name><uri>http://www.blogger.com/profile/11495313830125504652</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="24" height="32" src="http://3.bp.blogspot.com/_8UVrt1m1q5E/S31Ppt6tpuI/AAAAAAAAAAM/B0Pc7NIC8kk/S220/spachulski.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2012/02/sig-education-ou-est-la-frontiere.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkEERXs-fyp7ImA9WhRVF00.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-7391791951568744186</id><published>2012-01-16T11:10:00.000+01:00</published><updated>2012-01-16T11:10:04.557+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-16T11:10:04.557+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="enseignants" /><category scheme="http://www.blogger.com/atom/ns#" term="Chercheurs" /><category scheme="http://www.blogger.com/atom/ns#" term="conférence" /><title>Conférence Education Esri</title><content type="html">Appel à communiquer : &lt;br /&gt;
Chaque année, des enseignants, des chercheurs Français présentent leurs travaux à la conférence des utilisateurs Esri de San Diego et plus particulièrement à la conférence Education qui se déroule au même moment.&lt;br /&gt;
 Si vous souhaitez communiquer il n'est pas trop tard, il vous reste encore 10 jours pour soumettre votre papier à l'adresse suivante &lt;a href="http://www.esri.com/events/educ/participate/presentations.html"&gt;http://www.esri.com/events/educ/participate/presentations.html&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Pour rappel cette conférence se tiendra du 21 au 24 Juillet 2012.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-7391791951568744186?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/7391791951568744186/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=7391791951568744186&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/7391791951568744186?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/7391791951568744186?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/aGzmudZiF94/conference-education-esri.html" title="Conférence Education Esri" /><author><name>Stanislas PACHULSKI</name><uri>http://www.blogger.com/profile/11495313830125504652</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="24" height="32" src="http://3.bp.blogspot.com/_8UVrt1m1q5E/S31Ppt6tpuI/AAAAAAAAAAM/B0Pc7NIC8kk/S220/spachulski.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2012/01/conference-education-esri.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkIBSHg6cSp7ImA9WhRVEkw.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-4896016843574009412</id><published>2012-01-10T16:48:00.001+01:00</published><updated>2012-01-10T16:49:19.619+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-10T16:49:19.619+01:00</app:edited><title /><content type="html">&lt;div style="background-color: white; color: black; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: center;"&gt;
&lt;span style="font-size: large;"&gt;ArcEduc vous présente ses meilleurs vœux pour&lt;/span&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://4.bp.blogspot.com/-xfoTY5mu26s/TwxcyAvikzI/AAAAAAAAAGU/CSSGu9QTFv8/s1600/C12stan.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="123" src="http://4.bp.blogspot.com/-xfoTY5mu26s/TwxcyAvikzI/AAAAAAAAAGU/CSSGu9QTFv8/s400/C12stan.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;
&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: center;"&gt;
&lt;span style="font-size: large;"&gt;et compte sur vous pour participer de façon active à ce blog.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-4896016843574009412?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/4896016843574009412/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=4896016843574009412&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/4896016843574009412?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/4896016843574009412?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/rFgIx3gRxYM/arceduc-vous-presente-ses-meilleurs-vux.html" title="" /><author><name>Stanislas PACHULSKI</name><uri>http://www.blogger.com/profile/11495313830125504652</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="24" height="32" src="http://3.bp.blogspot.com/_8UVrt1m1q5E/S31Ppt6tpuI/AAAAAAAAAAM/B0Pc7NIC8kk/S220/spachulski.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-xfoTY5mu26s/TwxcyAvikzI/AAAAAAAAAGU/CSSGu9QTFv8/s72-c/C12stan.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2012/01/arceduc-vous-presente-ses-meilleurs-vux.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CE4NSXw6fip7ImA9WhRRGUk.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-8144159031522957372</id><published>2011-12-01T16:41:00.001+01:00</published><updated>2011-12-03T21:09:58.216+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-03T21:09:58.216+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="leçons" /><category scheme="http://www.blogger.com/atom/ns#" term="enseignants" /><category scheme="http://www.blogger.com/atom/ns#" term="Ressources" /><category scheme="http://www.blogger.com/atom/ns#" term="ArcGIS Online" /><category scheme="http://www.blogger.com/atom/ns#" term="ArcEduc" /><category scheme="http://www.blogger.com/atom/ns#" term="données" /><title>ArcGIS Online</title><content type="html">Esri propose depuis quelques temps des outils en ligne gratuits pour faire des cartes à partir de données en lignes, de données locales, de relevés GPS, de les partager avec votre communauté ou avec le monde entier.&lt;br /&gt;
&lt;br /&gt;
Ces outils et ressources sont accessibles en ligne sur &lt;a href="http://arcgis.com/"&gt;ArcGIS.com&lt;/a&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://4.bp.blogspot.com/-7_H4xnxhLU0/TtenpMlnIWI/AAAAAAAAAFc/I1C50RZgpSg/s1600/arcgisonline.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://4.bp.blogspot.com/-7_H4xnxhLU0/TtenpMlnIWI/AAAAAAAAAFc/I1C50RZgpSg/s400/arcgisonline.PNG" width="342" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Afin de faciliter l'accès à ces outils, nous avons réalisé (merci Véronique) des fiches décrivant étape par étape les manipulations à effectuer pour créer des cartes, une communauté, un compte, ...&lt;br /&gt;
&lt;br /&gt;
Première fiche leçon&amp;nbsp; : &lt;a href="https://docs.google.com/open?id=0BxTPd8SMj1NZNjBkMzI4ZTEtNjY0Mi00ZWVmLWFkZDgtNDgwZTYxOTBkZGEy" target="_blank"&gt;le SIG Web - Introduction à ArcGIS.com&lt;/a&gt; &lt;br /&gt;
Deuxième fiche leçon : &lt;a href="https://docs.google.com/open?id=0BxTPd8SMj1NZM2Q5NGM0YWYtZjMzZS00OTUyLWJmOTUtZjZlODU5NmViOTcw" target="_blank"&gt;le SIG Web – Ma communauté de cartes&lt;/a&gt;&lt;br /&gt;
