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	<title>Optimind - Mind Mapping - Formations - Cartes heuristiques &#187; évaluation</title>
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		<title>L’apport de la carte mentale (mind mapping) pour évaluer à distance en temps de pandémie.</title>
		<link>https://www.optimind.be/blog2/?p=16301</link>
		<comments>https://www.optimind.be/blog2/?p=16301#comments</comments>
		<pubDate>Tue, 31 Mar 2020 07:45:52 +0000</pubDate>
		<dc:creator><![CDATA[Fabienne]]></dc:creator>
				<category><![CDATA[enseignant / formateur]]></category>
		<category><![CDATA[évaluation]]></category>
		<category><![CDATA[évaluer]]></category>

		<guid isPermaLink="false">https://www.optimind.be/blog2/?p=16301</guid>
		<description><![CDATA[Les cartes mentales s’introduisent de plus en plus dans le monde de l’enseignement et constituent un accès de choix pour évaluer les connaissances et la compréhension des étudiants. La carte mentale est appréciée par les jeunes qui saluent principalement l’utilisation des mots clés (« moins à écrire, à étudier »), la vision globale (qui aide à la]]></description>
				<content:encoded><![CDATA[<p>Les cartes mentales s’introduisent de plus en plus dans le monde de l’enseignement et constituent un accès de choix pour évaluer les connaissances et la compréhension des étudiants.</p>
<p>La carte mentale est appréciée par les jeunes qui saluent principalement l’utilisation des mots clés (« moins à écrire, à étudier »), la vision globale (qui aide à la compréhension) et l’utilisation des couleurs et dessins (« c’est plus motivant »).</p>
<p>Elle permet à l’enseignant d’avoir un accès direct sur le processus cognitif des élèves, par la matérialisation du cheminement réflexif. L’enseignant pourra dès lors agir directement au bon endroit pour rectifier certains apprentissages.</p>
<p>Selon Johssua et Dupin (1993), « le savoir de l’expert apparaît à la fois comme organisé, mis en structure et fortement hiérarchisé »<sup>1</sup>. La carte mentale apparaît dès lors l’outil idéal pour l’évaluation, tant formative que sommative.</p>
<p></p>
<h2>Méthodologie</h2>
<p>Comme la structuration des connaissances est personnelle, si vous laissez les élèves partir au départ d’une feuille blanche, vous risquez de devoir vous mettre dans la structure de chaque élève pour comprendre sa carte, ce qui prendra du temps. Il est donc conseillé de guider les étudiants en leur donnant des points de repère qui peuvent être des mots clés / concepts / champs lexical avec une carte gabarit, avec ou sans structure.</p>
<h3><b>Carte gabarit</b></h3>
<p>-          notez les catégories sémantiques ou concepts sur les branches principales et laissez les élèves compléter les sous-catégories. Sur les cartes ci-dessous, « enseignant » représente une donnée complétée par l’enseignant et « élève » par l’élève. Vous pouvez, ou pas, les aider en dessinant des branches vides :</p>
<p><a href="https://www.optimind.be/blog2/wp-content/uploads/2020/03/gabarit-central.jpg"><img class="aligncenter size-full wp-image-16304" alt="gabarit central" src="https://www.optimind.be/blog2/wp-content/uploads/2020/03/gabarit-central.jpg" width="1219" height="453" /></a></p>
<p>-           Notez quelques concepts, répartis sur la carte, les élèves complètent le reste :</p>
<p><a href="https://www.optimind.be/blog2/wp-content/uploads/2020/03/gabarit-plicploc.jpg"><img class="aligncenter size-full wp-image-16306" alt="gabarit plicploc" src="https://www.optimind.be/blog2/wp-content/uploads/2020/03/gabarit-plicploc.jpg" width="1136" height="472" /></a></p>
<p>-          Notez les catégories sémantiques et joignez une liste de concepts (ici auteurs) que les élèves doivent repositionner sur la carte :</p>
<p><a href="https://www.optimind.be/blog2/wp-content/uploads/2020/03/litteraire.jpg"><img class="aligncenter size-full wp-image-16307" alt="litteraire" src="https://www.optimind.be/blog2/wp-content/uploads/2020/03/litteraire.jpg" width="862" height="458" /></a></p>
<p>La difficulté peut être augmentée par l’ajout des dates, d’une caractéristique ou par la disposition non chronologique des branches.  </p>
<h3><b>Carte à questions   </b></h3>
<p><a href="https://www.optimind.be/blog2/wp-content/uploads/2020/03/math.jpg"><img class=" wp-image-16315  " style="width: 1203px; height: 599px;" alt="math" src="https://www.optimind.be/blog2/wp-content/uploads/2020/03/math.jpg" width="855" height="600" /></a></p>
<p>&nbsp;</p>
<dl class="wp-caption alignleft" id="attachment_16315" style="width: 865px;">
<dt class="wp-caption-dt"><a href="https://www.optimind.be/blog2/wp-content/uploads/2020/03/math.jpg"> </a></dt>
<dd class="wp-caption-dd">MathémaTICE http://revue.sesamath.net/spip.php?article375</dd>
</dl>
<p style="text-align: center;"> </p>
