<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-8447458805247236576</id><updated>2024-11-08T16:42:17.145+01:00</updated><category term="ESRI France"/><category term="enseignants"/><category term="conférence"/><category term="Chercheurs"/><category term="ESRI"/><category term="ESRI Canada"/><category term="enseignement"/><category term="leçons"/><category term="université"/><category term="ESRI Suisse"/><category term="Ressources"/><category term="francophone"/><category term="écoles"/><category term="formation"/><category term="étudiants"/><category term="Europe"/><category term="SIG"/><category term="France"/><category term="témoignage"/><category term="école"/><category term="GIS"/><category term="concours"/><category term="données"/><category term="ArcGIS Online"/><category term="Livre"/><category term="universités"/><category term="ArcEduc"/><category term="cours SIG écoles enseignants suisse"/><category term="Ecoles Suisse Licence de site"/><category term="gestion patrimoine"/><category term="liens"/><category term="matériel didactique"/><category term="tutoriels"/><category term="conférenc"/><category term="facility management"/><title type='text'>Blog ESRI pour l&#39;Education</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGq8x0-BBXrhF9wpFRNJq9_9x6MrDnMny-u0dI9l7g9HphjPt8xO3e7lqOOB0Q6Okcc9c8HJ0tJyr0xfgKkGAQKiukgpt2kTTAZUQ8JuRhlmY2zAdxGJRY3psmtqcjp2Y/s220/katia_web.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>82</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-7013076903322120946</id><published>2014-10-24T11:21:00.001+02:00</published><updated>2014-10-24T11:21:39.279+02:00</updated><title type='text'></title><content type='html'>&lt;br /&gt;
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&lt;span class=&quot;userContent&quot;&gt;&lt;a href=&quot;http://esrifrance.maps.arcgis.com/apps/MapJournal/?appid=e11d3112fb414b59bd645be11bc077a1&quot;&gt;ArcGIS Online en 7 étapes: Découvrez via une Story Map Journal un guide de démarrage pour configurer un portail en ligne!&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: white; color: black;&quot;&gt;&lt;strong&gt;Concours Etudiant Esri France 2014: retour d&#39;expérience du lauréat pour l&#39;Afrique&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #b6d7a8;&quot;&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;En thèse à l’Université Félix Houphouët Boigny à Abidjan en Côte d’Ivoire dans le cadre du Programme de Recherche WASCAL sur la Biodiversité et le Changement climatique, Aniko originaire du Togo,&amp;nbsp;a été lauréat pour l&#39;Afrique du Concours Etudiant Esri France 2014 (Young Schoolar Awards).&amp;nbsp; A ce titre, il a pris part à la Conférence Internationale des Utilisateurs Esri 2014 à San Diego. une Expérience unique, qu&#39;il a souhaité partager avec nous par le biais d&#39;un article!&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPN77HaHGkz9pzNQ-5m7u_pgiHjj06atRjIVr2dwJxyQ9OmtgoDqMzkurlPHo1lkQ3_w67JxWbAq6X6vyIfRkbHecqh-w69QEFyt8OSem9a8B8fAFjHYJdu6NGoOKIvwSqYNx1eaZ4Wtg/s1600/Sans+titre2.jpg&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPN77HaHGkz9pzNQ-5m7u_pgiHjj06atRjIVr2dwJxyQ9OmtgoDqMzkurlPHo1lkQ3_w67JxWbAq6X6vyIfRkbHecqh-w69QEFyt8OSem9a8B8fAFjHYJdu6NGoOKIvwSqYNx1eaZ4Wtg/s1600/Sans+titre2.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #999999;&quot;&gt;Esri France organise chaque année un concours à destination des étudiants inscrits dans des Universités Africaines où ses technologies sont utilisées. Pour l&#39;Edition 2014 du Concours, j&#39;ai soumis des cartes réalisées dans le cadre de ma thèse.  Les outils SIG tels que ArcGIS me servent à l’évaluation de l’habitat et de la connectivité des ilots d’habitats naturels afin de définir et de cartographier sur une base écologique le corridor des éléphants au Togo.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #eeeeee;&quot;&gt;Mes travaux ont été sélectionnés comme meilleure utilisation faite par un étudiant de ArcGIS en Afrique. A ce titre, Esri France a financé ma participation à la Conférence Annuelle des Utilisateurs Esri qui s&#39;est tenue du 11 au 18 juillet 2014 à San Diego en Californie.&lt;/span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #999999;&quot;&gt;&amp;nbsp;&amp;nbsp; Le 11 juillet 2014, me voilà à San Diego après plus de 30 heures de voyage: Lomé-San Diego, ça fait une sacrée trotte!&lt;br /&gt;&amp;nbsp;&amp;nbsp; Du 12 au 15 Juillet 2014, j&#39;ai eu la chance de suivre des formations particulièrement importantes pour mon domaine de recherche, notamment:&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;color: #eeeeee;&quot;&gt;·         Esri Maps for Office-Introduction&lt;br /&gt;&lt;br /&gt;·         Spatial Pattern Analysis: Mapping Trends and Clusters (Analyse spatiale: cartographie des tendances et des clusters)&lt;br /&gt;&lt;br /&gt;·         Modelling Spatial Relationships Using Regression Analysis (Modélisation des relations spatiales à partir de l’analyse de régression)&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: #eeeeee;&quot;&gt;·         Building a Geodatabase-The Essentials (Création d’une base de données géospatiale)&lt;br /&gt;&lt;br /&gt;·         Dynamic Maps-Mapping Space and time (Cartes dynamiques-Cartographie de l’espace et du temps)&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE4ykxE0kauSQhJY_5XZb1vkeO6moORoUEC6oL4ncGggweDNtD1zidn5CT0HctUNXSHiEykeqSGpP-Gt4KNSgwMbUupiHeM5pXsTsq9WacHOq2fghZ3WZmUSZLLfV16AalnQmtEtzL3JI/s1600/Sans+titre3.jpg&quot;&gt;&lt;span style=&quot;color: #999999;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE4ykxE0kauSQhJY_5XZb1vkeO6moORoUEC6oL4ncGggweDNtD1zidn5CT0HctUNXSHiEykeqSGpP-Gt4KNSgwMbUupiHeM5pXsTsq9WacHOq2fghZ3WZmUSZLLfV16AalnQmtEtzL3JI/s1600/Sans+titre3.jpg&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span style=&quot;color: #999999;&quot;&gt;&amp;nbsp;&amp;nbsp; Une grande cérémonie d’ouverture de la Conférence a été organisée le Lundi, 14 Juillet. Elle a été marquée par le discours du PDG et fondateur de Esri Jack Dangermond et l’annonce des nouvelles avancées dans le monde des SIG.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #eeeeee;&quot;&gt;ArcGIS Desktop est entrain d’évoluer vers une version plus performante ArcGIS 10.3 qui sera probablement lancée en 2015. Plusieurs applications telles que City Engine, GeoEvent, ArcGIS Pro faciliteront la cartographie, surtout 3D et interactive. Les nouvelles facilitées de cartographie en ligne utilisant le cloud system ont été présentées avec ArcGIS Online. De brillantes innovations en SIG ont été présentées et certaines ont été primées. GeoNet, une plateforme sociale où les professionnels et utilisateurs pourront discuter et collaborer sur les meilleures pratiques SIG a été lancée.&lt;/span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #999999;&quot;&gt;&amp;nbsp; En somme le message clé de la cérémonie d’ouverture se résume à travers la pensée du célèbre inventeur américain Richard Buckminster Fuller:&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #999999;&quot;&gt;&lt;span style=&quot;color: #eeeeee;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &quot;Nous sommes appelés à être les architectes du futur&quot;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;  &lt;/span&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht5oQB2oV2Zu6FRrbID3CkE35T5ztwKvyHsDDNbe1WrJHmiC9_fW8E4CH6K5fVVZvFEk5JyYVANVhOKCIwh8gvS7t-xq1xvoLheWCrOHR40JFBnadDjsNi3YQxc7PAPeg3vU1ScoIQ2Pw/s1600/Sans+titre4.jpg&quot;&gt;&lt;span style=&quot;color: #999999;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht5oQB2oV2Zu6FRrbID3CkE35T5ztwKvyHsDDNbe1WrJHmiC9_fW8E4CH6K5fVVZvFEk5JyYVANVhOKCIwh8gvS7t-xq1xvoLheWCrOHR40JFBnadDjsNi3YQxc7PAPeg3vU1ScoIQ2Pw/s1600/Sans+titre4.jpg&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span style=&quot;color: #999999;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; La galerie des cartes a été ouverte ce même jour avec l’exposition des cartes et posters réalisés par les utilisateurs venus du monde entier, notamment les posters des étudiants gagnants du Concours de par le monde.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #eeeeee;&quot;&gt;A cette même occasion, chaque étudiant sélectionné a eu l’occasion de présenter son poster. C’était le moment de partage et de discussion sur le thème abordé et les méthodes utilisées.&lt;/span&gt;&lt;br /&gt;&amp;nbsp; &lt;/span&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimOWFHDW1H4sQWLx9Rq-F2PYa-gvxDjcR7-mho9AkWiAyZJqaZsI2-ZFu5CSHJ8yDcGEcU06raOr2OA2q9ohkGxAINZ7uUK9h26dHQWyo2BFjppmKqAeGrioNx39Cv4WwkHLukPhHA7KY/s1600/Sans+titre+5.jpg&quot;&gt;&lt;span style=&quot;color: #999999;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimOWFHDW1H4sQWLx9Rq-F2PYa-gvxDjcR7-mho9AkWiAyZJqaZsI2-ZFu5CSHJ8yDcGEcU06raOr2OA2q9ohkGxAINZ7uUK9h26dHQWyo2BFjppmKqAeGrioNx39Cv4WwkHLukPhHA7KY/s1600/Sans+titre+5.jpg&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span style=&quot;color: #999999;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Après l’ouverture de la Conférence, nous avions l’occasion d’assister à des ateliers plus restreints dirigés par des experts de Esri où des études de cas ou les meilleures pratiques ont été présentées. Par ailleurs des formations spécifiques sur les logiciels Esri ou sur les dernières mises à jour ont été organisées dans d’autres ateliers.&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #999999;&quot;&gt;&lt;span style=&quot;color: #eeeeee;&quot;&gt;&amp;nbsp; Je me suis particulièrement intéressé  aux thèmes suivants:&lt;br /&gt;&amp;nbsp;·         Species habitat and modeling; (modélisation de l’habitat des espèces)&lt;br /&gt;&lt;br /&gt;·         Modeling climate, landscape, and species; (modélisation du climat, du paysage et des espèces)&lt;br /&gt;&lt;br /&gt;&amp;nbsp;·         Land cover and land use: modeling and monitoring; (modélisation et suivi de la couverture et de l’affectation des terres)&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Aucune des études de cas présentées ne concernait la zone tropicale. Plus encore, certains des modèles présentés s’appuyaient sur le langage python qui était assez nouveau pour moi. Cependant, nous avions eu des informations sur les études de cas présentées, à savoir la méthodologie utilisée. Une étude plus approfondie serait nécessaire afin d’adapter les méthodes présentées dans nos travaux de recherche...&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: #eeeeee;&quot;&gt; Par ailleurs, j&#39;ai pris part à la rencontre régionale des Utilisateurs d’Afrique où la nécessité de la formation en SIG a été soulignée. La mise à jour, des cartes de base (voies de communication, hydrographie ou encore contours administratifs) a également été souligné comme un problème crucial devant être résolu en Afrique.&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Une cérémonie spéciale de remise de prix aux organisations, entreprises et même des villes qui se sont illustrées de manière remarquable par leur utilisation des outils SIG a été organisée le Mercredi, 16 Juillet.