Troisième fiche leçon : &lt;a href="https://docs.google.com/open?id=0BxTPd8SMj1NZY2ExOTljMGEtMWMzMS00NzhhLTg1YWEtNjVmZjlmYTNjMjRl" target="_blank"&gt;le SIG Web – Créer et gérer mon groupe&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Enfin, vous pouvez d'ores et déjà rejoindre le &lt;a href="http://www.arcgis.com/home/group.html?owner=vwatelle&amp;amp;title=arcEDUC" target="_blank"&gt;groupe ArcEduc&lt;/a&gt;, ajouter vos cartes, utiliser celles existantes, contribuer à la communauté.&lt;br /&gt;
&lt;br /&gt;
En attendant de nouvelles fiches leçon, bonne découverte&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-8144159031522957372?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/8144159031522957372/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=8144159031522957372&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/8144159031522957372?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/8144159031522957372?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/RMrULD6xe6w/arcgis-online.html" title="ArcGIS Online" /><author><name>Stanislas PACHULSKI</name><uri>http://www.blogger.com/profile/11495313830125504652</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="24" height="32" src="http://3.bp.blogspot.com/_8UVrt1m1q5E/S31Ppt6tpuI/AAAAAAAAAAM/B0Pc7NIC8kk/S220/spachulski.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-7_H4xnxhLU0/TtenpMlnIWI/AAAAAAAAAFc/I1C50RZgpSg/s72-c/arcgisonline.PNG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2011/12/arcgis-online.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CUYARno5cSp7ImA9WhRRFEo.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-5361425264988192032</id><published>2011-11-28T10:22:00.001+01:00</published><updated>2011-11-28T10:39:07.429+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-28T10:39:07.429+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Chercheurs" /><category scheme="http://www.blogger.com/atom/ns#" term="Europe" /><category scheme="http://www.blogger.com/atom/ns#" term="conférence" /><title>IGC COLOGNE 2012</title><content type="html">Le 32 ème Congrès International de géographie se tiendra du 26 au 30 Août 2012 à Cologne&lt;br /&gt;
Vous avez jusqu’au&lt;b&gt; 15 décembre&lt;/b&gt; pour soumettre un article à &lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;![endif]--&gt;&lt;span style="color: black; font-family: inherit; font-size: 12pt;"&gt;&lt;a href="https://igc2012.org/"&gt;https://igc2012.org/&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://2.bp.blogspot.com/-Oj2MSje_XSk/TtNUzO39UKI/AAAAAAAAAFU/xoM8eJjk8ak/s1600/igu.PNG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="100" src="http://2.bp.blogspot.com/-Oj2MSje_XSk/TtNUzO39UKI/AAAAAAAAAFU/xoM8eJjk8ak/s640/igu.PNG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
EUROGEO organisera 2 sessions pendant le congrès.&lt;br /&gt;
&lt;br /&gt;
Pour plus d'informations sur le calendrier et le contenu du congrès rendez-vous sur le site de l'&lt;a href="https://igc2012.org/frontend/index.php" target="_blank"&gt;IGU&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Bonne journée.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-5361425264988192032?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/5361425264988192032/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=5361425264988192032&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/5361425264988192032?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/5361425264988192032?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/OQdCicLT81U/igc-cologne-2012.html" title="IGC COLOGNE 2012" /><author><name>Stanislas PACHULSKI</name><uri>http://www.blogger.com/profile/11495313830125504652</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="24" height="32" src="http://3.bp.blogspot.com/_8UVrt1m1q5E/S31Ppt6tpuI/AAAAAAAAAAM/B0Pc7NIC8kk/S220/spachulski.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-Oj2MSje_XSk/TtNUzO39UKI/AAAAAAAAAFU/xoM8eJjk8ak/s72-c/igu.PNG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2011/11/igc-cologne-2012.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkcDQH0_eip7ImA9WhRTGUk.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-285908928413305219</id><published>2011-11-10T16:47:00.000+01:00</published><updated>2011-11-10T16:47:51.342+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-10T16:47:51.342+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="leçons" /><category scheme="http://www.blogger.com/atom/ns#" term="enseignants" /><category scheme="http://www.blogger.com/atom/ns#" term="Europe" /><category scheme="http://www.blogger.com/atom/ns#" term="SIG" /><category scheme="http://www.blogger.com/atom/ns#" term="formation" /><category scheme="http://www.blogger.com/atom/ns#" term="ESRI" /><title>Nouvelle session de cours iGuess</title><content type="html">&lt;table border="0" cellpadding="5"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td class="style2" valign="top"&gt;&lt;img alt="" height="121" 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AAAAElFTkSuQmCC" 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        &amp;nbsp; &lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
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  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
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   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
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   &lt;w:Word11KerningPairs/&gt;
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  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;
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   &lt;m:mathFont m:val="Cambria Math"/&gt;
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 mso-bidi-theme-font:minor-bidi;}
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&lt;![endif]--&gt;&lt;span style="font-size: x-small;"&gt;&lt;span lang="EN-US" style="color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://www.eurogeography.eu/index.htm" target="_blank"&gt;Eurogeo&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="font-size: small;"&gt; a planifié 5 jours de formation à Dublin du 29 Mai au 4 Juin 2012.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;span lang="EN-US" style="color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;Cette formation s'appuie sur les cours de "Raisonnement Spatial" développés par &lt;a href="http://www.iguess.eu/" target="_blank"&gt;iGuess&lt;/a&gt; et basé sur ArcGIS.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;span lang="EN-US" style="color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt; 10 enseignants Européens se sont déjà inscrit et ont fait les démarches auprès de l'Union Européenne pour financer leur déplacement.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;span lang="EN-US" style="color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;Si cela vous intéresse merci de visiter le site&amp;nbsp; &lt;a href="http://www.eurogeography.eu/iguess-dublin-2012.htm"&gt;http://www.eurogeography.eu/iguess-dublin-2012.htm&lt;/a&gt;&lt;/span&gt; &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