<p>&nbsp;</p>
<p>Le centre de la carte ci-dessus est décentrée pour faciliter l’impression sur une feuille A4.</p>
<h3> <b>Carte puzzle</b></h3>
<p>Pour les plus petits, vous pouvez leur remettre cette feuille :</p>
<p><a href="https://www.optimind.be/blog2/wp-content/uploads/2020/03/puzzle.jpg"><img class="aligncenter size-full wp-image-16313" alt="puzzle" src="https://www.optimind.be/blog2/wp-content/uploads/2020/03/puzzle.jpg" width="776" height="473" /></a></p>
<p>Avec la consigne de découper les éléments et de les positionner sous forme de carte. La difficulé peut être augmentée en omettant la forme des éléments :</p>
<p><a href="https://www.optimind.be/blog2/wp-content/uploads/2020/03/puzzle-1.jpg"><img class="aligncenter size-full wp-image-16311" alt="puzzle 1" src="https://www.optimind.be/blog2/wp-content/uploads/2020/03/puzzle-1.jpg" width="786" height="481" /></a></p>
<p>Et en insérant des cases à compléter par l’élève :</p>
<p><a href="https://www.optimind.be/blog2/wp-content/uploads/2020/03/puzzle-2.jpg"><img class="aligncenter size-full wp-image-16312" alt="puzzle 2" src="https://www.optimind.be/blog2/wp-content/uploads/2020/03/puzzle-2.jpg" width="794" height="479" /></a></p>
<h2>Adaptation à l’infini</h2>
<p>Un des grands avantages est de pouvoir moduler la difficulté très facilement. <br /> Pour l’exemple de la liste de mots, si vous n’y joignez pas de carte, vous augmentez considérablement la difficulté, mais vous passerez également plus de temps pour réaliser l’évaluation. </p>
<p>La carte, une fois corrigée, peut servir de base comme support d’étude : l’élève remarque directement ses manques et peut ainsi améliorer sa carte avec de la couleur et des illustrations de manière à mémoriser plus facilement.</p>
<h2>Évaluation dans le temps</h2>
<p>Demander aux élèves de réaliser une carte avant et une autre après l’acquisition des connaissances.  Partir d’une feuille blanche ou d’une carte gabarit, mais ne pas les laisser compléter la première carte. Car si le structure n’est pas bonne, ils vont continuer dans ce sens. Vous remarquerez très facilement les connaissances qui sont venues s’ajouter, avec ou sans modification de la structure.</p>
<h2>Évaluations en groupe</h2>
<p>Lors d’un travail de groupe, il est particulièrement aisé à l’enseignant d’évaluer d’une part le travail collectif et de l’autre le travail individuel. Il suffit pour cela que chaque élève choisisse un code de couleur pour noter ses apports : </p>
<p><a href="https://www.optimind.be/blog2/wp-content/uploads/2020/03/pierrepauljacques.jpg"><img class="aligncenter size-full wp-image-16308" alt="pierrepauljacques" src="https://www.optimind.be/blog2/wp-content/uploads/2020/03/pierrepauljacques.jpg" width="995" height="694" /></a></p>
<p>L’utilisation d’un logiciel permet l’insertion de marqueurs, ici les icônes de personnes en couleur :</p>
<p><a href="https://www.optimind.be/blog2/wp-content/uploads/2020/03/pierrepauljacquesxm.jpg"><img class="aligncenter size-full wp-image-16309" alt="pierrepauljacquesxm" src="https://www.optimind.be/blog2/wp-content/uploads/2020/03/pierrepauljacquesxm.jpg" width="1191" height="406" /></a></p>
<p>Il y a également la possibilité de réaliser un tri sur les marqueurs pour faire ressortir les réponses des différents élèves. Ici, toutes les contributions de l’élève en rouge (Pierre) :</p>
<p><a href="https://www.optimind.be/blog2/wp-content/uploads/2020/03/pierrepauljacquesxmbis.jpg"><img class="aligncenter size-full wp-image-16310" alt="pierrepauljacquesxmbis" src="https://www.optimind.be/blog2/wp-content/uploads/2020/03/pierrepauljacquesxmbis.jpg" width="1241" height="339" /></a></p>
<h2>Évaluations par les pairs</h2>
<h3>Au départ d’une carte individuelle</h3>
<p>Après avoir réalisé une carte individuelle, proposer de la partager avec un autre étudiant qui va éventuellement compléter la carte. Recommencer quelques fois cet échange par 2 de manière à avoir une carte rassemblant la totalité des connaissances. <br /> Lorsque la carte revient à son concepteur, annoter les ajouts de manière mémorable avec de la couleur et des illustrations puisqu’il s’agit de connaissances qu’il devra intégrer. On remarque ainsi que la carte sert non seulement pour synthétiser les acquis, mais également comme support pour l’évaluation et objet idéal pour l’appropriation des connaissances.</p>
<h3>Au départ d’une carte en groupe</h3>
<p>Échanger les cartes réalisées en groupe afin qu’elles puissent être complétées par d’autres groupes. L’utilisation de couleurs ou de marqueurs (voir précédemment) peut indiquer l’apport de chaque groupe à l’enseignant.</p>
<h2>Quels critères d’évaluation ?</h2>
<p>L’enseignant peut déterminer une matrice de critères selon le contenu, la structure ainsi que le respect des règles pour la réalisation de la carte :</p>