&lt;/span&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #999999;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Parmi les nominés, environ 30 étudiants venant de tous les continents, dont trois venant de l&#39;Afrique: un Ethiopien (sélectionné par Esri Norvège), un Sud Africain (sélectionné par Esri Afrique du Sud) et Moi-même. Avoir eu  l’occasion d’être parmi les étudiants sélectionnés pour illustrer la pratique des Systèmes d&#39;Informations Géographiques dans l&#39;Enseignement en Afrique a été pour moi une réelle fierté.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #eeeeee;&quot;&gt;Cette Conférence a été pour moi une grande opportunité qui m’a permis d’avoir une vue très réelle du monde des SIG. J&#39;ai eu l’occasion de rencontrer d’autres étudiants issue du monde du SIG, des professeurs, des gestionnaires et développeurs de logiciels venant de presque tous les pays du monde. Nos différents échanges ont alimenté de nouvelles idées pour l’usage des SIG dans le cadre de ma formation, mais aussi pour ma vie professionnelle future.&amp;nbsp;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #999999;&quot;&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #999999;&quot;&gt;Notre génération devrait faire la différence pour une meilleure planification de notre future avec l’utilisation des outils SIG.&lt;br /&gt;&amp;nbsp;&amp;nbsp; En Afrique, tant d&#39;effort restent à fournir afin d’améliorer la connaissance et la pratique des SIG.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #eeeeee;&quot;&gt;J&#39;espère que  la collaboration entre nos Universités et les Partenaires Esri France en Afrique va se renforcer, afin de faciliter l’accès aux logiciel et applications ArcGIS aux étudiants comme c’est le cas ailleurs.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp; &lt;/span&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWFn3sNw3VNDDMSQpzXA-r0E-y6PPxTl7zZQIAsyNCy0MPcyy45yHzzR37_8jTf0WIB5gipvEDyZvGwbTydBtevT0F0p_0-g5VJ9W7OGtBX8gosD9lnmJUy8_S-WhAaSlViA2IQuAhREE/s1600/Sans+titre8.jpg&quot;&gt;&lt;span style=&quot;color: #999999;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWFn3sNw3VNDDMSQpzXA-r0E-y6PPxTl7zZQIAsyNCy0MPcyy45yHzzR37_8jTf0WIB5gipvEDyZvGwbTydBtevT0F0p_0-g5VJ9W7OGtBX8gosD9lnmJUy8_S-WhAaSlViA2IQuAhREE/s1600/Sans+titre8.jpg&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
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--&gt;</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/662962516356963151/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/662962516356963151?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/662962516356963151'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/662962516356963151'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2014/09/concours-etudiant-esri-france-2014.html' title=''/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/08857228516789357243</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPN77HaHGkz9pzNQ-5m7u_pgiHjj06atRjIVr2dwJxyQ9OmtgoDqMzkurlPHo1lkQ3_w67JxWbAq6X6vyIfRkbHecqh-w69QEFyt8OSem9a8B8fAFjHYJdu6NGoOKIvwSqYNx1eaZ4Wtg/s72-c/Sans+titre2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-7974748957571468342</id><published>2014-02-24T10:36:00.000+01:00</published><updated>2014-02-24T10:38:49.198+01:00</updated><title type='text'>JO Sotchi: Quand les Géographes dominent le Monde!</title><content type='html'>&lt;br /&gt;
&lt;h2 style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: white;&quot;&gt;JO Sotchi: Quand les Géographes dominent le Monde!&lt;/span&gt;&lt;/h2&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ6zOnMcyz42XrVHZgTFR5BU1HN6DUGV8vts_QiR5h9D9LppOteyNE3XpG89mGCSSbUOmu_1IhYxNQi-SzKiOdilTE71-_U_C-2P4G7FQlp1k9izurThdE6tA8eHawuqGYmJY8Iz9fIF8/s1600/JO.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ6zOnMcyz42XrVHZgTFR5BU1HN6DUGV8vts_QiR5h9D9LppOteyNE3XpG89mGCSSbUOmu_1IhYxNQi-SzKiOdilTE71-_U_C-2P4G7FQlp1k9izurThdE6tA8eHawuqGYmJY8Iz9fIF8/s1600/JO.jpg&quot; height=&quot;217&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&quot;&lt;span style=&quot;color: #cccccc;&quot;&gt;Le sportif de haut niveau Pierre Vaultier est aussi étudiant à l’Université Joseph Fourier de Grenoble. Il y étudie en licence de géographie. Il fait partie des&lt;/span&gt;&lt;a href=&quot;http://etudiant.lefigaro.fr/orientation/actus-et-conseils/detail/article/sotchi-ces-etudiants-qui-concilient-sport-de-haut-niveau-et-etudes-superieures-4244/&quot; target=&quot;_blank&quot;&gt; 200 étudiants sportifs du Département du Sport de Haut Niveau (DSHN) de l’Université grenobloise.&lt;/a&gt; &lt;span style=&quot;color: #cccccc;&quot;&gt;8 étudiants de ce&lt;/span&gt; &lt;a href=&quot;http://www.ujf-grenoble.fr/universite/medias-et-communication/actualites/pierre-vaultier-sacre-champion-olympique-de-snowboard-cross--1508648.htm?RH=UJF&quot; target=&quot;_blank&quot;&gt;programme&lt;/a&gt; &lt;span style=&quot;color: #cccccc;&quot;&gt;avaient été sélectionnés pour Sotchi. Grâce à un programme d’études à distance nommé Inter’val, Pierre a pu continuer ses études, bien que son sport soit clairement sa priorité durant les saisons d’hiver. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cccccc;&quot;&gt; Et cela valait le coup: après avoir remporté le globe de cristal de snowboard cross en mars dernier,&lt;/span&gt; &lt;a href=&quot;http://sport24.lefigaro.fr/jeux-olympiques/sotchi-2014/actualites/vaultier-un-miracle-!-680082&quot; target=&quot;_blank&quot;&gt; Il a remporté ce mardi le titre olympique qui manquait à son palmarès. &lt;/a&gt;&lt;span style=&quot;color: #cccccc;&quot;&gt; Malgré sa déception aux JO de Vancouver en 2010, Pierre Vaultier a aujourd’hui pris sa revanche à Sotchi. Pourtant le snowboarder de 26 ans partait de loin. Il s’était blessé en décembre: une déchirure du ligament croisé qui aurait dû le priver des JO.&lt;/span&gt;&quot;&lt;br /&gt;
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&lt;span style=&quot;color: #cccccc;&quot;&gt;La suite sur &quot;lefigaro.fr&quot;:&lt;span style=&quot;background-color: #f3f3f3;&quot;&gt;&lt;a href=&quot;https://www.blogger.com/goog_1352160290&quot;&gt; &lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: #f3f3f3; color: #666666;&quot;&gt;&lt;a href=&quot;http://etudiant.lefigaro.fr/les-news/actu/detail/article/pierre-vautier-medaille-d-or-de-la-geographie-au-snowboard-cross-4366/&quot;&gt;http://etudiant.lefigaro.fr/les-news/actu/detail/article/pierre-vautier-medaille-d-or-de-la-geographie-au-snowboard-cross-4366/&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/7974748957571468342/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/7974748957571468342?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/7974748957571468342'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/7974748957571468342'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2014/02/jo-sotchi-quand-les-geographes-dominent.html' title='JO Sotchi: Quand les Géographes dominent le Monde!'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/08857228516789357243</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ6zOnMcyz42XrVHZgTFR5BU1HN6DUGV8vts_QiR5h9D9LppOteyNE3XpG89mGCSSbUOmu_1IhYxNQi-SzKiOdilTE71-_U_C-2P4G7FQlp1k9izurThdE6tA8eHawuqGYmJY8Iz9fIF8/s72-c/JO.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-4024333714763140958</id><published>2014-01-17T14:38:00.001+01:00</published><updated>2014-01-17T14:45:48.768+01:00</updated><title type='text'>Story Map Voeux Esri France</title><content type='html'>&lt;span style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; 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;&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; 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;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; 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;&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; 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;&quot;&gt;Cliquez sur la carte pour découvrir la Story Map des vœux des collaborateurs d&#39;Esri France&lt;a href=&quot;http://esrifrance.fr/voeux2014.html&quot;&gt;&lt;span style=&quot;color: black; text-decoration: none; text-underline: none;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;297&quot; 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&quot; v:shapes=&quot;_x0000_i1025&quot; width=&quot;525&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;a href=&quot;http://esrifrance.fr/voeux2014.html&quot;&gt;&lt;span style=&quot;color: black; text-decoration: none; text-underline: none;&quot;&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/4024333714763140958/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/4024333714763140958?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/4024333714763140958'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/4024333714763140958'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2014/01/blog-post_17.html' title='Story Map Voeux Esri France'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/08857228516789357243</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-2844553508094133250</id><published>2013-11-06T10:37:00.001+01:00</published><updated>2013-11-07T09:35:00.724+01:00</updated><title type='text'>.</title><content type='html'>&lt;h2 class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;span style=&quot;color: white;&quot;&gt;Concours Etudiant Esri&lt;/span&gt; &amp;nbsp;&lt;/h2&gt;
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&amp;nbsp;&amp;nbsp;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtHP6NwcMuSkzEdD-lMwq72LnYmRbts8ggAfF_XCxT_zCzLhVtW8IV-ENcPTp_Fr3fOwFLWuG4wNrQtt0m-vZrJZKtFaJpasEcg6vYDzQDjzeMgEIPT0XgFTWe7UJoejVnt_tJX-cipTQo/s1600/15.+Award+Ceremony+with+Jack+Dungermond.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;275&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtHP6NwcMuSkzEdD-lMwq72LnYmRbts8ggAfF_XCxT_zCzLhVtW8IV-ENcPTp_Fr3fOwFLWuG4wNrQtt0m-vZrJZKtFaJpasEcg6vYDzQDjzeMgEIPT0XgFTWe7UJoejVnt_tJX-cipTQo/s640/15.+Award+Ceremony+with+Jack+Dungermond.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;strong&gt;&lt;span style=&quot;color: white;&quot;&gt;Depuis plus de 40 ans Esri est impliqué dans l’Education et l’Enseignement de l’Information Spatiale dans les Universités et Ecoles pour améliorer la connaissance du territoire, appréhender les changements climatiques, d’infrastructures, gérer les risques naturels, le développement économique,...&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;span style=&quot;color: white;&quot;&gt;Tous les ans plusieurs challenges à destination des étudiants sont organisés par Esri France, visant à récompenser leur travail et leur attachement à l&#39;Information Géographique.
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&lt;strong&gt;&lt;span style=&quot;color: white;&quot;&gt;﻿﻿
L’édition 2013 du&amp;nbsp; Concours Etudiant Esri&amp;nbsp;a remporté un franc succès avec 8 candidatures de différentes formations venant de toute la France.