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&lt;tr&gt;
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&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-285908928413305219?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/285908928413305219/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=285908928413305219&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/285908928413305219?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/285908928413305219?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/R9YPTx8cApI/nouvelle-session-de-cours-iguess.html" title="Nouvelle session de cours iGuess" /><author><name>Stanislas PACHULSKI</name><uri>http://www.blogger.com/profile/11495313830125504652</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="24" height="32" src="http://3.bp.blogspot.com/_8UVrt1m1q5E/S31Ppt6tpuI/AAAAAAAAAAM/B0Pc7NIC8kk/S220/spachulski.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2011/11/nouvelle-session-de-cours-iguess.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CUEDRHoycCp7ImA9WhRTFks.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-5681223971329400994</id><published>2011-11-07T12:00:00.000+01:00</published><updated>2011-11-07T12:01:15.498+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-07T12:01:15.498+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="France" /><category scheme="http://www.blogger.com/atom/ns#" term="enseignants" /><category scheme="http://www.blogger.com/atom/ns#" term="étudiants" /><category scheme="http://www.blogger.com/atom/ns#" term="conférence" /><category scheme="http://www.blogger.com/atom/ns#" term="formation" /><category scheme="http://www.blogger.com/atom/ns#" term="témoignage" /><title>Géomatique : quelles formations pour quels métiers ?</title><content type="html">ESRI France est partenaire du Colloque national : Géomatique : quelles formations pour quels métiers ? organisé par le Pôle Formation-Recherche de l'AFIGEO qui se déroulera le 23 novembre au CNAM à Paris.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="MsoNormal"&gt;
Si cette manifestation vous intéresse vous trouverez le programme et modalités d’inscription à l'adresse suivante:&lt;b&gt;&lt;span style="color: #1f497d;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span style="color: #1f497d;"&gt;&lt;a href="http://www.afigeo.asso.fr/component/content/article/33-newsflash/412-colloque-formations-metiers-geomatique-23-nov-2011-cnam.html"&gt;www.afigeo.asso.fr/component/content/article/33-newsflash/412-colloque-formations-metiers-geomatique-23-nov-2011-cnam.html&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
En espérant vous croiser le 23 novembre prochain.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-5681223971329400994?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/5681223971329400994/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=5681223971329400994&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/5681223971329400994?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/5681223971329400994?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/ouYUGCPubWA/geomatique-quelles-formations-pour.html" title="Géomatique : quelles formations pour quels métiers ?" /><author><name>Stanislas PACHULSKI</name><uri>http://www.blogger.com/profile/11495313830125504652</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="24" height="32" src="http://3.bp.blogspot.com/_8UVrt1m1q5E/S31Ppt6tpuI/AAAAAAAAAAM/B0Pc7NIC8kk/S220/spachulski.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2011/11/geomatique-quelles-formations-pour.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A08DSHo_fCp7ImA9WhdaFEs.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-3875603946445033387</id><published>2011-10-24T17:24:00.001+02:00</published><updated>2011-10-24T17:24:39.444+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-24T17:24:39.444+02:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="université" /><category scheme="http://www.blogger.com/atom/ns#" term="concours" /><category scheme="http://www.blogger.com/atom/ns#" term="ESRI France" /><category scheme="http://www.blogger.com/atom/ns#" term="étudiants" /><category scheme="http://www.blogger.com/atom/ns#" term="conférence" /><title>24 Heures du SIG</title><content type="html">Je vous l'annonçais il y a quelques jours, les 24 Heures du SIG ont encore une fois rencontré un franc succès les 2 gagnants sont repartis chez eux avec des portables DELL et des licences ArcGIS.&lt;br /&gt;
&lt;br /&gt;
Les interviews des 3 équipes sont là pour en témoigner, c'est une super expérience et nous espérons bien renouveler celle-ci l'année prochaine.&lt;br /&gt;
En attendant vous pouvez visionner les vidéos des interviews à l'adresse suivante :&lt;br /&gt;
&lt;a href="http://www.esrifrance.fr/sig2011/24_heures_du_SIG_2011.asp"&gt;http://www.esrifrance.fr/sig2011/24_heures_du_SIG_2011.asp&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
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&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-3875603946445033387?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/3875603946445033387/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=3875603946445033387&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/3875603946445033387?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/3875603946445033387?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/aJNHJnXhaqo/24-heures-du-sig.html" title="24 Heures du SIG" /><author><name>Stanislas PACHULSKI</name><uri>http://www.blogger.com/profile/11495313830125504652</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="24" height="32" src="http://3.bp.blogspot.com/_8UVrt1m1q5E/S31Ppt6tpuI/AAAAAAAAAAM/B0Pc7NIC8kk/S220/spachulski.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-b895EYoSC4A/TqWCKhroNoI/AAAAAAAAAFI/xM09qBzJfmc/s72-c/24h.png" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2011/10/24-heures-du-sig.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DU4CQXY_eip7ImA9WhdbE04.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-3320428529368825459</id><published>2011-10-11T14:59:00.001+02:00</published><updated>2011-10-11T14:59:20.842+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-11T14:59:20.842+02:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="enseignants" /><category scheme="http://www.blogger.com/atom/ns#" term="concours" /><category scheme="http://www.blogger.com/atom/ns#" term="ESRI France" /><category scheme="http://www.blogger.com/atom/ns#" term="Chercheurs" /><category scheme="http://www.blogger.com/atom/ns#" term="étudiants" /><category scheme="http://www.blogger.com/atom/ns#" term="conférence" /><title>SIG 2011</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;