<p><a href="https://www.optimind.be/blog2/wp-content/uploads/2020/03/critère.jpg"><img class="aligncenter size-full wp-image-16320" alt="critère" src="https://www.optimind.be/blog2/wp-content/uploads/2020/03/critère.jpg" width="363" height="167" /></a></p>
<div id="attachment_16319" style="width: 445px" class="wp-caption aligncenter"><a href="https://www.optimind.be/blog2/wp-content/uploads/2020/03/critère-1.jpg"><img class="size-full wp-image-16319" alt="critère 1" src="https://www.optimind.be/blog2/wp-content/uploads/2020/03/critère-1.jpg" width="435" height="442" /></a><p class="wp-caption-text">Académie Corse http://www.ac-corse.fr/DOCS_20/docs/grille_evaluation_cartes_mentales.pdf</p></div>
<p style="text-align: center;"> </p>
<p>&nbsp;</p>
<p>L’enseignant pourrait disposer d’une liste de concepts clés qu’il veut par exemple retrouver sur les cartes des élèves. </p>
<h2>Une image…ça parle</h2>
<p> Selon K. Lynch<sup>2</sup> : « (&#8230;) les images peuvent être distinguées d’après la qualité de leur structure : la façon dont leurs parties sont disposées et liées. »<br />Cela signifie qu’un simple aperçu de la structure de la carte (sans aborder le contenu), va déjà vous donner des indications sur l’évaluation.</p>
<p> Par exemple, si un élève produit cette carte, vous pouvez facilement interpréter qu’il envisage tous ces éléments sans relation entre eux :</p>
<p><a href="https://www.optimind.be/blog2/wp-content/uploads/2020/03/nature-branches-princ.jpg"><img class="aligncenter size-full wp-image-16351" alt="nature branches princ" src="https://www.optimind.be/blog2/wp-content/uploads/2020/03/nature-branches-princ.jpg" width="631" height="444" /></a></p>
<p>&nbsp;</p>
<p>Contrairement à cette carte qui témoigne une structuration des connaissances par une augmentation des catégories sémantiques :</p>
<p><a href="https://www.optimind.be/blog2/wp-content/uploads/2020/03/nature-ss-branches-équilibrées.jpg"><img class="aligncenter size-full wp-image-16352" alt="nature ss branches équilibrées" src="https://www.optimind.be/blog2/wp-content/uploads/2020/03/nature-ss-branches-équilibrées.jpg" width="836" height="341" /></a></p>
<p>Dans l’exemple suivant, soit il a mal équilibré ses recherches soit s’il s’agit d’un contenu d’un cours, il relie erronément des concepts à d’autres :</p>
<p><a href="https://www.optimind.be/blog2/wp-content/uploads/2020/03/nature-animaux.jpg"><img class="aligncenter size-full wp-image-16350" alt="nature animaux" src="https://www.optimind.be/blog2/wp-content/uploads/2020/03/nature-animaux.jpg" width="805" height="727" /></a></p>
<p>Ici, l’élève a probablement un problème pour structurer ses connaissances :</p>
<p><a href="https://www.optimind.be/blog2/wp-content/uploads/2020/03/flèches.jpg"><img class="aligncenter size-full wp-image-16303" alt="flèches" src="https://www.optimind.be/blog2/wp-content/uploads/2020/03/flèches.jpg" width="1265" height="608" /></a></p>
<h2>Conseils</h2>
<p>Veillez à ce qu’il n’y ait pas d’ambiguïté sur la signification des concepts.<br />Si vos élèves produisent eux-mêmes le contenu, attirez leur attention sur le fait que vous devez comprendre ce qui est noté sur la carte. Parfois l’usage d’un seul mot ne suffit pas et en nécessite davantage.<br />Pourquoi ne pas envisager une évaluation par les pairs pour alimenter le débat et activer l’intelligence collective ?<br />Si vous dessinez les branches vides, il faut préciser aux élèves s’ils ont la liberté ou non de compléter davantage de branches qu’indiqué.</p>
<h2>Ressources</h2>
<p>Logiciel open source : <a href="https://www.xmind.net/fr/xmind8-pro/">Xmind</a> (Apple, PC, tablette)<br />Logiciel collaboratif synchrone : <a href="https://www.mindmeister.com/">Mindmeister</a> (gratuit pour 3 cartes)<br />Livre Enseigner autrement avec le mind mapping Pierre Mongin et Fabienne De Broeck Dunod<br />Pour allez plus loin avec le mind mapping et son utilisation en classe, <a href="https://www.optimind.be/blog2/?page_id=13517" target="_blank">voir nos formation, en présentiel et à distance</a>.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<item>
		<title>Partage d&#8217;expérience inspirant : prof de primaire (11-12 ans)</title>
		<link>https://www.optimind.be/blog2/?p=12913</link>
		<comments>https://www.optimind.be/blog2/?p=12913#comments</comments>
		<pubDate>Wed, 22 Mar 2017 10:22:41 +0000</pubDate>
		<dc:creator><![CDATA[Fabienne]]></dc:creator>
				<category><![CDATA[enseignant / formateur]]></category>
		<category><![CDATA[évaluation]]></category>
		<category><![CDATA[évaluer]]></category>
		<category><![CDATA[primaire]]></category>

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		<item>
		<title>Des élèves évaluent le mind mapping</title>