Chaque équipe a mis en évidence sa capacité à faire un projet en utilisant ArcGIS par le biais d’une carte, d’un article de recherche, d’un développement informatique, ou de l’usage
de ArcGIS pour répondre à des besoins spéciaux comme la promotion de l’éducation, la sauvegarde du patrimoine, la gestion de crise, l’aménagement urbain, le commerce, l’ingénierie, les sciences sociales.&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
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&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2Ype6jpo35ITBQ5x3judQPZ3-YsTllUMJy6ANBRMpm3Z_FRah-V_CwmnFxmK3qQGgWE2BplzrOwPtjKlRaqGgBCbKGmqdzpznpwFxfg9JQdP2FeWNnQ_tQ6HRGbNZdRmUHG7_nRlm9wq7/s1600/13.+Poster+and+Award.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2Ype6jpo35ITBQ5x3judQPZ3-YsTllUMJy6ANBRMpm3Z_FRah-V_CwmnFxmK3qQGgWE2BplzrOwPtjKlRaqGgBCbKGmqdzpznpwFxfg9JQdP2FeWNnQ_tQ6HRGbNZdRmUHG7_nRlm9wq7/s200/13.+Poster+and+Award.JPG&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
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&lt;span style=&quot;color: white;&quot;&gt;Sous l’impulsion de leur professeur &lt;em&gt;Nathalie Molines&lt;/em&gt;,  l’équipe de &lt;strong&gt;l’Université de Technologie de Compiègne&lt;/strong&gt; composée de :