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  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
	{mso-style-name:"Tableau Normal";
	mso-tstyle-rowband-size:0;
	mso-tstyle-colband-size:0;
	mso-style-noshow:yes;
	mso-style-priority:99;
	mso-style-qformat:yes;
	mso-style-parent:"";
	mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
	mso-para-margin:0cm;
	mso-para-margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:"Calibri","sans-serif";
	mso-ascii-font-family:Calibri;
	mso-ascii-theme-font:minor-latin;
	mso-fareast-font-family:"Times New Roman";
	mso-fareast-theme-font:minor-fareast;
	mso-hansi-font-family:Calibri;
	mso-hansi-theme-font:minor-latin;
	mso-bidi-font-family:"Times New Roman";
	mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: FR; mso-fareast-theme-font: minor-latin;"&gt;&lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;&lt;/span&gt;&lt;/span&gt; &lt;br /&gt;
&lt;!--[if !mso]&gt;
&lt;style&gt;
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;FR&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
	{mso-style-name:"Tableau Normal";
	mso-tstyle-rowband-size:0;
	mso-tstyle-colband-size:0;
	mso-style-noshow:yes;
	mso-style-priority:99;
	mso-style-qformat:yes;
	mso-style-parent:"";
	mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
	mso-para-margin:0cm;
	mso-para-margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:"Calibri","sans-serif";
	mso-ascii-font-family:Calibri;
	mso-ascii-theme-font:minor-latin;
	mso-fareast-font-family:"Times New Roman";
	mso-fareast-theme-font:minor-fareast;
	mso-hansi-font-family:Calibri;
	mso-hansi-theme-font:minor-latin;
	mso-bidi-font-family:"Times New Roman";
	mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&lt;span style="color: windowtext; text-decoration: none;"&gt;&lt;/span&gt;&lt;/span&gt; &lt;br /&gt;
&lt;!--[if !mso]&gt;
&lt;style&gt;
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;FR&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
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&lt;![endif]--&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&lt;span style="color: windowtext; text-decoration: none;"&gt;&lt;/span&gt;&lt;/span&gt;La conférence SIG 2011 s'est achevée Jeudi 6 octobre, avec un taux de fréquentation record de 2112 participants dont plus de 150 enseignants / chercheurs / doctorants / étudiants que je n'ai malheureusement pas pu tous rencontrer.&lt;br /&gt;
&lt;br /&gt;
Cette année les gagnants de la 3ème édition des 24 Heures du SIG venaient de Strasbourg, comme les étudiants des 2 autres équipes ils ont fourni une très belle prestation durant 24 heures sans relâche sous l'oeil bienveillant de leurs tuteurs que je tiens à remercier, bravo donc aux 3 équipes.&lt;br /&gt;
Vous trouverez tous les détails de ce concours à l'adresse suivante : &lt;a href="http://www.esrifrance.fr/sig2011/24_heures_du_SIG_2011.asp"&gt;24H du SIG&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Nous comptons sur vous pour participer à la prochaine édition, n'hésitez pas à prendre contact avec moi si cela vous intéresse ou si cela intéresse vos étudiants.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-3320428529368825459?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/3320428529368825459/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=3320428529368825459&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/3320428529368825459?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/3320428529368825459?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/bPY-p8BvFQA/sig-2011.html" title="SIG 2011" /><author><name>Stanislas PACHULSKI</name><uri>http://www.blogger.com/profile/11495313830125504652</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="24" height="32" src="http://3.bp.blogspot.com/_8UVrt1m1q5E/S31Ppt6tpuI/AAAAAAAAAAM/B0Pc7NIC8kk/S220/spachulski.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-0pZIoyfpF5M/TpQ6KxWtzfI/AAAAAAAAAE4/hkizHHMQ-zQ/s72-c/sig2011.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2011/10/sig-2011.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0QCRng9fCp7ImA9WhRRF08.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-6465298140594031156</id><published>2011-09-23T10:45:00.000+02:00</published><updated>2011-12-01T09:49:27.664+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-01T09:49:27.664+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Chercheurs" /><category scheme="http://www.blogger.com/atom/ns#" term="Europe" /><category scheme="http://www.blogger.com/atom/ns#" term="conférence" /><title>15 ème conférence AGILE</title><content type="html">La France accueillera en Avril 2012 la 15 ème Conférence Internationale sur la Science de l'Information Géographique AGILE en Avignon.&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://agile2012.imag.fr/templates/joomla-simple-template/images/personal/headerimg.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="103px" src="http://agile2012.imag.fr/templates/joomla-simple-template/images/personal/headerimg.jpg" width="400px" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style="text-align: left;"&gt;
&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
Vous avez jusqu'au 13 octobre 2011 pour soumettre votre papier.&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
Toutes les informations concernant cet évènement sont bien entendu disponible à l'adresse suivante :&amp;nbsp;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;a href="http://agile2012.imag.fr/"&gt;15ème Conférence AGILE&amp;nbsp;&lt;/a&gt;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
Pour ceux qui ne connaissent pas AGILE visitez le site web à :&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://4.bp.blogspot.com/-n9g0cvmPjPM/TnxG3Uz1PnI/AAAAAAAAAE0/gBBVe36_lVg/s1600/AGILE_logo.jpg" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" hca="true" height="56px" src="http://4.bp.blogspot.com/-n9g0cvmPjPM/TnxG3Uz1PnI/AAAAAAAAAE0/gBBVe36_lVg/s320/AGILE_logo.jpg" width="320px" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: left;"&gt;
&lt;a href="http://www.agile-online.org/"&gt;http://www.agile-online.org/&lt;/a&gt;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&amp;nbsp; &lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
Esri est partenaire d'AGILE depuis des années.&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