		<link>https://www.optimind.be/blog2/?p=8361</link>
		<comments>https://www.optimind.be/blog2/?p=8361#comments</comments>
		<pubDate>Tue, 17 Jun 2014 07:24:44 +0000</pubDate>
		<dc:creator><![CDATA[Fabienne]]></dc:creator>
				<category><![CDATA[autre]]></category>
		<category><![CDATA[évaluation]]></category>
		<category><![CDATA[évaluer]]></category>

		<guid isPermaLink="false">https://www.optimind.be/blog2/?p=8361</guid>
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				<content:encoded><![CDATA[<p><a href="https://www.optimind.be/blog2/wp-content/uploads/2014/06/les-élèves-cotent1.jpg"><img class="wp-image-8457 aligncenter" alt="les élèves cotent1" src="https://www.optimind.be/blog2/wp-content/uploads/2014/06/les-élèves-cotent1.jpg" width="856" height="517" /></a></p>
<p><a href="https://www.optimind.be/blog2/wp-content/uploads/2014/06/les-élèves-cotent.jpg"><img class="wp-image-8456 aligncenter" alt="les élèves cotent" src="https://www.optimind.be/blog2/wp-content/uploads/2014/06/les-élèves-cotent.jpg" width="856" height="535" /></a></p>
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		<title>Que se passe-t-il 1 an après avoir suivi la formation de mind mapping (formateurs, professeurs) ?</title>
		<link>https://www.optimind.be/blog2/?p=5841</link>
		<comments>https://www.optimind.be/blog2/?p=5841#comments</comments>
		<pubDate>Mon, 16 Dec 2013 10:55:37 +0000</pubDate>
		<dc:creator><![CDATA[Fabienne]]></dc:creator>
				<category><![CDATA[autre]]></category>
		<category><![CDATA[évaluation]]></category>
		<category><![CDATA[statistique]]></category>

		<guid isPermaLink="false">https://www.optimind.be/blog/?p=5841</guid>
		<description><![CDATA[&#160; &#160;]]></description>
				<content:encoded><![CDATA[<p><a href="https://www.optimind.be/blog/wp-content/uploads/2013/12/ouinon.png"><img class="aligncenter size-full wp-image-5842" title="ouinon" alt="" src="https://www.optimind.be/blog/wp-content/uploads/2013/12/ouinon.png" width="529" height="374" /></a></p>
<p><a href="https://www.optimind.be/blog/wp-content/uploads/2013/12/comment.png"><img class="aligncenter size-full wp-image-5844" title="comment" alt="" src="https://www.optimind.be/blog/wp-content/uploads/2013/12/comment.png" width="530" height="530" /></a></p>
<p><a href="https://www.optimind.be/blog/wp-content/uploads/2013/12/manuel.png"><img class="aligncenter size-full wp-image-5846" title="manuel" alt="" src="https://www.optimind.be/blog/wp-content/uploads/2013/12/manuel.png" width="534" height="189" /></a></p>
<p><a href="https://www.optimind.be/blog/wp-content/uploads/2013/12/logiciel.png"><img class="aligncenter size-full wp-image-5847" title="logiciel" alt="" src="https://www.optimind.be/blog/wp-content/uploads/2013/12/logiciel.png" width="537" height="179" /></a></p>
<p><a href="https://www.optimind.be/blog/wp-content/uploads/2013/12/usage1.png"><img class="aligncenter size-full wp-image-5849" title="usage" alt="" src="https://www.optimind.be/blog/wp-content/uploads/2013/12/usage1.png" width="538" height="400" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>Que se passe-t-il 1 an après avoir suivi la formation de mind mapping (sociétés, particuliers) ?</title>
		<link>https://www.optimind.be/blog2/?p=5651</link>
		<comments>https://www.optimind.be/blog2/?p=5651#comments</comments>
		<pubDate>Thu, 12 Dec 2013 07:42:38 +0000</pubDate>
		<dc:creator><![CDATA[Fabienne]]></dc:creator>
				<category><![CDATA[autre]]></category>
		<category><![CDATA[1 an]]></category>
		<category><![CDATA[évaluation]]></category>
		<category><![CDATA[statistique]]></category>

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		<description><![CDATA[Confirmation des chiffres de l&#8217;année dernière (sur 158 réponses) : seul 8% des personnes ayant répondu à ce sondage, n&#8217;ont pas emporté avec elle la méthode du mind mapping. Préférence pour les cartes manuelles bien qu&#8217;il y ai une nette augmentation des personnes choisissant le logiciel. &#160; &#160; &#160; &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p><img title="Lire la suite…" alt=" plus" src="https://www.optimind.be/blog/wp-includes/js/tinymce/plugins/wordpress/img/trans.gif" /></p>
<p><a href="https://www.optimind.be/blog/wp-content/uploads/2013/12/realisezvousdescartes11.png"><img class="aligncenter size-full wp-image-5662" title="realisezvousdescartes1" alt="" src="https://www.optimind.be/blog/wp-content/uploads/2013/12/realisezvousdescartes11.png" width="561" height="448" /></a></p>
<p>Confirmation des chiffres de<a href="https://www.optimind.be/blog/mind-mapping/que-se-passe-t-il-1-an-apres-avoir-suivi-la-formation-mind-mapping.htm#more-2836"> l&rsquo;année dernière</a> (sur 158 réponses) : seul 8% des personnes ayant répondu à ce sondage, n&rsquo;ont pas emporté avec elle la méthode du mind mapping.</p>