&lt;em&gt;Fanny Saffroy&lt;/em&gt;, &lt;em&gt;Flore Cailloux&lt;/em&gt;, &lt;em&gt;Quentin Boufassa&lt;/em&gt;, &lt;em&gt;Tom Thenon&lt;/em&gt;, étudiants en Génie des Systèmes Urbains, a remporté le premier prix avec le projet «&lt;u&gt;Impact et Risque d’Inondation à Compiègne&lt;/u&gt; ».

&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: white;&quot;&gt;﻿﻿﻿﻿Délégué par son équipe pour la remise des prix, Tom Thenon a participé à la Conférence Internationale des Utilisateurs Esri, du 8 au 12 juillet 2013 à San Diego en Californie. 
Pendant une semaine il a rencontré les équipes d’Esri, y compris les spécialistes produits et métiers, les formateurs et les experts du support technique.
Il a fait ainsi, partie d’une communauté mondiale s’efforçant de concevoir un monde meilleur.&lt;/span&gt;

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&lt;span style=&quot;color: white;&quot;&gt;Vous êtes passionné de SIG et utilisez ArcGIS dans le cadre de votre formation ?

Bientôt l’appel à candidature de l’édition 2014 du&amp;nbsp;Concours Etudiants Esri!&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: white;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: white;&quot;&gt;Solo ou en équipe, tentez l’aventure : San Diego 2014 à portée de mains !&lt;/span&gt;&lt;br /&gt;
﻿﻿﻿﻿﻿&amp;nbsp;﻿﻿﻿﻿﻿﻿﻿﻿﻿﻿﻿﻿﻿﻿&lt;br /&gt;
﻿﻿﻿﻿﻿&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR8A71fP9jzBOgUwGers9c-azhBP3XeKeE362vrPD02_6zraqRgiMZqLMvW9xRJTrvOvVkSJJGiL4EZh8kcuu7W43eZDiXuY81r8loDI-ZzIo64JeWxy0UzIVbQV-Buqlj-2_ab64KEmJw/s1600/16.+ESRI+Party+in+Balboa+Park+-+French+Ice+Cream.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR8A71fP9jzBOgUwGers9c-azhBP3XeKeE362vrPD02_6zraqRgiMZqLMvW9xRJTrvOvVkSJJGiL4EZh8kcuu7W43eZDiXuY81r8loDI-ZzIo64JeWxy0UzIVbQV-Buqlj-2_ab64KEmJw/s200/16.+ESRI+Party+in+Balboa+Park+-+French+Ice+Cream.JPG&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: white;&quot;&gt;Tom THENON, US French Touch!&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_0d06MpatefGiHJjEeTZOa1sdyMzMoKV8zYwDyL5zKuon-SX_6AUoX-gb1ZEkKITo49NwYj6m3bIn3a32LNQ3N8woSfJJLk9j0O7R4ungnd_JcAvpySVSS9HY-mYCtMVXUFNJ3X5KY0yh/s1600/Blog.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_0d06MpatefGiHJjEeTZOa1sdyMzMoKV8zYwDyL5zKuon-SX_6AUoX-gb1ZEkKITo49NwYj6m3bIn3a32LNQ3N8woSfJJLk9j0O7R4ungnd_JcAvpySVSS9HY-mYCtMVXUFNJ3X5KY0yh/s320/Blog.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;em&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/em&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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﻿﻿﻿﻿﻿&lt;br /&gt;
&lt;br /&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;br /&gt;
&lt;h4&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: white; font-size: large;&quot;&gt;&lt;em&gt;Are you the next Young Scholars Winner?&lt;/em&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;br /&gt;
&lt;h2&gt;
&amp;nbsp;&lt;/h2&gt;
</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/2844553508094133250/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/2844553508094133250?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/2844553508094133250'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/2844553508094133250'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2013/11/blog-post.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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtHP6NwcMuSkzEdD-lMwq72LnYmRbts8ggAfF_XCxT_zCzLhVtW8IV-ENcPTp_Fr3fOwFLWuG4wNrQtt0m-vZrJZKtFaJpasEcg6vYDzQDjzeMgEIPT0XgFTWe7UJoejVnt_tJX-cipTQo/s72-c/15.+Award+Ceremony+with+Jack+Dungermond.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-2373307245544215782</id><published>2013-09-24T09:51:00.000+02:00</published><updated>2013-09-24T09:56:59.950+02:00</updated><title type='text'>CONCOURS LES 24 HEURES DU SIG 2013</title><content type='html'>&lt;span style=&quot;color: #073763; font-family: Verdana, sans-serif; font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #073763;&quot;&gt;A une semaine de la
Conférence SIG 2013, les préparatifs de la 5ème Saison du Concours des 24
Heures du&amp;nbsp;SIG vont bon train.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #073763; font-family: Times New Roman;&quot;&gt;

&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #073763;&quot;&gt;Cette année, autour
du thème «&amp;nbsp;Couleurs de l’Océan &amp;amp; Temps Réel&amp;nbsp;», six étudiants
répartis en trois équipes de deux, réaliseront un projet géomatique. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #073763; font-family: Times New Roman;&quot;&gt;

&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #073763;&quot;&gt;Le
challenge&amp;nbsp;est la réalisation d’une application intégrant des services &lt;strong&gt;ArcGIS
for Server&lt;/strong&gt; et plus particulièrement son extension «&amp;nbsp;&lt;strong&gt;GeoEvent Processor for
Server&lt;/strong&gt;&amp;nbsp;».&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #073763; font-family: Times New Roman;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #073763;&quot;&gt;La cartographie
étant consommée de plus en plus à travers des supports de communication où la
notion de temps réel est implicite, il a donc été élaboré trois sujets
distincts sur trois zones, trois jeux de données, se rapportant aux milieux
marins.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #073763; font-family: Times New Roman;&quot;&gt;