Cordialement. &lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&amp;nbsp; &lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-6465298140594031156?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/6465298140594031156/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=6465298140594031156&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/6465298140594031156?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/6465298140594031156?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/5ZJV0Vi6j1A/15-eme-conference-agile.html" title="15 ème conférence AGILE" /><author><name>Stanislas PACHULSKI</name><uri>http://www.blogger.com/profile/11495313830125504652</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="24" height="32" src="http://3.bp.blogspot.com/_8UVrt1m1q5E/S31Ppt6tpuI/AAAAAAAAAAM/B0Pc7NIC8kk/S220/spachulski.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-n9g0cvmPjPM/TnxG3Uz1PnI/AAAAAAAAAE0/gBBVe36_lVg/s72-c/AGILE_logo.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2011/09/15-eme-conference-agile.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0QBQX0zfyp7ImA9WhdWE00.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-9153848852598457814</id><published>2011-09-06T11:19:00.018+02:00</published><updated>2011-09-06T11:29:10.387+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-06T11:29:10.387+02:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="francophone" /><category scheme="http://www.blogger.com/atom/ns#" term="ESRI France" /><category scheme="http://www.blogger.com/atom/ns#" term="ESRI Suisse" /><category scheme="http://www.blogger.com/atom/ns#" term="conférence" /><title>Conférence Francophone Esri - SIG 2011</title><content type="html">Vous avez peut-être déjà vu passer l'annonce, ça y est le programme de la conférence SIG 2011 qui se tiendra cette années les 5 &amp; 6 Octobre à Versailles est sorti, il est consultable en ligne à l'adresse suivante :&lt;a href="http://www.esrifrance.fr/sig2011/programme_sig_2011"&gt;Programme_sig 2011&lt;/a&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-mjI399Luj8Q/TmXj40LzjfI/AAAAAAAAADg/Q407DUrKRvg/s1600/couvanimee3.gif" imageanchor="1" style=""&gt;&lt;img border="0" height="148" width="210" src="http://2.bp.blogspot.com/-mjI399Luj8Q/TmXj40LzjfI/AAAAAAAAADg/Q407DUrKRvg/s320/couvanimee3.gif" /&gt;&lt;/a&gt;&lt;/div&gt;Nous vous attendons nombreux à cet évènement, des modalités d'inscriptions se trouvent à la fin du programme ou en ligne à :&lt;a href="http://www.esrifrance.fr/sig2011/inscription.asp"&gt;Inscription&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
A bientôt.&lt;br /&gt;
&lt;br /&gt;
Stanislas Pachulski&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-9153848852598457814?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/9153848852598457814/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=9153848852598457814&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/9153848852598457814?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/9153848852598457814?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/mAQULLqf8eY/conference-francophone-esri-sig-2011.html" title="Conférence Francophone Esri - SIG 2011" /><author><name>Katia VALENZA LYONS</name><uri>http://www.blogger.com/profile/10504636511193706182</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="23" height="32" src="http://4.bp.blogspot.com/_Xrij0_RlO9I/S5T8HMZV_-I/AAAAAAAAABY/nHlxFuAy-Hc/S220/katia_web.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-mjI399Luj8Q/TmXj40LzjfI/AAAAAAAAADg/Q407DUrKRvg/s72-c/couvanimee3.gif" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2011/09/conference-francophone-esri-sig-2011.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0EHSHg4eip7ImA9WhdSFkw.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-7727656702676885235</id><published>2011-07-25T18:33:00.000+02:00</published><updated>2011-07-25T18:33:59.632+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-07-25T18:33:59.632+02:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="école" /><category scheme="http://www.blogger.com/atom/ns#" term="enseignants" /><category scheme="http://www.blogger.com/atom/ns#" term="université" /><category scheme="http://www.blogger.com/atom/ns#" term="données" /><category scheme="http://www.blogger.com/atom/ns#" term="gestion patrimoine" /><category scheme="http://www.blogger.com/atom/ns#" term="ESRI" /><title>La carte communautaire Esri</title><content type="html">Vous cherchiez des projets pour vos étudiants, Esri propose de publier la carte de votre campus sur le site &lt;a href="http://www.arcgis.com/home/"&gt;Arcgis.com&lt;/a&gt; gratuitement, vous trouverez à l’adresse suivante&amp;nbsp;quelques explications concernant ce programme :&amp;nbsp;&lt;a href="http://resources.arcgis.com/fr/content/community-basemap/about"&gt;http://resources.arcgis.com/fr/content/community-basemap/about&lt;/a&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;iframe width="940" height="600" frameborder="0" scrolling="no" marginheight="0" marginwidth="0" src="http://www.arcgis.com/home/webmap/embedViewer.html?webmap=79287a0bcf984248b8adc526cd9391ad&amp;amp;zoom=true&amp;amp;scale=true"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;small&gt;&lt;a href="http://www.arcgis.com/home/webmap/viewer.html?webmap=79287a0bcf984248b8adc526cd9391ad" style="color:#0000FF;text-align:left" target="_blank"&gt;View Larger Map&lt;/a&gt;&lt;/small&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;br /&gt;
Quels intérêts pour vous :&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Afficher le dynamisme de votre établissement &lt;/li&gt;
&lt;li&gt;Avoir une carte à jour de votre campus&lt;/li&gt;
&lt;li&gt;Impliquer vos étudiants dans un vrai projet cartographique avec à la clé une production de qualité&lt;/li&gt;
&lt;li&gt;En apprendre plus sur la façon de créer des tuiles de carte, de les servir et de les maintenir&lt;/li&gt;
&lt;li&gt;Apporter votre brique à l’édifice de la carte communautaire &lt;/li&gt;
&lt;li&gt;Esri héberge la carte finale, votre établissement garde les droits sur les données sources.&lt;/li&gt;
&lt;/ul&gt;Bien entendu, je reste à votre disposition pour vous fournir tout complément d’information.&lt;br /&gt;
&lt;br /&gt;