<p></p>
<p><a href="https://www.optimind.be/blog/wp-content/uploads/2013/12/ordimanuel1.png"><img class="size-full wp-image-5664 alignleft" title="ordimanuel" alt="" src="https://www.optimind.be/blog/wp-content/uploads/2013/12/ordimanuel1.png" width="559" height="530" /></a></p>
<p>Préférence pour les cartes manuelles bien qu&rsquo;il y ai une nette augmentation des personnes choisissant le logiciel.</p>
<p><a href="https://www.optimind.be/blog/wp-content/uploads/2013/12/manuelfrequence.png"><img class="size-full wp-image-5666 alignleft" title="manuelfrequence" alt="" src="https://www.optimind.be/blog/wp-content/uploads/2013/12/manuelfrequence.png" width="559" height="212" /></a></p>
<p><a href="https://www.optimind.be/blog/wp-content/uploads/2013/12/logicielfrequence.png"><img class="size-full wp-image-5667 alignleft" title="logicielfrequence" alt="" src="https://www.optimind.be/blog/wp-content/uploads/2013/12/logicielfrequence.png" width="561" height="201" /></a></p>
<p><a href="https://www.optimind.be/blog/wp-content/uploads/2013/12/usage.png"><img class="size-full wp-image-5669 alignleft" title="usage" alt="" src="https://www.optimind.be/blog/wp-content/uploads/2013/12/usage.png" width="563" height="324" /></a></p>
<p><a href="https://www.optimind.be/blog/wp-content/uploads/2013/12/cequi-empeche1.png"><img class="size-full wp-image-5675 alignleft" title="cequi empeche" alt="" src="https://www.optimind.be/blog/wp-content/uploads/2013/12/cequi-empeche1.png" width="563" height="314" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>https://www.optimind.be/blog2/?feed=rss2&#038;p=5651</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Merci aux participants de la formation de professeurs des 22 et 23 août</title>
		<link>https://www.optimind.be/blog2/?p=3221</link>
		<comments>https://www.optimind.be/blog2/?p=3221#comments</comments>
		<pubDate>Fri, 24 Aug 2012 08:51:38 +0000</pubDate>
		<dc:creator><![CDATA[Fabienne]]></dc:creator>
				<category><![CDATA[autre]]></category>
		<category><![CDATA[évaluation]]></category>
		<category><![CDATA[statistique]]></category>

		<guid isPermaLink="false">https://www.optimind.be/blog/?p=3221</guid>
		<description><![CDATA[Grand merci aux professeurs et conseillés qui ont rejoint la formation de deux jours à Liège ces 22 et 23 août. Que de partages et de co-constructions  enrichissants, merci ! Quelqu&#8217;un m&#8217;a demandé si elle pouvait partager les ressources remises : oui, bien sûr ! Ma mission n&#8217;est pas de &#171;&#160;protéger mon marché&#160;&#187; mais de]]></description>
				<content:encoded><![CDATA[<p>Grand merci aux professeurs et conseillés qui ont rejoint la formation de deux jours à Liège ces 22 et 23 août.<br /> Que de partages et de co-constructions  enrichissants, merci !</p>
<p>Quelqu&rsquo;un m&rsquo;a demandé si elle pouvait partager les ressources remises : oui, bien sûr !<br /> Ma mission n&rsquo;est pas de &laquo;&nbsp;protéger mon marché&nbsp;&raquo; mais de faire connaître cette méthode à un maximum de personnes.</p>
<p>Voici quelques extraits des enquêtes de satisfaction :</p>
<p><strong>Niveau de satisfaction générale : </strong></p>
<p><a href="https://www.optimind.be/blog/wp-content/uploads/2012/08/satisfaction-8.91.jpg"><img class="wp-image-3227 aligncenter" title="satisfaction 8.9" alt="" src="https://www.optimind.be/blog/wp-content/uploads/2012/08/satisfaction-8.91.jpg" width="318" height="137" /></a></p>
<p><strong>Etes-vous prêt à appliquer l’acquis ?</strong></p>
<p><a href="https://www.optimind.be/blog/wp-content/uploads/2012/08/satisfaction-8.31.jpg"><img class="size-full wp-image-3228 aligncenter" title="satisfaction 8.3" alt="" src="https://www.optimind.be/blog/wp-content/uploads/2012/08/satisfaction-8.31.jpg" width="317" height="140" /></a></p>
<p><strong>Motifs de satisfaction : </strong></p>
<p>« Outil utilisable dans ma vie privée et dans ma vie professionnelle »<br /> « Donne du sens aux élèves dans l&rsquo;articulation des cours»<br /> « Présentations dynamique avec un bon équilibre entre la théorie et la pratique »<br /> « Bon outil pour améliorer mes pratiques pédagogiques»</p>
<p>A la question : &laquo;&nbsp;<strong>cette formation vous a-t-elle permis de réfléchir sur vos pratiques</strong> &laquo;&nbsp;</p>
<p><a href="https://www.optimind.be/blog/wp-content/uploads/2012/08/satisfaction-pourcentage.jpg"><img class="size-full wp-image-3231 aligncenter" title="satisfaction pourcentage" alt="" src="https://www.optimind.be/blog/wp-content/uploads/2012/08/satisfaction-pourcentage.jpg" width="318" height="159" /></a></p>
<p>Merci à vous tous, n’hésitez pas à me tenir informé de vos évolutions.<br /> Les morceaux d’une pizza diminuent au plus il y a de personnes alors que le partage des connaissances nous enrichit tous.</p>