&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #073763;&quot;&gt;Plus de détails? &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #073763;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Rendez-vous le 2
octobre prochain à Versailles!&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: black; font-family: Times New Roman; font-size: small;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;h2&gt;

Les Chefs d’Orchestre&amp;nbsp;:&lt;/h2&gt;
&lt;span style=&quot;color: #073763; font-family: Arial, Helvetica, sans-serif;&quot;&gt;

&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjusqnUPmJ6HU3TPuq4-HPgpxi0-Rcpr717FrNyKt5pMwUM3cFzeJILB9syso8ID6xK4ETEsOIIpp8luan8q5bj3j-irqHOGPthG_VWZN_VYJDG-Px8o8SvBjraB5lKCubOC7MnuO2z9SSG/s1600/Agn%C3%A8s+et+Stan.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;239&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjusqnUPmJ6HU3TPuq4-HPgpxi0-Rcpr717FrNyKt5pMwUM3cFzeJILB9syso8ID6xK4ETEsOIIpp8luan8q5bj3j-irqHOGPthG_VWZN_VYJDG-Px8o8SvBjraB5lKCubOC7MnuO2z9SSG/s320/Agn%C3%A8s+et+Stan.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #073763; font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt;&lt;strong&gt;Stanislas PACHULSKI&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;&amp;amp; &lt;span style=&quot;color: #3d85c6;&quot;&gt;&lt;strong&gt;Agnès REMOND&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;h2&gt;

Les Equipes:&lt;/h2&gt;
&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaGi25J7EXHftahl2T07pet9jE3F1uKh9Hg0ZjB6inYNuqJJtfMBd-l-Aqn20nbfOBEgjLKcc3QovJywbVX4nwEDy-bTquy6vWwjyXUBY9rC7bnqK1Cre3HkB4t2Cz7jvwTh4u4W0P2Hor/s1600/Constance+MAURUTTO.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaGi25J7EXHftahl2T07pet9jE3F1uKh9Hg0ZjB6inYNuqJJtfMBd-l-Aqn20nbfOBEgjLKcc3QovJywbVX4nwEDy-bTquy6vWwjyXUBY9rC7bnqK1Cre3HkB4t2Cz7jvwTh4u4W0P2Hor/s200/Constance+MAURUTTO.jpg&quot; width=&quot;160&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #3d85c6; font-family: Calibri; font-size: small;&quot;&gt;&lt;strong&gt;Constance MAURUTTO&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjq7AbvkYpte1vQ3Htt0AxaTpd1H5Y5u5t1T_39I1KhF-NvgCBl0Gvj-6jWFs9-T5GGcXoXlebW5x2LmNjUim0eSA0eOkWgW9wO21Dna3DSXx0ye91sQXmEUT6ej2Fhyphenhyphenr8e2lkH60oRSn0C/s1600/Boris+TSAGUE+DONGMO.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjq7AbvkYpte1vQ3Htt0AxaTpd1H5Y5u5t1T_39I1KhF-NvgCBl0Gvj-6jWFs9-T5GGcXoXlebW5x2LmNjUim0eSA0eOkWgW9wO21Dna3DSXx0ye91sQXmEUT6ej2Fhyphenhyphenr8e2lkH60oRSn0C/s200/Boris+TSAGUE+DONGMO.jpg&quot; width=&quot;189&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #3d85c6; font-family: Calibri; font-size: small;&quot;&gt;&lt;strong&gt;Boris TSAGUE DONGMO&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;span style=&quot;color: #3d85c6; font-family: Calibri;&quot;&gt;&lt;/span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;&lt;strong&gt;ESTP -CACHAN:&lt;/strong&gt; Master I Géomatique&lt;/span&gt;&lt;/div&gt;
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&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt;Delphine SINGLARD&lt;/span&gt;&lt;span style=&quot;color: #073763;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt;CAUSE&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
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﻿﻿﻿﻿&lt;br /&gt;
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&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #3d85c6; font-family: Calibri; font-size: small;&quot;&gt;&lt;strong&gt;Mickael VILLETTE&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
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﻿&lt;/div&gt;
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&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;UNIVERSITE D&#39;ORLEANS:&lt;/strong&gt; Master I&amp;nbsp;Eau-Cartographie-Géomatique&lt;/span&gt;&lt;/div&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh9hyItcTipMjfJrrK_byZtiJn5bfHhKHSiCB1JF6SXjXaMlVduTMxj1T9fI1IkHfI4txlQcaU3bc8V3tMRBwDsUvh6QLlmglJYdvdLkHULx8kS0otndafkB8G0AYGPmbEgP67eJJFk4hZ/s1600/Bastien+BERLIOUX.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh9hyItcTipMjfJrrK_byZtiJn5bfHhKHSiCB1JF6SXjXaMlVduTMxj1T9fI1IkHfI4txlQcaU3bc8V3tMRBwDsUvh6QLlmglJYdvdLkHULx8kS0otndafkB8G0AYGPmbEgP67eJJFk4hZ/s1600/Bastien+BERLIOUX.jpg&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhymhpIVbMjTMLCQ4Bs4thrGMX0BPifzo4qXyCe0Wey3MpmDWriKbW2_XbfXf4J8QkQVa1tbssjRQUpMFjk71pyV-lkpYomA0fJrd5ThWhviKdL3efHjjME_GfogGdk1mepzvO5j2xIbIO-/s1600/Aurelien.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhymhpIVbMjTMLCQ4Bs4thrGMX0BPifzo4qXyCe0Wey3MpmDWriKbW2_XbfXf4J8QkQVa1tbssjRQUpMFjk71pyV-lkpYomA0fJrd5ThWhviKdL3efHjjME_GfogGdk1mepzvO5j2xIbIO-/s200/Aurelien.jpg&quot; width=&quot;162&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #3d85c6; font-family: Calibri; font-size: small;&quot;&gt;&lt;strong&gt;Aurélien QUIBLIER&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;&lt;strong&gt;&amp;nbsp;UNIVERSITE DE SAINT-ETIENNE:&lt;/strong&gt; Master II SIG et Gestion de l&#39;Espace&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt;&quot;&gt;
&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt;&quot;&gt;
&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;&lt;/span&gt;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;h2 class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt;&quot;&gt;
Au programme&amp;nbsp;:&lt;/h2&gt;
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&amp;nbsp;&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;color: #073763;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;&lt;u&gt;02 octobre 10h00&amp;nbsp;:&lt;/u&gt; &lt;/span&gt;&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;Présentation des équipes, des coaches et du sujet lors de la
session plénière du SIG 2013&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #073763; font-size: large;&quot;&gt;

&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;&lt;u&gt;02 octobre 10h15&amp;nbsp;:&lt;/u&gt; &lt;/span&gt;&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;Début du Concours au Palais des Congrès de Versailles&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: #073763; font-size: large;&quot;&gt;

&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;&lt;u&gt;03 octobre 10h20&amp;nbsp;:&lt;/u&gt; &lt;/span&gt;&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;Remise des projets&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: #073763; font-size: large;&quot;&gt;

&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;&lt;u&gt;03 octobre 10h35&amp;nbsp;:&lt;/u&gt; &lt;/span&gt;&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;Réunion du Jury et audition des équipes&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: #073763; font-size: large;&quot;&gt;

&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;&lt;u&gt;03 octobre 12h00:&lt;/u&gt; &lt;/span&gt;&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;Délibération du Jury&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: #073763; font-size: large;&quot;&gt;

&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;&lt;u&gt;03 octobre 12h30&amp;nbsp;:&lt;/u&gt; &lt;/span&gt;&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;Résultats et remise des prix&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;color: #073763;&quot;&gt;&lt;span style=&quot;color: black; font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;color: #073763;&quot;&gt;&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #073763; font-family: Calibri; font-size: large;&quot;&gt;Les équipes s&#39;installeront dans le cadre du Palais des Congrès de Versailles. Elles disposeront toutes des mêmes plates-formes matérielles et logicielles et travailleront au sein même de la Conférence Francophone Esri.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #073763;&quot;&gt;&lt;span style=&quot;color: #073763; font-family: Calibri; font-size: large;&quot;&gt;Chaque équipe disposera d&#39;un tuteur en charge de coacher les
étudiants, guider leurs idées et conserver leur motivation. Cette année, ils
sont tous les trois issus de la Direction des Services d&#39;Esri France.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: #073763; font-size: large;&quot;&gt;
&lt;span style=&quot;color: #073763;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt;&quot;&gt;
&lt;span style=&quot;color: #073763; font-size: large;&quot;&gt;&lt;span style=&quot;color: #073763; font-family: Calibri;&quot;&gt;C&#39;est un Jury constitué de professionnels associés aux
sujets proposés et de membres d&#39;Esri France qui délibèrera au bout de 24 heures
sur l&#39;avancée des projets.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: #073763; font-size: large;&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;Vivez en temps réel les différentes étapes de ce Concours sur&amp;nbsp;la page Facebook ArcEduc: &amp;nbsp;&lt;/span&gt;&lt;span class=&quot;verdana1&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;a href=&quot;https://www.facebook.com/pages/ArcEduc/213710502101008&quot; target=&quot;_blank&quot;&gt;ArcEducFacebook&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: black; font-size: small;&quot;&gt;