&lt;div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-7727656702676885235?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/7727656702676885235/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=7727656702676885235&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/7727656702676885235?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/7727656702676885235?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/P2ckf4Wnim8/la-carte-communautaire-esri.html" title="La carte communautaire Esri" /><author><name>Stanislas PACHULSKI</name><uri>http://www.blogger.com/profile/11495313830125504652</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="24" height="32" src="http://3.bp.blogspot.com/_8UVrt1m1q5E/S31Ppt6tpuI/AAAAAAAAAAM/B0Pc7NIC8kk/S220/spachulski.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2011/07/la-carte-communautaire-esri.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0AMRHo-cSp7ImA9WhZaFEs.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-5557853747732545294</id><published>2011-06-30T23:36:00.001+02:00</published><updated>2011-06-30T23:36:25.459+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-06-30T23:36:25.459+02:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="conférence" /><category scheme="http://www.blogger.com/atom/ns#" term="ESRI" /><title>ICC 2011</title><content type="html">Bonjour,&lt;br /&gt;
&lt;br /&gt;
La semaine prochaine se tiendra à Paris la 25 ème &lt;a href="http://www.icc2011.fr/fr/"&gt;Conférence Cartographique Internationale&lt;/a&gt;, Esri est bien entendu partenaire de cet évènement est a un stand sur lequel vous pourrez venir nous voir.&lt;br /&gt;
&lt;br /&gt;
Pour ma part je serais présent les 4, 5 et 8 juillet si vous souhaitez venir discuter de vos projets avec moi, découvrir les produits et l'offre Esri pour l'enseignement et la recherche vous êtes les bienvenus.&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://1.bp.blogspot.com/-FQ4Cs4RElH0/TgzruK3x94I/AAAAAAAAAEk/xSRYtSffz88/s1600/logo_icc.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" i$="true" src="http://1.bp.blogspot.com/-FQ4Cs4RElH0/TgzruK3x94I/AAAAAAAAAEk/xSRYtSffz88/s1600/logo_icc.png" /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
A la semaine prochaine&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-5557853747732545294?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/5557853747732545294/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=5557853747732545294&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/5557853747732545294?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/5557853747732545294?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/mP_OJqxewfs/icc-2011.html" title="ICC 2011" /><author><name>Stanislas PACHULSKI</name><uri>http://www.blogger.com/profile/11495313830125504652</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="24" height="32" src="http://3.bp.blogspot.com/_8UVrt1m1q5E/S31Ppt6tpuI/AAAAAAAAAAM/B0Pc7NIC8kk/S220/spachulski.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-FQ4Cs4RElH0/TgzruK3x94I/AAAAAAAAAEk/xSRYtSffz88/s72-c/logo_icc.png" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2011/06/icc-2011.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkYDSX8-eCp7ImA9WhZVGU4.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-3123708088043968835</id><published>2011-06-01T16:22:00.000+02:00</published><updated>2011-06-01T16:22:58.150+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-06-01T16:22:58.150+02:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="ESRI France" /><category scheme="http://www.blogger.com/atom/ns#" term="formation" /><title>Formations gratuites</title><content type="html">ESRI France renouvelle son offre de formations gratuites pour les enseignants et enseignants/chercheurs pendant les mois de Juillet et Août&amp;nbsp;à Meudon.&lt;br /&gt;
&lt;br /&gt;
Trois niveaux sont accessibles : débutants (2 jours), avancés (2jours) et découverte extensions (1jour) pour faire le tour des extensions.&lt;br /&gt;
&lt;br /&gt;
Le nombre de&amp;nbsp;place est limité,&amp;nbsp;dépêchez-vous de vous inscrire en allant sur le site d'Esri France.&amp;nbsp; &lt;br /&gt;
Un formulaire en ligne permet de s'inscrire pour y participer : &lt;a href="http://www.esrifrance.fr/Formations_Gratuites_Enseignants.asp"&gt;formations gratuites&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-3123708088043968835?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/3123708088043968835/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=3123708088043968835&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/3123708088043968835?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/3123708088043968835?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/0GaZ9zUcgII/formations-gratuites.html" title="Formations gratuites" /><author><name>Stanislas PACHULSKI</name><uri>http://www.blogger.com/profile/11495313830125504652</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="24" height="32" src="http://3.bp.blogspot.com/_8UVrt1m1q5E/S31Ppt6tpuI/AAAAAAAAAAM/B0Pc7NIC8kk/S220/spachulski.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2011/06/formations-gratuites.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CU4MRXw9eSp7ImA9WhZVGEg.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-860300656385362734</id><published>2011-05-31T16:59:00.000+02:00</published><updated>2011-05-31T16:59:44.261+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-05-31T16:59:44.261+02:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="francophone" /><category scheme="http://www.blogger.com/atom/ns#" term="ESRI France" /><category scheme="http://www.blogger.com/atom/ns#" term="ESRI Suisse" /><category scheme="http://www.blogger.com/atom/ns#" term="conférence" /><title>Conférence Francophone des utilisateurs Esri</title><content type="html">Bonjour à tous, si vous souhaitez communiquer à la conférence Esri SIG 2011, il n'est pas trop tard !&lt;br /&gt;
&lt;br /&gt;
&lt;img border="0" height="214px" src="http://4.bp.blogspot.com/-giFoIdwZqvg/TeUAW68GPxI/AAAAAAAAAEg/N3qh8CUn9O8/s640/confsig2011.jpg" t8="true" width="640px" /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Appel à communication &lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Présenter vos travaux et réalisations aux autres, est certainement la meilleure façon d’échanger et donc d’apprendre.&lt;br /&gt;
&lt;br /&gt;
C’est aussi une formidable occasion de valoriser, faire connaître et reconnaître votre travail auprès de vos pairs et au sein de vos organisations.&lt;br /&gt;
&lt;br /&gt;
Nous mettrons tout en oeuvre pour vous aider à communiquer dans ce cadre et vous accompagner dans cette démarche.&lt;br /&gt;
&lt;br /&gt;
En tant que communicant, vous serez automatiquement et gratuitement inscrit à la conférence.&lt;br /&gt;
&lt;br /&gt;
Proposez-nous dès maintenant votre ou vos communications à l’aide de ce &lt;a href="http://www.esrifrance.fr/sig2011/Proposer_Communication.asp"&gt;formulaire&lt;/a&gt;, et ce, avant le 24 juin.&lt;br /&gt;
&lt;br /&gt;
A bientôt,&lt;br /&gt;
&lt;br /&gt;
l'équipe d'organisation de SIG 2011&lt;br /&gt;
&lt;br /&gt;