<p>Bonne route avec les cartes !</p>
]]></content:encoded>
			<wfw:commentRss>https://www.optimind.be/blog2/?feed=rss2&#038;p=3221</wfw:commentRss>
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		</item>
		<item>
		<title>La satisfaction de mes clients me concerne</title>
		<link>https://www.optimind.be/blog2/?p=2684</link>
		<comments>https://www.optimind.be/blog2/?p=2684#comments</comments>
		<pubDate>Tue, 26 Jun 2012 16:14:09 +0000</pubDate>
		<dc:creator><![CDATA[Fabienne]]></dc:creator>
				<category><![CDATA[autre]]></category>
		<category><![CDATA[évaluation]]></category>
		<category><![CDATA[statistique]]></category>

		<guid isPermaLink="false">https://www.optimind.be/blog/?p=2684</guid>
		<description><![CDATA[Je profite des vacances pour faire le bilan des formations de mind maping d&#8217;après les enquêtes de satisfaction. Sur 300 participants : Niveau de satisfaction générale (21 abstentions) : La formation a-t-elle répondu à vos attentes ? (13 abstentions) : Etes-vous prêt à appliquer ? (6 abstentions) : Recommanderiez-vous cette formation ? : 295 participants]]></description>
				<content:encoded><![CDATA[<p>Je profite des vacances pour faire le bilan des formations de mind maping d&rsquo;après les enquêtes de satisfaction.</p>
<p>Sur 300 participants :</p>
<p><strong>Niveau de satisfaction générale </strong>(21 abstentions) :</p>
<p><img class="aligncenter" alt="" 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CTstGqCWcf5X1iJE76QjgAAkrDTqpyhIVbihDWkIwCAeP6mVbESJ9whHQEAxPM3rYqVOOEO6QgAIN6aipSh06pYiRMBkI4AACI53S52WtXu6PJ8ECtxIgPSEQBApP3tFnbRjecjWIkTMZCOAAAisdOqyY0HCStxIgvSEQBAjKHTqliJE0mQjgAAYnCmVbESJ8IgHQEAxGBHismNB7ESJ/IgHQEABHO6XdHGdZ44NHXXYyVO5EE6AgAIlne+xhOHcfmbsRInIiEdAQAEY6dV2cJKnAiDdAQAEMZ7WhUrcSIV0hEAQBh2WpUtrMSJPEhHAABhONOqWIkTkZCOAADCsCtUsRIngiEdAQAEMHXXYyXOcIB0BAAQYJM1FStxhgOkIwCAAJkdZXH5m7ESJ+IhHQEAhHG6Xfo2E1biRDakIwAAABfSEQAAgAvpCAAAwIV0BAAA4EI6AgAAcCEdAQAAuJCOAAAAXEhHAACQrDmFqjeQ+QEy3U6mO32X+QEqX0vNKXQ1DHamRToCAIBwF8xUvYEKbqeib1PJ96j+VWr8I7W8E6DOvEn1r1LZU2RJoILbqHwtdeaq/Z34hnQEAOCjbzMtL0h8qylL7RPRhgtmsqykovuo8id0+g36/L8lVeMfqXojFd1HRffSBbPa39sg2k5HZyd1m6g5hRpeo4q1fqvhNWpMpm4TOexqnzEARJS3mrIm5DzHZD4zLvu5V2p3q306qqp9hQpuo8ofU9OfqDlF5jrzF6r8MZnuoOoNan+f/bSXjg47teykyuep6if02e+odTd1F9DF0gB1wUytu+n0G1T9AlX+iJpT6JJN7e8EAMLeZOPz7BM5RmX94KuvvlL7jNTQnEKm5fTZNjrzF8XL9u904m5qSFL7e9ZOOl6yUd1WKl9Dp/+TzufSBYuk+vsRavoTVf6Ian9OPSVqf28AEK7YaPRUa2ur2+1W+6RC6IKZji+j2pep6c8hrVO/puPfIHuait+62uno7KSWnVT+LDVup26TItX8NpX/gE7/EfOuACAUJx1bWlr6+vrUPqmQcLSS6W4q/yE1/lG1qtlIBcvUuh6pXjo6O6l2K536FXX8D3UdU7w6s+mz31H1RmQkAARvaDr29obB3QhSnXyULP+bbP9Bp99Qv8q+T6ZvkqM1xD1QIx2dnVS7heq2UmcO/f1wqKthG1VvQEYCQDCGXTo6Wun4rVT/G7LpNFSf/Y6K7gvxIDLk6Xj6D1T7C+rIpE6jmlWfSPWvkdsZ6m8fAMLK8ErHzlwq+hZ99juNVvH3qDklZM0IYTp2m6jsKWr/iDoMmqj2A1TxI+rIDF0HACDcDKN0PJVIpauo4d80XZU/prIfhKYfoUrH+t9Q05/p3Keaq8//StUbMYgEAJ+GSzqWPkFV66n+N2FQ1k1kuiMELVE+Hd1OqvgRte6mswc0Wl98SBVryBWJ/+IBQJrIT8ervXR8GVl/Tqd+HTZV+0s6tljpdToKp6PDTuXP0hcf0Bcfab0qnqO+GmW7AQDhJsLT8WovHb+V6rZQ3dbwK9NdigakkunYU0LWn1HbnrCpU7+mc58q2BAACDcRno7Hl1Dty1T7SrjW8WXKPe5DsXT84iOqf41a3wuzOv0GNb2lVE8AINxEcjpaHqGq9WT9eRhX9UYqWK5Qe5RJx/pEatxOLTvDspreoqoXFGkLAISbiE3HU4lU9gzV/Czsq/LHVPK4Eh1SIB1PJVLTn+nzv4ZxNacgIAGAIjUdO3PJkkDVGyKkSldRw+uyN0nudGzbS7bX5X+4Seir8Q9k+0+ZmwMA4SYC09HRSgXLqWp9RJX5ftmfoixrOvaUUO0v6MxbEVINr9HZDDn7AwDhJgLT8cgCqnw+AqvgNnmXsMqXjg47VT5HjckRVTUv4jYPgOEs0tLR8giVP0sVP4rMOnKzjK2SKR3dTir5Hp3eHoFV/iw5O+XpEgCEm4hKx75aMt1J5T+M2DI/QGcPyNUtmdKx7Gmy6cj2H5FZJU9gqzmA4Smi0rHgdir7PpU9E8mVHydXt+RIx1O/ovrX1N++XcH6LVWskaFRABBuIicdzx6gwnup9KkIL8sj1JAkS8Mkp+P5PLJuooakCK+6/0Of/02OhgNAOImcdMyfRyWrpNfVvEdPPTWz8oEplQ9M6fzT7deKHtfCoQbV4RtlaZi0dHQ7yfIInUocFlXyBC5AAgw3EZKOtjfI/G0qfkxiOT69/+SyMSfiGE+Z40eWrZjwr2OPqHsobp18hIqfkN4zaeloe4Nqf0F1W4ZF1W6hmo3SOw4AYSRC0vHw1+jkoxLrX0cfKrl9LJtnbFU9OPnaiUfUOpTvOjJf+v6rEtLRYafSx6n25WFU5c/iBg+AYSUS0rH2FSq6jywPS6lrpu9UPTh5aJ6diGMKb46qemiyKofyW+YE6cNHCelofZmsP6Oal6TXxb8+0fCthXV3Lqi7c0FX8qPXyl7U5jGp5iUqeVJixwEgjERCOubNIXOCxOp++1bLklE+I+1EHGNZMqr77VtDfyi+ypsrsW1i09HZSZaHZNkiz/bAoso5M0unxHqqYtYM69Ib3UU/0doxr2/o9ySGjwDDR9inY2cuHVtKRd+WWNbvRvvLM09V3j8x9Ifiq4LbqTlFSufEpqN1M1Wtk16N311cPnM6G2Nsnbp7/rWS57VzzEFVskpKxwEgjIR9OhZ+kwr/FxV+S0pdzf6medEI/kizLBl5ee9toTxU4DqyQErnRKWjs5OK7qfK5yRW43fjfcZY6ZTYsqlT6++Zr5FjcqvkseCHj6dPn/7000+tVquYPkccdIMHmsNDxeZoMB2FdSNvFp24R2K1vfr1wvlR/JF2Io5p+unMUB4qcB3+upS1OaLS0badKqRu+ePY/1jlnBk+Y8xTlXNmXHz7O6of03fVbAimT1ar9f3339+1a9fu3bstFouYVkcQdIMHmsND3eZoLR2FdePsATp6C5nuklhNL8wImGcn4hjrdyeF8lCB6/gyKTsDiErHE3dR2dMS6/NnlpT4jzFP1d1xk+rH9F2mO4LZW06v1++6LjU1VUyrIwi6wQPN4aFuc7SWjsK6Ubqajt9GBbdLLOvKScFEWuldY0J5qODqG6JbLTwde0ro5CNU+qSUch/7Xvmsafwx5hnqOfY9pOIx/dcT1L4/YKt2DdbX1yfmRxQp0A0eaA4PdZujtXQU1o3Dc+j4N6RX6V1jgom0okUjQnmooCp3muhWC0/H6p9SyeMSq+v3d1f4uTrIqdbnlqh4TL46+UjAVnH+Hbe0tDgcDjE/pYiAbvBAc