&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: black; font-size: small;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;color: #073763;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;h2 class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt;&quot;&gt;
&amp;nbsp;&lt;/h2&gt;
</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/2373307245544215782/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/2373307245544215782?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/2373307245544215782'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/2373307245544215782'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2013/09/concours-les-24-heures-du-sig-2013.html' title='CONCOURS LES 24 HEURES DU SIG 2013'/><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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjusqnUPmJ6HU3TPuq4-HPgpxi0-Rcpr717FrNyKt5pMwUM3cFzeJILB9syso8ID6xK4ETEsOIIpp8luan8q5bj3j-irqHOGPthG_VWZN_VYJDG-Px8o8SvBjraB5lKCubOC7MnuO2z9SSG/s72-c/Agn%C3%A8s+et+Stan.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-7736029787074408101</id><published>2013-03-08T10:10:00.000+01:00</published><updated>2013-03-08T10:10:48.035+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ArcEduc"/><category scheme="http://www.blogger.com/atom/ns#" term="Chercheurs"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignants"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignement"/><category scheme="http://www.blogger.com/atom/ns#" term="ESRI"/><category scheme="http://www.blogger.com/atom/ns#" term="ESRI France"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="francophone"/><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="SIG"/><category scheme="http://www.blogger.com/atom/ns#" term="témoignage"/><category scheme="http://www.blogger.com/atom/ns#" term="université"/><category scheme="http://www.blogger.com/atom/ns#" term="universités"/><category scheme="http://www.blogger.com/atom/ns#" term="école"/><category scheme="http://www.blogger.com/atom/ns#" term="écoles"/><category scheme="http://www.blogger.com/atom/ns#" term="étudiants"/><title type='text'>Page Facebook </title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Afin de mieux communiquer avec vous, l&#39;équipe Education/Recherche d&#39;Esri France lance sa page Facebook.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Destinée &lt;span&gt;aux étudiants, enseignants et chercheurs passionnés par l&#39;Information Géographique cette page vous permettra&amp;nbsp; &lt;/span&gt;&lt;span&gt;&lt;span&gt;d&#39;échanger et de dialoguer sur tous les sujets contenant une dimension géographique.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/7736029787074408101/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/7736029787074408101?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/7736029787074408101'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/7736029787074408101'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2013/03/page-facebook.html' title='Page Facebook '/><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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwc0-zwWcYb6Ff1zX2tM5Ph2WoGL3HMFHWzGRrHdAX5-yDRKINkt_H3qFHP9v54DlpRhv50XoIPJA87ZvYs9cJUHmAekSQOwJx-phcSBsie-VyCREFEuL7QB6Ye3pKcMGi0u7EanW-K0hyphenhyphen/s72-c/arceduc_fb.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-3755071434143841506</id><published>2013-02-14T18:22:00.000+01:00</published><updated>2013-02-14T18:22:06.745+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ArcGIS Online"/><category scheme="http://www.blogger.com/atom/ns#" term="Europe"/><title type='text'>Les 50 ans du Traité de l’Elysée </title><content type='html'>Dans le cadre de l&#39;année Franco-Allemande célébrant le cinquantième anniversaire de la signature du Traité de l’Élysée, mes collègues Allemands ont publié des cartes ArcGIS Online sur un blog pour représenter les différents partenariats et jumelages entre villes Françaises et Allemandes.&lt;br /&gt;
Pour les Germanophones retrouver ces informations sur le &lt;a href=&quot;http://gisiq.blogs.esri.de/2013/01/deutsch-franzosische.html&quot; target=&quot;_blank&quot;&gt;Blog Education Esri  Germany &lt;/a&gt;&lt;br /&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/3755071434143841506/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/3755071434143841506?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/3755071434143841506'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/3755071434143841506'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2013/02/les-50-ans-du-traite-de-lelysee.html' title='Les 50 ans du Traité de l’Elysée '/><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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNdhuzYLVxLJnCGBpCCqHDjmDAZXWK3qDtYTPz7idEtvT-zKAZCN_SUfN0inFxAOq9qn-w0s1Ub-TkL7XG9JBCI26jaQSMDB2WL_CorUOtIiZYxsz6zDBxteIDkVkFtKv7yOxQQi3aFigm/s72-c/esri_de.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-3458141704879444144</id><published>2013-02-14T16:19:00.000+01:00</published><updated>2013-02-14T16:19:25.767+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="formation"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="université"/><category scheme="http://www.blogger.com/atom/ns#" term="école"/><title type='text'>Esri France partenaire des JPO de la Cité Descartes</title><content type='html'>Esri France est partenaire des Journées Portes Ouvertes ENSG, si vos élèves, enfants, amis, cousins, neveux, ... souhaitent recevoir des informations sur le cursus d&#39;Ingénieur en Géomatique ou en informatique avec une composante Géographique rendez-vous le 23 février sur le Campus Cité Descartes à Champs sur Marne &lt;br /&gt;
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Plus d&#39;informations à &lt;a href=&quot;http://www.jpo.citedescartes.fr/&quot;&gt;http://www.jpo.citedescartes.fr/&lt;/a&gt; &lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/3458141704879444144/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/3458141704879444144?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/3458141704879444144'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/3458141704879444144'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2013/02/esri-france-partenaire-des-jpo-de-la.html' title='Esri France partenaire des JPO de la Cité Descartes'/><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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQnl1JEkVLjOSzs5X0fVPEW_pYrM5Ze5FpPpO5leaQ1SJDMwcixIoliFHQRGeW32cJymnkhvYpFo8qIXUtxyyt35UAc0j9lOQlNnqYI-2a1dR38-dz4R9f7teMbqN9jNUltxBCPxIJjxHX/s72-c/jpo_ensg.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-6769232924982076051</id><published>2013-01-07T15:37:00.002+01:00</published><updated>2013-01-07T15:37:49.332+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="enseignement"/><category scheme="http://www.blogger.com/atom/ns#" term="ESRI"/><category scheme="http://www.blogger.com/atom/ns#" term="Europe"/><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="université"/><category scheme="http://www.blogger.com/atom/ns#" term="étudiants"/><title type='text'>Master en Sciences et Technologies Géospatiales</title><content type='html'>&lt;b&gt;Le Master en Sciences et Technologies Géospatiales &lt;/b&gt;a été reconnu par le programme Européen Mundus Erasmus pour son excellence.&lt;br /&gt;
&lt;br /&gt;
Ce programme propose 7 bourses complètes (incluant l&#39;hébergement et l&#39;assurance), pour des étudiants de l&#39;Union Européenne ou externe à l&#39;UE.&lt;br /&gt;
&lt;br /&gt;
Les étudiants apprendront les technologies associées aux SIG, comme la programmation en java, les bases de données, le traitement d&#39;images, l&#39;infographie, le multimédia, les géostatistiques, etc, ...&lt;br /&gt;
Et du temps en plus consacré à apprendre à utiliser ArcGIS et d&#39;autres SIG pour leurs projets.&lt;br /&gt;
&lt;br /&gt;
Le Master est en Anglais et se déroule sur 3 semestres Espagne ou Potugal et en Allemagne à la demande.&lt;br /&gt;
&lt;br /&gt;
La date finale d&#39;inscription est le 15 janvier 2013.&lt;br /&gt;
&lt;br /&gt;
Plus d&#39;information à : &lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: FR; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;a href=&quot;http://mastergeotech.uji.es/?page_id=200&quot;&gt;http://mastergeotech.uji.es/?page_id=200&lt;/a&gt;&lt;br /&gt;
&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/6769232924982076051/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/6769232924982076051?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/6769232924982076051'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/6769232924982076051'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2013/01/master-en-sciences-et-technologies.html' title='Master en Sciences et Technologies Géospatiales'/><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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-8792574634139570240</id><published>2013-01-07T15:13:00.000+01:00</published><updated>2013-01-07T15:13:53.376+01:00</updated><title type='text'></title><content type='html'>&lt;h2&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Toute l&#39;équipe d&#39;ArcEduc vous présente ses meilleurs voeux pour 2013.&lt;/b&gt;&lt;/span&gt;&lt;/h2&gt;
&amp;nbsp;J&#39;en profite pour vous inviter à visiter la superbe exposition &quot;l&#39;âge d&#39;or des cartes marines&quot;&amp;nbsp; encore visible&amp;nbsp; à la BnF jusqu&#39;au 27 janvier 2013.&lt;br /&gt;
&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVHN0zvI5jK71tZRcQiWtlbOEvsjGKPMBTK_JaQE6VRKGDjVMXux2pMWdU6qeVxzSeK_deQ7xjxoBtnG7m4RsGJeQqLfMPrlAuQ4kukDC45NQr6Lw720qOPMLJU4jwHd3KiQuKwsUW9H0-/s1600/d1-z14_006v.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVHN0zvI5jK71tZRcQiWtlbOEvsjGKPMBTK_JaQE6VRKGDjVMXux2pMWdU6qeVxzSeK_deQ7xjxoBtnG7m4RsGJeQqLfMPrlAuQ4kukDC45NQr6Lw720qOPMLJU4jwHd3KiQuKwsUW9H0-/s1600/d1-z14_006v.jpg&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;http://www.bnf.fr/fr/evenements_et_culture/anx_expositions/f.age_dor_cartes_marines.html&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE5cb2WqfOe5C1KqZdVQIjJB-FQDON21n3KIsOLKrGeBjePEhKXZjcNv-USf5YDCuODrLOjyTll-yCQjSb9joCZj9-rMFOVA2T-xDZr35yH8jgwDwF8iEuFpzvAzq9qZeHu0F3iUHZzcJq/s1600/Voeux-Esri-France-2013-Online.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;titre&quot;&gt;
Les systèmes de projection. Cinquième projection&lt;/div&gt;
&lt;div class=&quot;soustitre&quot;&gt;
&lt;i&gt;Cosmographie universelle&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;region&quot;&gt;
Guillaume Le Testu, Le Havre, 1556.&lt;/div&gt;
&lt;div class=&quot;description&quot;&gt;
Manuscrit enluminé sur papier, 118 p. dont 57 planches, 53 x 36 cm&lt;/div&gt;
&lt;div class=&quot;provenance&quot;&gt;
Vincennes, Service historique de la Défense, Bibliothèque, D.1.Z.14, f. 6v&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/8792574634139570240/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/8792574634139570240?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/8792574634139570240'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/8792574634139570240'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2013/01/toute-lequipe-darceduc-vous-presente.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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVHN0zvI5jK71tZRcQiWtlbOEvsjGKPMBTK_JaQE6VRKGDjVMXux2pMWdU6qeVxzSeK_deQ7xjxoBtnG7m4RsGJeQqLfMPrlAuQ4kukDC45NQr6Lw720qOPMLJU4jwHd3KiQuKwsUW9H0-/s72-c/d1-z14_006v.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-2097000841243268865</id><published>2012-12-14T10:54:00.000+01:00</published><updated>2012-12-14T10:54:23.672+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cours SIG écoles enseignants suisse"/><category scheme="http://www.blogger.com/atom/ns#" term="Ecoles Suisse Licence de site"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignants"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignement"/><category scheme="http://www.blogger.com/atom/ns#" term="ESRI"/><category scheme="http://www.blogger.com/atom/ns#" term="leçons"/><category scheme="http://www.blogger.com/atom/ns#" term="Livre"/><category scheme="http://www.blogger.com/atom/ns#" term="matériel didactique"/><category scheme="http://www.blogger.com/atom/ns#" term="Ressources"/><category scheme="http://www.blogger.com/atom/ns#" term="tutoriels"/><category scheme="http://www.blogger.com/atom/ns#" term="écoles"/><title type='text'>Nouveau manuel pédagogique </title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;div class=&quot;MsoPlainText&quot;&gt;
Le nouveau livre « Systèmes d&#39;information géographique II
(SIG) - Exercices complémentaires pour le niveau secondaire II » par Raymond
Treier et Bernhard Marti est désormais disponible sur le site de l&#39;éditeur
LEP&amp;lt;&lt;a href=&quot;http://www.editionslep.ch/catalogue.php?catalogue=OK&amp;amp;var=935103&amp;amp;recherche=nouveaute&quot;&gt;http://www.editionslep.ch/catalogue.php?catalogue=OK&amp;amp;var=935103&amp;amp;recherche=nouveaute&lt;/a&gt;&amp;gt;.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6qF4ubPkKgxl0dbIcAd5LsdVnYiud9OcOzYBl_ClfQbsKTnUmLpcVg0IX1EjhZ0VhfE5Ep3_9rTD2bCKc1rtIifF3agAy8lbmMN__B10_LJ-FVn8Xflk-BQthLZ2Zm4tRDWCew_nPSWbX/s1600/couv_GISII.PNG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6qF4ubPkKgxl0dbIcAd5LsdVnYiud9OcOzYBl_ClfQbsKTnUmLpcVg0IX1EjhZ0VhfE5Ep3_9rTD2bCKc1rtIifF3agAy8lbmMN__B10_LJ-FVn8Xflk-BQthLZ2Zm4tRDWCew_nPSWbX/s320/couv_GISII.PNG&quot; width=&quot;253&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
Ce manuel pédagogique est un complément au livre «
Systèmes d&#39;informations géographiques (SIG), Concepts et exercices de niveau
secondaire II », paru en 2009 aux mêmes éditions. Il a été réalisé avec le
logiciel ArcGIS Desktop 10 et s&#39;adresse aussi bien aux débutants qu&#39;aux
utilisateurs expérimentés. Ce livre richement illustré comprend des exercices
très variés et instructifs permettant à chacun de découvrir comment
l&#39;information géographique contribue à comprendre des phénomènes que l&#39;on ne
peut détecter avec l&#39;analyse simple d&#39;un seul fichier de données. Des leçons de
base suivies de leçons plus avancées permettent la prise en main complète de la
thématique SIG et de ses outils. Une leçon intitulée&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;« Néophytes » propose un travail complet de
monitoring visant la mise en pratique des outils SIG et GPS sur le terrain. Le
DVD qui accompagne ce livre contient toutes les données utilisées dans le cadre
des exercices.&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
Ce livre a été conçu pour le niveau d&#39;enseignement
secondaire II (lycées et écoles professionnelles). Il peut être utilisé dans
toutes les disciplines qui s&#39;intéressent à la visualisation et l&#39;analyse de
données spatiales : géographie, biologie, sciences naturelles, histoire, etc.
Afin de réaliser les exercices, un bon pour l&#39;évaluation d&#39;une licence est mis
à disposition en dernière page du livre (valable une année pour les étudiants
et le corps enseignant ou 60 jours pour les privés).&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
Katia Valenza Lyons&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;/span&gt;&lt;br /&gt;