&lt;a href="mailto:sig2011@esrifrance.fr"&gt;sig2011@esrifrance.fr&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-860300656385362734?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/860300656385362734/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=860300656385362734&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/860300656385362734?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/860300656385362734?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/qF9QE58mD2g/conference-francophone-des-utilisateurs.html" title="Conférence Francophone des utilisateurs Esri" /><author><name>Stanislas PACHULSKI</name><uri>http://www.blogger.com/profile/11495313830125504652</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="24" height="32" src="http://3.bp.blogspot.com/_8UVrt1m1q5E/S31Ppt6tpuI/AAAAAAAAAAM/B0Pc7NIC8kk/S220/spachulski.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-giFoIdwZqvg/TeUAW68GPxI/AAAAAAAAAEg/N3qh8CUn9O8/s72-c/confsig2011.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2011/05/conference-francophone-des-utilisateurs.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DEMCQH4-eyp7ImA9WhZWGE8.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-204956597913508041</id><published>2011-05-19T19:34:00.000+02:00</published><updated>2011-05-19T19:34:21.053+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-05-19T19:34:21.053+02:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="concours" /><title>FIG 2011 - Concours de Géovisualisation</title><content type="html">&lt;a href="http://concours-geovisualisation.parisgeo.cnrs.fr/"&gt;Quatrième édition du concours de Géovisualisation et Cartographie dynamique&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Salon de la Géomatique - Festival International de Géographie de Saint-Dié-des-Vosges- 22ème édition&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Vendredi 7 octobre - dimanche 9 octobre 2011&lt;br /&gt;
&lt;br /&gt;
Aujourd'hui la carte se dynamise, s’anime, interagit. Avec les nouvelles technologies de l’information et de la communication, du multimédia, de la sphère Internet, elle renouvelle ses potentialités et s’ouvre aux nouveaux médias (internet, téléphones portables, PDA…).&lt;br /&gt;
&lt;br /&gt;
Le salon de la géomatique du festival international de géographie de Saint-Dié-des-Vosges propose une vitrine sur les méthodes, outils et technologies pour observer, analyser et représenter l'espace et les territoires. Il accueille des exposants (laboratoires, entreprises) et un kiosque des revues géographiques en ligne, propose des démonstrations à un public spécialisé ou non.&lt;br /&gt;
&lt;br /&gt;
Il organise la quatrième édition du concours de "géovisualisation et cartographies dynamiques" donnant ainsi l'occasion à un large public de découvrir ces multiples formes innovantes, notamment au regard de cartes statiques.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Appel à contributions&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Le concours portera sur des travaux de visualisation dynamique/interactive de l'information géographique pouvant aborder toutes thématiques, mobiliser tous types de méthodes et de technologies innovantes dans le champ des nouvelles représentations en termes de géovisualisation ou cartographies dynamiques (animation, interactivité, multimédia, web…)&lt;br /&gt;
&lt;br /&gt;
A titre d'exemple, ces travaux pourront se situer sur le terrain des atlas interactifs, de la cartographie sonore, du webmapping, des SIG participatifs, de la modélisation dynamique, de modules didactiques autour de l’information spatiale, des outils de suivi de flotte de véhicules…&lt;br /&gt;
&lt;br /&gt;
(voir les éditions précédentes sur &lt;a href="http://concours-geovisualisation.parisgeo.cnrs.fr/"&gt;http://concours-geovisualisation.parisgeo.cnrs.fr/&lt;/a&gt;)&lt;br /&gt;
&lt;br /&gt;
La participation, ouverte à tous, est gratuite. Le jury, composé de spécialistes de différents domaines (cartographie, informatique, géographie), assistera aux présentations des applications pendant le festival, et remettra aux meilleurs travaux des prix fournis par nos sponsors. Les critères d’évaluation prendront en compte l'intérêt, la qualité visuelle et graphique, l'innovation, la pédagogie du travail réalisé.&lt;br /&gt;
&lt;br /&gt;
Une présentation publique pédagogique des travaux sera programmée au salon de la géomatique, en présence du jury ; les applications seront accessibles sur des postes informatiques mis à la disposition du public sur un stand dédié au concours. Les travaux lauréats seront publiés dans la revue électronique M@ppemonde dans la rubrique "Vu au Festival de Saint-Dié".&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Modalités de soumission des travaux&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Les candidatures se font en deux temps. Les candidats devront fournir :&lt;br /&gt;
&lt;br /&gt;
- avant le 30 juin 2011 - un dossier de présentation de la contribution de maximum 2 pages avec des illustrations (maximum 5000 caractères), décrivant l'objectif de l'application, la thématique, la technologie mobilisée, le contexte du développement, le cas échéant, l'URL où l'on peut consulter l'application… Préciser également : le titre de la proposition, les auteurs et organismes d’appartenance, les contraintes matérielles et logicielles pour la présentation de l’application dans le cadre du salon de la géomatique.&lt;br /&gt;
&lt;br /&gt;
- pour le 15 septembre 2011 - l'application à présenter dans le cadre du salon et une courte présentation sous la forme d'un diaporama (éventuellement sonorisé).&lt;br /&gt;
&lt;br /&gt;
Contact : Anne-Christine BRONNER, géographe, cartographe, LIVE, CNRS-Université de Strasbourg&lt;br /&gt;
&lt;br /&gt;
concours.geovisualisation@gmail.com&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-204956597913508041?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/204956597913508041/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=204956597913508041&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/204956597913508041?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/204956597913508041?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/uHd9b02qRvo/fig-2011-concours-de-geovisualisation.html" title="FIG 2011 - Concours de Géovisualisation" /><author><name>Stanislas PACHULSKI</name><uri>http://www.blogger.com/profile/11495313830125504652</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="24" height="32" src="http://3.bp.blogspot.com/_8UVrt1m1q5E/S31Ppt6tpuI/AAAAAAAAAAM/B0Pc7NIC8kk/S220/spachulski.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2011/05/fig-2011-concours-de-geovisualisation.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DEcCSXg-fyp7ImA9WhZWEEk.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-5453995844446325470</id><published>2011-05-10T18:47:00.000+02:00</published><updated>2011-05-10T18:47:48.657+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-05-10T18:47:48.657+02:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Ressources" /><category scheme="http://www.blogger.com/atom/ns#" term="données" /><category scheme="http://www.blogger.com/atom/ns#" term="ESRI" /><title>Images Landsat</title><content type="html">Une information qui va je l'espère intéresser toute la communauté de l'éducation et de la recherche, ESRI lance les services d'imagerie Landsat.&lt;br /&gt;