3io2xyNp2OAbuROpWNLpJdlcYB1NGyF8lBBVd5s0Q99FJ6Ox+KpeKXEavvp0mBirHRKrO3bN6l4TL4quI1cAX5Jhv47Vv16vorQDR5oDg91m6P9dPR7Pn21lDeLjt4ivUrvGh3UgG9hlJyHyp1GOZMoezy3jDGUN4eOzA/q5I/MI9sb4lotMB37aqjoW2R5SGKdfjguyCSzLpqt4jF56zvUkcnfLbzleUM3eKA5PJCO3gR0w/YG5d9ER26WXtZHxwV3sXC0bIe6g6HMQGUYSdkTKHca5c/z/4oLqHS1uFYLTMfmFDInkPkBiWW9dXaQSVY+fZqKxwxQtS/zdwtved7QDR5oDg+kozcB3ShdTflxlD9PejWt873xG6esj46V7VAPB5GO3pUzkfLm+n7R48vEtVpgOhbdR0X3Sq+K2YGXz7Cl4jED1NF4/m7hLc8busEDzeGBdPQmoBvHl9HhG2Wpv2+fZokPcL3QvCjqi19Fy3Qo5otfCkxHT2WPo7w53Bc9NF1cqwWmY/6NMtyheeIe66KZQcZYWWysIsc03UXHFg+upYK/keNL+J9phbc8b+gGDzSHB9LRm4Bu5E6jvLmy1LXsOZalASKtaGHUtew5gQ9liLUsCbAbQNHNzLUMUenYP46cNOhFjRPFtVpIOl6yUcEyMt0pvWz3zQkyyarnTZf/mHHRftuaNZpyJlHeLDq2OPCLnvgmnc/jaRje8ryhGzzQHB5IR28CumGMpkMz5aqWTRMK5/vNs8IFUY0/HhfgIDmTyTCSMpmWFxm+Q81nGtdKiEb2nfzQ9OuvO0Fcq4WkY0cmme6kgtukV+sPbwwyyRruni3/Me+cHFR/DaModyodi/f/onfw73KLtzxv6AYPNIcH0tGbgG54VqzIVFf3x55c6nfMd3Jp1NX9sX6/PGeSJxc9dfVD5uRSv+l4cilz9UPJ6ZjJUGYUGaMpdxpljxfXaiHp2JhMBcvo2FLp1bk1rmLq1IAxVjIl9vMnvyb/MR+bKHguO/8m369b/QJPw/CW5w3d4IHm8EA6ehOSjmPJGCNjffnXSSdv9RGQxd8Ycfndyb6/KnsCGUYMfVP98m3fAVn8Deby32SJxusBmTORsseJa7WQdKx+QZZbZ+joLf/8+OaKmYGTrHL21It/mCfzMWfFXHx9jJhGZ0+g/Dju65of4GkY599xTk6OXq9PTU3dBQAgRGpq6vvvv3/o0CHOx/nS0XOdKGeyjHX+9XGW+EEBWbws6vLOCT4+OXusz1xk6/xvGUv84GhcJm80srOAIwXEnBch6XjiHjqyQK6yfYtvu/DrFx2nBXvAvNmUPd52zyRJFx2DqdzYQa+bH8fTsKH/vkP1qwQAwwJfOmaOoEyGDKMoeyxlT5Crev48lg3IhtWjHGnjBn/CeMoaTZlRwbyd9iQPBGTDk4xjlwLR6ClRBKXj3ZR/k1x1cfvcytl8Q72KGbEdL88OfKjcqWQY5WnBxdfHVM6K4Tvm9JiOn42T2uisGyhvbv+rH76Jp2Fq/+IAQITjS0evS32UGUWGUZQ1hrLHKlJZN1DWaP7BomplCEE6Hp0v1/pgT1kX8t2hWHXT1GtZvEcwxgz+8TOUyVhvjuY75o3R1z4J6o+aQO0e0b9aOjeGp2Fq/+IAQAR6991309LSPP/Ne93Rz0jAMIIMI8kwirJGSyrDKDKMJMOIIEeK6tUIIZk4QEg6Hv6ajOuD6dBM96czaxf7Hj7W3Dz1nx/MCLgyeGi590XVxvsOyJoF0f9Mk/FPmygyTqEcvjtp1P0VAoBIlZaWtmfPnl3i0tHnu5mAUj3tNJiOh6ZRbizlTpWx3BlTaxbFlk3ljPBiHe/4fKFYfyugOAFZszC6LJY7anT8l+9AlVSGUTwNU/s3CAAi1ieffJKWlsaXjkcWqB1L2qhQrFnNnUaZDGWNpuzxZJwiV7k+iravjmHDrOmRmH+kRnM/LWcyZd0Q/J8trj0j7KsmlMX2X4NsemjiP95RIBo95Z/nH3Fqauq7776r7i8SAESS1NTUjIyMPXv28KXjyUfJoHYyaaGOLBCSiQOEp2N/RV1fCjVextVQQ2ocZY3R6JVetvxT+zcIACLT7t27MzIy9u7dy5eODUnhOREqaxkYOvmokEwcICQdC5b7OYMoMoykrNGUdYMcdf1ib1j8XHkfPK32bxAARKC0tLQDBw5kZGR88MEHfOnYmUsGqe+ivW8xn31fnXfXz77PnH5W+r45UdSQJCQTB8iSjkPOJjOKDCMG18ghNfgTwvR6L9IRAEIoLS1t7969GRkZGRkZ7733XoC9eyTMrP7rY+bUY8yJOKbjNXXeXS//jSlawJgXMfaXpBwnis4eEBBzXoSkY8lj6qeR1uoY30OsOP+sP/jgA1V+nQAgMuj1+o8//tgTjXv37t0VcF89ActWuclUchtTOI+pX6XmG2z37xnzLYx5EVN1v+indohcsErC0tGmUz+NtFZlz/A0jPMvu6Wl5cyZMzU1NdXDUsZgxcXF5eXlap+UVqA5PNRtzrpDf/Yu1X80niZ89NFHnr23AqRj0b0iho/nEvs3QbUsZr58W8032GsZjPkWzzNAmOoEUQF5eK6AjBtMSDq27ydjcE+3GCaVNYoak3kaNjQde3t7nU5nR0dH+/CzdzCr1drU1KT2SWkFmsND3eYsz9niXar/aD788MPdu3dz3lX8vgc1pwi9YuW9P7glXpdEvQoAAAt4SURBVO332MyBkxEVkFFUvUFAxg0mJB37asg4RfVmaaiMU6gjk6dhPtNR9I8q3KEbPNAcHuo2J4yf0UFEV3sFvadd/ZApuX1gW3DzIuZfH6v5HsuOHdmArFsp5AgGhvpqRbdaSDq6nZQ1Sv1M0k4ZJ9MlG0/D8JbnDd3ggebwQDp6E9yNw3ODf0+zPswUzmfMC5miRfI9iFhCnXmeKVp4PapvYSyLmaKFTPfvgz4C715mAQncnjV/nvqZpJ0KtAUD3vK8oRs80BweSEdvgrsR9ORqTzJzIo458zzj3D0wYrPEy/UsYsH15duMZfH101jMOHczPcmMZTFTnRDcEQxRVPuKlFYLTMfPfovh40DxLskhtX+rtQbd4IHm8EA6ehPTjcygNlSp+Q5zYXv/f3fpmJNL+oePqixbvZYxMMdriWfaXu7/uHM3U3ZXcAcxRNFVST8pgenYbSKjtOcjRkzlTKQ2PX+38JbnDd3ggebwQDp6E9MN80Mi3uLqVzGF85kTcczJJUyXLtRvsOycauECxvqQ8CMYGDrKd7tdMASmo9tJWWPVTyYtVM5Ectj5u4W3PG/oBg80hwfS0ZuYblztFbHXyrUMpnhZ/+iteFlI51e951RP3ipuZVCUlPU4HsIfC2l+UP1k0kLx7gPggbc8b+gGDzSHB9LRm8huFD8uLqXYGyrK7w7R+tXLf2NO3jpwubH3LeEHkWPgSGLSsSMT93VQ9gRqeitgqzy36+ItzwPd4IHm8FC3OVpLR5HduNpLWaNFvNc1vzAwjKv6tugNa4KtLt1AHpsXMc0viDqOYYT0gSOJSUe3k3JjQxlF7n1RF18f07ZmfN2yKUOrdfX4C0ljXHtC+xyPnMnk7AzYqo8//pj9RxzgSWzDALrBA83hoW5ztJaO4rsh9pEdTc/1B2ThAqbsm4xzt1Lvq20v9y8FOhHHFC1iTj0u9lDFj8vSauHpSETVL4Zg5aprz4izL4yrjosunxpbOSvG+1HGnKqYFVM+I6ZybkzbD8b/My0kMWl+MJg+nTt3zvOHXmpqallZmeq/V+pCN3igOTzUbY7W0lFSN7LGiHvHa3lxILdKblNke7nPnmIs8XJEY6bUpaosUemo8KY5/3hn5On7J5XPiCmf5jcRfVZZbEzFjJi6ZVO+TBYzhxBsBdoih8PhcLRcd+nSJTENjyDoBg80h4dazdFaOnqI7MbZA6IfhXQucSAgLYuZxrWyXYb88m2m/J6Bu/6LFkqLxsrn5WqyqHQkpdbmuPdF2VdNqPAzUqycFVM5O3ZQ+fvM2bGn75+k1HRr/jyh3erq6mppaTl37ty1a9dENjyCoBs80BweqjRHm+lIorthjBH91telG1jFWjifOXkr0/lvkt5LnbsZ68MD1zU9d4+c/qGEYxpGydhhsemowPDR8V8jK2bHlMUOnjWdHlM+NdZ6c3Tr6vEXXx/zZfJo7/Jcj7QunuIZNXIzcm7MxX8XOZPgtwQOHAEgrGk2HUW6YKaskaLfAC9sZ04u7b8Psn93t3jm8w3C7vf418fMuVeZ8nsG7aF6Io45uVTijZUjyJ4mY6vEpiPJPHzs2XZD5dxB8VYxI6ZybkzHz8a59wWeCrj2SVTXr2+ojovmjCYr58Z0bJL1Bk3hA0cACF+Rlo5EZE8Lcvccn3X1Q6Z+1aABX9HNjHkhU3oH0/Qc0/17xrHLx1c5dzPdv2c+f4GpvLf/871z0RLPNDwp7ZZKQxRVvyRvnySkY0+JXPvmnH9lbNWcaDbSyqfFVH09uuvXN4g41MXXx9TMjy6f4T3LGtP67Hh5ohEDR4BhJgLTkYiqXyKDyAuQnvrybaY6gTHfMjCOZC9JsotrvMuzhzj3gwsZ80LG+jBz+W8S35yj6PhS2ZskIR2JqPQpcffQeNflv4yq8ho1Vs6JaX16QjDjRX917ZOo9p+Mq/rawDGr5kT3bBOTtdwqWC5T2wEgPERmOhLR8aWiV+iw5dzNNK9jLPGMJZ47HOQpy+L+sea5V+XYgsfAUM4UJTokLR2dnZQ7Vco35t4XVR3nFWNfi+lOlCPGMpkvk0dX3TjoyFJv