</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/2097000841243268865/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/2097000841243268865?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/2097000841243268865'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/2097000841243268865'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2012/12/nouveau-manuel-pedagogique.html' title='Nouveau manuel pédagogique '/><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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6qF4ubPkKgxl0dbIcAd5LsdVnYiud9OcOzYBl_ClfQbsKTnUmLpcVg0IX1EjhZ0VhfE5Ep3_9rTD2bCKc1rtIifF3agAy8lbmMN__B10_LJ-FVn8Xflk-BQthLZ2Zm4tRDWCew_nPSWbX/s72-c/couv_GISII.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-3878667142028746903</id><published>2012-11-29T10:46:00.000+01:00</published><updated>2012-11-29T16:25:10.083+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ESRI"/><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="SIG"/><category scheme="http://www.blogger.com/atom/ns#" term="université"/><category scheme="http://www.blogger.com/atom/ns#" term="universités"/><category scheme="http://www.blogger.com/atom/ns#" term="école"/><category scheme="http://www.blogger.com/atom/ns#" term="écoles"/><category scheme="http://www.blogger.com/atom/ns#" term="étudiants"/><title type='text'>Concours Etudiant Esri</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://fbcdn-sphotos-e-a.akamaihd.net/hphotos-ak-ash4/c0.0.843.403/p843x403/255132_438262902901987_2142690392_n.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;304&quot; src=&quot;https://fbcdn-sphotos-e-a.akamaihd.net/hphotos-ak-ash4/c0.0.843.403/p843x403/255132_438262902901987_2142690392_n.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;Esri organise dans tous les pays du monde un concours visant à récompenser un étudiant pour son travail et son attachement à l&#39;Information géographique, le premier prix est une invitation pour participer à la conférence internationale des utilisateurs Esri qui se déroule à San Diégo (USA) du 8 au 12 juillet 2013.&lt;br /&gt;
&lt;br /&gt;
Si vous êtes étudiant dans un établissement (Ecole, Université, Institut, ...) équipé des technologies Esri&amp;nbsp; alors participez au concours pour partir à la rencontre de la plus grande communauté des utilisateurs de SIG dans le monde.&lt;br /&gt;
&lt;br /&gt;
Quelques exemples sur le concours de 2012 &lt;a href=&quot;http://www.esri.com/news/arcnews/fall12articles/esri-young-scholars-award-winners.html&quot; target=&quot;_blank&quot;&gt;ici&lt;/a&gt; &lt;br /&gt;
&lt;br /&gt;
Plus d&#39;informations sur les modalités du concours &lt;a href=&quot;http://www.esrifrance.fr/partage/concours-etudiants-esri.pdf&quot; target=&quot;_blank&quot;&gt;ici&lt;/a&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;
&lt;b&gt;Attention&lt;/b&gt; : date limite d&#39;inscription le 31 janvier à 17 heures &lt;br /&gt;
&lt;br /&gt;
Merci de diffuser cette information auprès de vos élèves, camarades, ami(e)s&lt;br /&gt;
&lt;br /&gt;
Bonne chance à tous&lt;br /&gt;
&lt;br /&gt;
Stanislas</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/3878667142028746903/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/3878667142028746903?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/3878667142028746903'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/3878667142028746903'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2012/11/concours-etudiant-esri.html' title='Concours Etudiant 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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-4571114847439948166</id><published>2012-09-10T17:47:00.000+02:00</published><updated>2012-09-10T17:47:08.165+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ArcGIS Online"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignants"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignement"/><category scheme="http://www.blogger.com/atom/ns#" term="ESRI"/><category scheme="http://www.blogger.com/atom/ns#" term="leçons"/><category scheme="http://www.blogger.com/atom/ns#" term="Ressources"/><title type='text'>Cours en ligne pour enseigner avec le raisonnement spatial</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&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:&quot;Tableau Normal&quot;;
 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:&quot;&quot;;
 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:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&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=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
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&lt;![endif]--&gt;&lt;span style=&quot;color: orange;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;Analyser notre monde en utilisant des cartes numériques et le Raisonnement
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&lt;span style=&quot;color: #1f497d; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;color: #1f497d; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Si cela vous intéresse, découvrez toutes les informations &lt;a href=&quot;http://moodle.enetcolorado.org/course/info.php?id=68&quot; target=&quot;_blank&quot;&gt;ici&amp;nbsp;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;color: #1f497d; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;N&#39;hésitez pas à faire suivre cette information à vos collègues.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;color: #1f497d; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Bon cours. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #1f497d; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;color: #1f497d; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/4571114847439948166/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/4571114847439948166?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/4571114847439948166'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/4571114847439948166'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2012/09/cours-en-ligne-pour-enseigner-avec-le.html' title='Cours en ligne pour enseigner avec le raisonnement spatial'/><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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-2975192784141514228</id><published>2012-09-07T15:29:00.000+02:00</published><updated>2012-09-07T15:29:31.746+02:00</updated><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="leçons"/><category scheme="http://www.blogger.com/atom/ns#" term="écoles"/><title type='text'>Formation pour les enseignants - Digital Earth</title><content type='html'>&lt;br /&gt;
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&lt;img alt=&quot;&quot; height=&quot;142&quot; 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&quot; width=&quot;640&quot; /&gt; &lt;/div&gt;
&lt;br /&gt;
Dans le cadre du programme Comenius, Digital Earth organise une formation gratuite pour les enseignants du 24 Février au 1er Mars 2013 à Salzbourg (Autriche).&lt;br /&gt;
Cette formation a pour titre :&amp;nbsp; &lt;b&gt;&quot;Digital Earth in school education&lt;/b&gt;&quot;&lt;br /&gt;
Plus d&#39;informations &lt;a href=&quot;http://www.eurogeography.eu/digitalearth/2013-de-course/feb-2013.html&quot; target=&quot;_blank&quot;&gt;ici&lt;/a&gt;&lt;br /&gt;
N&#39;hésitez pas à vous inscrire nombreux. &lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; &lt;br /&gt;
&amp;nbsp; </content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/2975192784141514228/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/2975192784141514228?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/2975192784141514228'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/2975192784141514228'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2012/09/formation-pour-les-enseignants-digital.html' title='Formation pour les enseignants - Digital Earth'/><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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-3266765670602451546</id><published>2012-06-25T10:41:00.000+02:00</published><updated>2012-06-25T10:42:15.921+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Chercheurs"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignants"/><category scheme="http://www.blogger.com/atom/ns#" term="ESRI France"/><category scheme="http://www.blogger.com/atom/ns#" term="formation"/><title type='text'>Formations gratuites Enseignant/Chercheurs</title><content type='html'>Afin de permettre aux enseignants et chercheurs de mieux appréhender les produits ArcGIS, ESRI France propose cet été des formations &lt;b&gt;gratuites&lt;/b&gt; à Meudon.&lt;br /&gt;
&lt;br /&gt;
Vous découvrirez sur le site d&#39;Esri France toutes les informations sur cette offre et le formulaire pour vous inscrire, à&amp;nbsp; &lt;a href=&quot;http://www.esrifrance.fr/Formations-Gratuites-Enseignants2012.aspx&quot; target=&quot;_blank&quot;&gt;Formations-Gratuites-Enseignants2012&lt;/a&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Le nombre de place étant limité seuls les premiers inscrits pourront suivre ces formations.&lt;br /&gt;
&lt;br /&gt;
Cordialement.</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/3266765670602451546/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/3266765670602451546?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/3266765670602451546'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/3266765670602451546'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2012/06/formations-gratuites.html' title='Formations gratuites Enseignant/Chercheurs'/><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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-6282511198507373761</id><published>2012-05-02T11:43:00.000+02:00</published><updated>2012-05-02T11:44:51.979+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="concours"/><category scheme="http://www.blogger.com/atom/ns#" term="conférence"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignants"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignement"/><category scheme="http://www.blogger.com/atom/ns#" term="ESRI"/><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="francophone"/><category scheme="http://www.blogger.com/atom/ns#" term="témoignage"/><title type='text'>Appel à communication SIG 2012</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;80&quot; 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title=&quot;www.sig2012.esrifrance.fr&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
Vous avez une histoire à raconter, une expérience à partager, vous voulez rencontrer d&#39;autres passionnés alors venez communiquer à la conférence Francophone Esri les 3 &amp;amp; 4 octobre prochain en vous inscrivant &lt;a href=&quot;http://sig2012.esrifrance.fr/Proposer_Communication.aspx&quot; target=&quot;_blank&quot;&gt;ici&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Vous pouvez aussi participer aux nombreux concours organiser pendant ces 2 jours, j&#39;en profite pour rappeler aux étudiants qu&#39;il est encore temps de s&#39;inscrire pour participer aux 24 heures des SIG&lt;br /&gt;
&lt;br /&gt;
Alors comme des centaines de personnes l&#39;année dernière venez rencontrer la plus importante communauté d&#39;utilisateurs de SIG en France.&lt;br /&gt;
&lt;br /&gt;
Pour plus d&#39;informations visiter le site de la conférence à &lt;a href=&quot;http://www.sig2012.esrifrance.fr/&quot;&gt;www.sig2012.esrifrance.fr&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/6282511198507373761/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/6282511198507373761?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/6282511198507373761'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/6282511198507373761'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2012/05/appel-communication-sig-2012.html' title='Appel à communication SIG 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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-784348450950259931</id><published>2012-04-20T16:52:00.000+02:00</published><updated>2012-04-20T16:52:04.907+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Chercheurs"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignants"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignement"/><category scheme="http://www.blogger.com/atom/ns#" term="ESRI France"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="Ressources"/><category scheme="http://www.blogger.com/atom/ns#" term="SIG"/><category scheme="http://www.blogger.com/atom/ns#" term="université"/><category scheme="http://www.blogger.com/atom/ns#" term="étudiants"/><title type='text'>arcOpole</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
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 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
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 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
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&lt;![endif]--&gt;