&lt;br /&gt;
Vous trouverez&amp;nbsp; sur &lt;a href="http://www.arcorama.fr/2011/05/esri-lance-les-services-dimagerie.html"&gt;arcOrama&lt;/a&gt; toutes les informations relatives à ce service :&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://www.esri.com/landsat-imagery/index.html" style="margin-left: auto; margin-right: auto;" target="_new"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-FBlMeDoR2Es/TcBlH_cyQmI/AAAAAAAAD9o/CVZXeYyJx6c/s1600/Landsat_0.png" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;a href="http://www.esri.com/landsat-imagery/index.html"&gt;http://www.esri.com/landsat-imagery/index.html&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;C'est un moyen fabuleux pour découvrir ou redécouvrir le traitement d'image.&lt;br /&gt;
&lt;br /&gt;
Cordialement.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-5453995844446325470?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/5453995844446325470/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=5453995844446325470&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/5453995844446325470?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/5453995844446325470?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/p9fr55flnQo/images-landsat.html" title="Images Landsat" /><author><name>Stanislas PACHULSKI</name><uri>http://www.blogger.com/profile/11495313830125504652</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="24" height="32" src="http://3.bp.blogspot.com/_8UVrt1m1q5E/S31Ppt6tpuI/AAAAAAAAAAM/B0Pc7NIC8kk/S220/spachulski.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-FBlMeDoR2Es/TcBlH_cyQmI/AAAAAAAAD9o/CVZXeYyJx6c/s72-c/Landsat_0.png" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2011/05/images-landsat.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0YCR306eyp7ImA9WhZWEEk.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-7715710557793703414</id><published>2011-05-10T18:32:00.000+02:00</published><updated>2011-05-10T18:32:46.313+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-05-10T18:32:46.313+02:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="ESRI France" /><category scheme="http://www.blogger.com/atom/ns#" term="enseignement" /><category scheme="http://www.blogger.com/atom/ns#" term="témoignage" /><category scheme="http://www.blogger.com/atom/ns#" term="ESRI" /><title>Reportage à l'EIVP</title><content type="html">L'EIVP (Ecole des Ingénieurs de la Ville de Paris) dispose depuis plus d'un an d'une licence de site Education/Recherche lui permettant de déployer tous les produits ESRI (ArcGIS desktop , ArcGIS Server + extensions, ArcPAD, ...) sans limites pour les enseignants, les chercheurs et d'offrir à tous les étudiants une licence ArcInfo + extensions pendant sa formation.&lt;br /&gt;
&lt;br /&gt;
Planète SIG est allé interviewer le directeur de l'école et son équipe à ce sujet.&lt;br /&gt;
&lt;br /&gt;
Retrouvez cette&amp;nbsp;vidéo et bien d'autres sur &lt;a href="http://www.youtube.com/user/esrifranceTV"&gt;esrifranceTV&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://1.gvt0.com/vi/2dUnfsxuE3k/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/2dUnfsxuE3k&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/2dUnfsxuE3k&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;Cordialement.&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8447458805247236576-7715710557793703414?l=arc-e-ducation.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://arc-e-ducation.blogspot.com/feeds/7715710557793703414/comments/default" title="Publier les commentaires" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=8447458805247236576&amp;postID=7715710557793703414&amp;isPopup=true" title="0 commentaires" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/7715710557793703414?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8447458805247236576/posts/default/7715710557793703414?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArcEduc/~3/17TB6AVyJHY/reportage-leivp.html" title="Reportage à l'EIVP" /><author><name>Stanislas PACHULSKI</name><uri>http://www.blogger.com/profile/11495313830125504652</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="24" height="32" src="http://3.bp.blogspot.com/_8UVrt1m1q5E/S31Ppt6tpuI/AAAAAAAAAAM/B0Pc7NIC8kk/S220/spachulski.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://arc-e-ducation.blogspot.com/2011/05/reportage-leivp.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CUUHRnkzfyp7ImA9WhZSGU4.&quot;"><id>tag:blogger.com,1999:blog-8447458805247236576.post-8385141136389398977</id><published>2011-04-04T18:07:00.000+02:00</published><updated>2011-04-04T18:07:17.787+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-04-04T18:07:17.787+02:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="écoles" /><category scheme="http://www.blogger.com/atom/ns#" term="ESRI Suisse" /><title>Compte rendu de l'exposition SIG à Burier (Suisse)</title><content type="html">Exposition sur les SIG au lycée de Burier (Suisse)&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-X0DOkBUYCO0/TZnscVCOkJI/AAAAAAAAAEQ/Pz1YJXhRwic/s1600/ExpoSIG-Burier-1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="212" r6="true" src="http://4.bp.blogspot.com/-X0DOkBUYCO0/TZnscVCOkJI/AAAAAAAAAEQ/Pz1YJXhRwic/s320/ExpoSIG-Burier-1.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
Du 23 février au 18 mars 2011&lt;br /&gt;
&lt;br /&gt;
Pour la première fois au lycée de Burier des élèves ont réalisé un projet à l’aide d’un SIG, c’est-à-dire d’un « Système d’informations géographiques ». Ces élèves appatiennent à une "option complémentaire" de géographie et passeront leurs examens finaux en juin 2011.&lt;br /&gt;
&lt;br /&gt;
Un SIG est logiciel dont la spécificité est de traiter des bases de données complexes. L’une des applications d’un SIG est également de cartographier le résultat d’une requête. Chacun des projets présentés dans l'exposition n’a utilisé qu’une très faible partie des capacités du logiciel ArcView, le SIG installé à Burier.&lt;br /&gt;
&lt;br /&gt;
La maîtrise de ce logiciel n’est pas un b