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&quot; title=&quot;www.arcopole.fr&quot; /&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;Connaissez-vous &lt;a href=&quot;http://www.arcopole.fr/&quot; target=&quot;_blank&quot;&gt;arcOpole&lt;/a&gt; le programme lancé par Esri France ? C&lt;span&gt;&lt;span&gt;&#39;est
 un espace d’échange accessible à tous les professionnels des secteurs publics et privés qui veulent tirer le 
meilleur parti des technologies SIG proposées par Esri. &lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;Le programme arcOpole propose des outils pour les collectivités qui ont des besoins semblables mais pas seulement puisque le programme propose aussi un générateur d&#39;application Flash arcOpole Studio qui permet aux administrateurs SIG de créer des applications
 uniquement par paramétrage.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;Si votre établissement propose des enseignements en urbanisme, en aménagement, en droit des sols, réseaux, ...,&amp;nbsp; vous aurez peut-être besoin d&#39;outils métiers disponibles gratuitement (hors licences Esri) sur le site arcOpole,&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;Vous pouvez également participer au forum, échanger avec des utilisateurs, proposer des sujets, n&#39;hésitez pas à vous &lt;a href=&quot;javascript:__doPostBack(&#39;dnn$dnnUSER$cmdRegister&#39;,&#39;&#39;)&quot; target=&quot;_blank&quot;&gt;inscrire&lt;/a&gt; .&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;Pour plus d&#39;information l&#39;équipe d&#39;arcOpole est à votre disposition.&amp;nbsp; &amp;nbsp; &lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/784348450950259931/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/784348450950259931?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/784348450950259931'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/784348450950259931'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2012/04/arcopole.html' title='arcOpole'/><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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-1396474747892934030</id><published>2012-04-20T15:38:00.000+02:00</published><updated>2012-04-20T15:38:10.114+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Chercheurs"/><category scheme="http://www.blogger.com/atom/ns#" term="concours"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignants"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><title type='text'>FIG 2012</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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src=&quot;data:image/png;base64,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&quot; width=&quot;110&quot; /&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; line-height: 115%;&quot;&gt;Pour la Cinquième année consécutive Esri
France est partenaire du concours de Géovisualisation et Cartographies
dynamiques&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; line-height: 115%;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; line-height: 115%;&quot;&gt;Celui-ci se déroulera du &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Vendredi 12 octobre - dimanche 14 octobre 2012 au Salon &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; line-height: 115%;&quot;&gt;de
la Géomatique&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt; lors
de la &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;23ème édition
du Festival International de Géographie de Saint-Dié-des-Vosges.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Cette année le thème du salon est le paysage et le pays invité la Turquie&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Si vous
souhaitez y participer vous devez soumettre votre projet avant le 15 juin
2012.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Plus
d’information sur &lt;/span&gt;&lt;a href=&quot;http://concours-geovisualisation.parisgeo.cnrs.fr/&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;http://concours-geovisualisation.parisgeo.cnrs.fr/&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/1396474747892934030/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/1396474747892934030?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/1396474747892934030'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/1396474747892934030'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2012/04/fig-2012.html' title='FIG 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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-927041101043476598</id><published>2012-03-16T11:02:00.001+01:00</published><updated>2012-03-16T11:02:55.889+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Chercheurs"/><category scheme="http://www.blogger.com/atom/ns#" term="conférence"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignants"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignement"/><category scheme="http://www.blogger.com/atom/ns#" term="ESRI France"/><title type='text'>Rencontres Education &amp; Recherche</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoDgS7BvrwxM2th2-t7gI8PWvooWGpz0lQteZ52eTbxOrR2hot-wLDEvugHzHM1EgP4nfhxQ5xsPqCAB9z7f9N5MK9asw3g_dxEbglVLpthg7Orvfo384azXuatDr-cTVAhTqKr0pmnxSC/s1600/Signatures_Forum_EDUCRECH.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;160&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoDgS7BvrwxM2th2-t7gI8PWvooWGpz0lQteZ52eTbxOrR2hot-wLDEvugHzHM1EgP4nfhxQ5xsPqCAB9z7f9N5MK9asw3g_dxEbglVLpthg7Orvfo384azXuatDr-cTVAhTqKr0pmnxSC/s400/Signatures_Forum_EDUCRECH.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Profitez des Forums SIG 2012 pour venir nous rencontrer et échanger sur l&#39;enseignement et la recherche en Information géographique.&lt;br /&gt;
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Nous vous attendons nombreux sur les 9 étapes&amp;nbsp; &lt;br /&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-bottom: 2.4pt; margin-left: 18.0pt; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Nancy, le 22 mars &lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-bottom: 2.4pt; margin-left: 18.0pt; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Toulouse, le 3 avril &lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-bottom: 2.4pt; margin-left: 18.0pt; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Nantes, le 5 avril &lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-bottom: 2.4pt; margin-left: 18.0pt; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Lille, le 17 avril &lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-bottom: 2.4pt; margin-left: 18.0pt; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Rennes, le 26 avril &lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-bottom: 2.4pt; margin-left: 18.0pt; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Bordeaux, le 22 mai &lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-bottom: 2.4pt; margin-left: 18.0pt; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Paris, le 24 mai &lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-bottom: 2.4pt; margin-left: 18.0pt; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Lyon, le 29 mai &lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-left: 18.0pt; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Aix-en-Provence, le 31 mai&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-left: 18pt; text-indent: -18pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt: auto;&quot;&gt;
Je vous invite également à
participer à l’ensemble de la journée.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Le programme et le formulaire
d’inscription gratuit est à votre disposition sur &lt;a href=&quot;http://www.esrifrance.fr/forums&quot;&gt;www.esrifrance.fr/forums&lt;/a&gt;&amp;nbsp; &lt;br /&gt;
&lt;b&gt;(merci de bien préciser Buffet Education Recherche dans l’intitulé «&amp;nbsp;Je
participerai&amp;nbsp;à»).&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/927041101043476598/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/927041101043476598?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/927041101043476598'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/927041101043476598'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2012/03/rencontres-education-recherche.html' title='Rencontres Education &amp; Recherche'/><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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoDgS7BvrwxM2th2-t7gI8PWvooWGpz0lQteZ52eTbxOrR2hot-wLDEvugHzHM1EgP4nfhxQ5xsPqCAB9z7f9N5MK9asw3g_dxEbglVLpthg7Orvfo384azXuatDr-cTVAhTqKr0pmnxSC/s72-c/Signatures_Forum_EDUCRECH.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-6416970472001457612</id><published>2012-03-04T20:15:00.000+01:00</published><updated>2012-03-04T20:15:35.016+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="conférence"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignants"/><category scheme="http://www.blogger.com/atom/ns#" term="SIG"/><category scheme="http://www.blogger.com/atom/ns#" term="universités"/><category scheme="http://www.blogger.com/atom/ns#" term="écoles"/><category scheme="http://www.blogger.com/atom/ns#" term="étudiants"/><title type='text'>24 heures du SIG - Saison 4</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtW27Qb-aT7_3izgwVgCLiRFaWIQmF8xvZnpOKf28ClZbnH57XWRK2bTpFj6RxJQXuhEiH8h1DdEvETE7Yz2TyHNFLyoxQnv6UsJYVlkiuZLUKd8fJjElM2eGNboYtCIIJv89dZrAhRbR1/s1600/annonce_24h.PNG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;Les 24H du SIG, c&#39;est reparti !&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
Enseignants, vous avez des étudiants en géomatique, merci de diffuser cette information dans votre université ou école et de me demander l&#39;affiche ci-dessous.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4xnIZ9WyG26gVsf0Swcd-nokcUr4Gn5GVdYX9K1ZYWQzJ7FHFpycRmfqReA8pzeJhBhK0buRa-g3C__U7crkXDEFJIsFAZI4_ydFxcGOirl27oifrMoltU1DnAin6IENT439lEvGlxhqz/s1600/annonce_24h.PNG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4xnIZ9WyG26gVsf0Swcd-nokcUr4Gn5GVdYX9K1ZYWQzJ7FHFpycRmfqReA8pzeJhBhK0buRa-g3C__U7crkXDEFJIsFAZI4_ydFxcGOirl27oifrMoltU1DnAin6IENT439lEvGlxhqz/s640/annonce_24h.PNG&quot; width=&quot;450&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/6416970472001457612/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/6416970472001457612?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/6416970472001457612'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/6416970472001457612'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2012/03/24-heures-du-sig-saison-4.html' title='24 heures du SIG - Saison 4'/><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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4xnIZ9WyG26gVsf0Swcd-nokcUr4Gn5GVdYX9K1ZYWQzJ7FHFpycRmfqReA8pzeJhBhK0buRa-g3C__U7crkXDEFJIsFAZI4_ydFxcGOirl27oifrMoltU1DnAin6IENT439lEvGlxhqz/s72-c/annonce_24h.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-2148680950203884494</id><published>2012-02-13T17:27:00.002+01:00</published><updated>2012-02-13T17:27:39.792+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ArcGIS Online"/><category scheme="http://www.blogger.com/atom/ns#" term="francophone"/><category scheme="http://www.blogger.com/atom/ns#" term="Ressources"/><title type='text'>ArcGIS Online en Français</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;img border=&quot;0&quot; height=&quot;544&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1O88nSUG-ql-MFZzBpTLm3tHOtg3emPOmyCY05uCBg1OjyoLkmLB2EKL8Dtj5qrUOvjKzvlpI_sb73jWd-HLjRm6AsvgUE6C0kyUoYGsFdE8VuBwIT0bba6Rvwa4corL8CepD7eGvyBDR/s640/arcgisfr.PNG&quot; width=&quot;640&quot; /&gt;&lt;a href=&quot;http://www.arcgis.com/&quot; target=&quot;_blank&quot;&gt;ArcGIS.com&lt;/a&gt;&lt;/div&gt;
La plateforme collaborative en ligne d&#39;Esri est enfin en Français, vous allez désormais pouvoir accéder à des cartes, des données, services en ligne dans la langue de Molière, mais également partager vos propres données et ressources avec ou sans compte client.&lt;br /&gt;
&lt;br /&gt;
Nous allons prochainement remettre à jour nos différents tutoriaux et en proposer de nouveaux autour de la version Française d&#39;&lt;a href=&quot;http://www.arcgis.com/explorer/&quot; target=&quot;_blank&quot;&gt;ArcGIS Explorer Online&lt;/a&gt; .&lt;br /&gt;
&lt;br /&gt;
Vous êtes les bienvenus pour nous proposer vos idées de leçons, vos remarques et critiques.&lt;br /&gt;
 &lt;br /&gt;
Pour information, vous trouverez sur &lt;a href=&quot;http://www.arcorama.fr/2012/02/la-plateforme-arcgis-online-est-en.html&quot; target=&quot;_blank&quot;&gt;arcOrama&lt;/a&gt; un article décrivant plus en détails le contenu de la plateforme.&lt;br /&gt;
 &lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://arc-e-ducation.blogspot.com/feeds/2148680950203884494/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8447458805247236576/2148680950203884494?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/2148680950203884494'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/2148680950203884494'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2012/02/arcgis-online-en-francais.html' title='ArcGIS Online en Français'/><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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1O88nSUG-ql-MFZzBpTLm3tHOtg3emPOmyCY05uCBg1OjyoLkmLB2EKL8Dtj5qrUOvjKzvlpI_sb73jWd-HLjRm6AsvgUE6C0kyUoYGsFdE8VuBwIT0bba6Rvwa4corL8CepD7eGvyBDR/s72-c/arcgisfr.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8447458805247236576.post-6009747194595107809</id><published>2012-02-03T15:15:00.000+01:00</published><updated>2012-02-03T15:15:05.502+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="conférence"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignants"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignement"/><category scheme="http://www.blogger.com/atom/ns#" term="Europe"/><title type='text'>SIG-Education où est la frontière ?</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ansi-language: EN-GB;&quot;&gt;Bonjour,&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Nous vous invitons à participer à la 8ème conférence Européenne d&#39;&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;
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&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ansi-language: EN-GB;&quot;&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;
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&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&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;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;C&#39;est l&#39;endroit idéal pour partager vos idées et retours d&#39;expériences autour de l&#39;enseignement des SIG.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://ees.kuleuven.be/eugises12/images/eugises12.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://ees.kuleuven.be/eugises12/images/eugises12.gif&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Pour plus d&#39;information ou pour proposer un papier :&amp;nbsp; &lt;a href=&quot;http://ees.kuleuven.be/eugises12/index.html&quot;&gt;http://ees.kuleuven.be/eugises12/index.html&lt;/a&gt;.
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ansi-language: EN-GB;&quot;&gt;Esri est partenaire de cette conférence.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt; &lt;/span&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/fullpage/post/8447458805247236576/6009747194595107809?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/6009747194595107809'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/6009747194595107809'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2012/02/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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><thr:total>0</thr:total></entry><entry><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><category scheme="http://www.blogger.com/atom/ns#" term="Chercheurs"/><category scheme="http://www.blogger.com/atom/ns#" term="conférence"/><category scheme="http://www.blogger.com/atom/ns#" term="enseignants"/><title type='text'>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&#39;est pas trop tard, il vous reste encore 10 jours pour soumettre votre papier à l&#39;adresse suivante &lt;a href=&quot;http://www.esri.com/events/educ/participate/presentations.html&quot;&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;</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/fullpage/post/8447458805247236576/7391791951568744186?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/7391791951568744186'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/7391791951568744186'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2012/01/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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><thr:total>0</thr:total></entry><entry><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><title type='text'></title><content type='html'>&lt;div style=&quot;background-color: white; color: black; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;ArcEduc vous présente ses meilleurs vœux pour&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjllc3FNwt0muhmqIFDr304sY_NtfbwA-Yk_eEPhvaZaK1Ol_wr1CyG4j9t_snFJdk-0Ag1hyphenhyphenF4703BmT8vyfwvSbkFQl0H76Vqotvd60jeLmjPty5F3cZzQNcTH8qEh2EBBrKluj6uAV6A/s1600/C12stan.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;123&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjllc3FNwt0muhmqIFDr304sY_NtfbwA-Yk_eEPhvaZaK1Ol_wr1CyG4j9t_snFJdk-0Ag1hyphenhyphenF4703BmT8vyfwvSbkFQl0H76Vqotvd60jeLmjPty5F3cZzQNcTH8qEh2EBBrKluj6uAV6A/s400/C12stan.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;et compte sur vous pour participer de façon active à ce blog.&lt;/span&gt;&lt;/div&gt;
&lt;br /&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/fullpage/post/8447458805247236576/4896016843574009412?isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/4896016843574009412'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8447458805247236576/posts/default/4896016843574009412'/><link rel='alternate' type='text/html' href='http://arc-e-ducation.blogspot.com/2012/01/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='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Zz3sSePkjksX7MT3ocPy43kFEY12SOGf-LcLg6wJDrkd3qn6dzxdxvOT_0e5VkN8xCeinYo-QDW05AkT66fHzs5u5gs6mFlO3RUORXhBS95NaOQJrisyClymQlpaA/s220/spachulski.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjllc3FNwt0muhmqIFDr304sY_NtfbwA-Yk_eEPhvaZaK1Ol_wr1CyG4j9t_snFJdk-0Ag1hyphenhyphenF4703BmT8vyfwvSbkFQl0H76Vqotvd60jeLmjPty5F3cZzQNcTH8qEh2EBBrKluj6uAV6A/s72-c/C12stan.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>