9jg0lfpqZGo7AISHiE1HIsqZQgYZ3mwpk3HsYs69yjQ8yVTeyx1NslVyG2N9mLG/xPS+Jeu+dFmj5bqFg0NaOhJR01uUPUH0N2ZfNYFdhiPbCO96cUaltnsmSfgBjKLqF+VoOACEk0hOR7Eb6GioskbSBbNC7ZGcjkR04m5xN5le+ySqYmZ/epVPj215XHzK+qtzG8dVXn+Jilkx/3hH7GKtowvJ7ZShVwAQViI5HYnogpkMod1oTMYyjKCzB5TrjRzp6OqlI2Keinz+lzdUTB+43HjtE6mT4D7LenP09b0CYu2rRAXw4TkBH8cBABEpwtORiDpzw/KpvVkjFY1Gkicdichhp0PThX57nz82saR/kWrs2RfGKdTEC0lj2O0FrIuF36OZO416SuTpEgCEm8hPRyJytFLOBOmLdEJUBoayRis3ocqSKR2JqNtEh6YJ+iati6f0z3nOjrn8F6X+eHHtGVE+Y2ByVWA0xlDbh7K1CADCzbBIR4+jiyTe5hGSiqKcKQotw+GQLx2J6Mz/o1wBd0BW3xTN3vgv5RaOgMVuo1MxQ0g65kwi68/l7A8AhJthlI5EVPKklI0CFC+DIvc1+iNrOhJR9U8pW6k50pBW1mgqul/m5gBAuBle6UhE9jStrtMZIftuOPzkTkcSv4RVW4VFqgAwDNORiC6YKXucli5DRsm+h2owFEhHVy+duCuMR5BZo+loPLki/RcAAIIwHNPRoyGJDCM1kJFRVPq0Kg1QIB2JyO2kijWUM1nttgqv7HFUdD+iEQA8hm86epQ+rU5AGhgyRFHhitAswPFJmXT0aPwj5caqH3jBV24sVf9UwYYAQLgZ7ulIRFd7qXBFaJezRtHReOqrVff7VjIdiagji/Jmqh97QUXjNGrZoWw3ACDcIB379dXSkXlkiFJyKBlFBoYOzw3BvYzBUDgdieiSjfLmqh9+/HVoOm75B4ChkI6DXO2l6g2UM5Ey5YtJA0OZUZQ1hqo3kKNV7e9wgPLpSOw6HVmfQixXZY2io/HYKA4AfEI6+nbBTNUb6PBcMkT1l7D33utfYoyh8rUaGSxyhCQdicjtpIbXBO0VEIoyTqHqF7EGBwD8QToG1plLta+Q+QE6NJ2yx/E9FSt7HBljyPwAVW8I/R0aQoUqHT0cdipcQUYNZKRxMh2Lx/MaAYAf0nHYCm06epzPo/x5ZBS+IbgslTORcqdR+34VvnEACDdIx2FLjXT06MgMdUZ6crFNr9q3DADhBuk4bKmXjh4dmVTyGOWMp5zxSoVi9ljKmUiFK5CLACAU0nHYUjsdPZyd1LKT8udRzkTKmSjTSHE8GSfT4TlkewNLUgFAHKTjsKWNdGQ57NSmp5LHKHscGaeQUeBedDkTyRhNWaPI/CC17KRLNrW/HwAIb0jHYUtj6eitr4ba95NNR+YH6Vg8Xygei6fCFWTTUZseN/UDgIyQjsOWhtMRAEBto7J+gHQcnpCOAAB+vVj97qisH3qiccXR15COwwfSEQDAr17XlWfK/q8nGq1nGpCOwwfSEQAggKtXr7Zc53A41D4dCAWkIwBAYJcvX+7o6Ojp6fnqq6/UPhcIBaQjAAAAF9IRAACAC+kIAADAhXQEAADgQjoCAABwIR0BAAC4kI4AAABcSEcAAAAupCMAAAAX0hEAAIAL6QgAAMCFdAQAAOBCOgIAAHAhHQEAALiQjgAAAFxIRwAAAC6kIwAAABfSEQAAgAvpCAAAwIV0BAAA4EI6AgAAcCEdAQAAuJCOAAAAXEhHAAAALqQjAAAAF9IRAACAC+kIAADAhXQEAADgQjoCAABwIR0BAAC4kI4AAABcSEcAAACu/w9qCvW6sjry3QAAAABJRU5ErkJggg==" width="412" height="194" /></p>
<p><strong>La formation a-t-elle répondu à vos attentes ? </strong>(13 abstentions) :</p>
<p><img class="aligncenter" alt="" 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" width="415" height="196" /></p>
<p><strong>Etes-vous prêt à appliquer ?</strong> (6 abstentions) :</p>
<p><img class="aligncenter" alt="" 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" width="413" height="197" /></p>
<p><strong>Recommanderiez-vous cette formation ?</strong> :</p>
<p>295 participants ont répondu &laquo;&nbsp;oui&nbsp;&raquo;</p>
<p> Ce bilan me conforte dans le choix peu banal de la pédagogie utilisée : je ne transfère pas les connaissances mais j&rsquo;en appelle à l&rsquo;intelligence collective et personnelle (voir pour plus de détail l&rsquo;article &laquo;&nbsp;<a href="https://www.optimind.be/blog/mind-mapping/ma-conception-de-lapprentissage-du-mind-mapping-pedagogie-intuitive-mise-a-jour.htm">ma conception de l&rsquo;apprentissage du mind mapping</a>&laquo;&nbsp;).</p>
<p>D&rsquo;autant plus que sur ces 300 personnes, un bon nombre ont &laquo;&nbsp;subi&nbsp;&raquo; la formation (puisque imposée par leur direction).<br /> La durée proposée de 1 journée me paraît adaptée alors que de nombreux autres formateurs préfèrent la répartir sur 2 jours (augmentation des coûts, du temps).<br /> Bien sûr, nous survolons quelques logiciels sans entrer dans la pratique, car le choix du logiciel est souvent un coup de coeur.<br /> Cartes graphiques (Imindmap, Inspiration) ou plus rationnelles (X-Mind, Mindjet), le choix d&rsquo;un logiciel se fait souvent par l&rsquo;apprenant en fin de journée.</p>
<p>Par l&rsquo;expérience je remarque qu&rsquo; 1 personne sur 20 (soit 5%) est totalement réfractaire à l&rsquo;outil.<br /> Mais est-ce à l&rsquo;outil ?<br /> A la formation imposée ?<br /> A une structure de désaccord ?<br /> A une impossibilité (soi-disant) de visualiser ?<br /> A la résistance au changement ?<br /> Je n&rsquo;oserais m&rsquo;avancer.</p>
<p>Il serait intéressant d&rsquo;obtenir un retour sur l&rsquo;utilisation des cartes 1 an après la formation.<br /> Je vais m&rsquo;y atteler.<br /> Mon objectif pour les mois futurs est de mettre la formation en e-learning, gros et passionnant boulot en perspective, surtout pour conserver la même philosophie.</p>
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		<item>
		<title>Merci aux formateurs de l&#8217;IFC !</title>
		<link>https://www.optimind.be/blog2/?p=2670</link>
		<comments>https://www.optimind.be/blog2/?p=2670#comments</comments>
		<pubDate>Tue, 26 Jun 2012 09:42:28 +0000</pubDate>
		<dc:creator><![CDATA[Fabienne]]></dc:creator>
				<category><![CDATA[autre]]></category>
		<category><![CDATA[évaluation]]></category>
		<category><![CDATA[statistique]]></category>

		<guid isPermaLink="false">https://www.optimind.be/blog/?p=2670</guid>
		<description><![CDATA[Mille mercis à l&#8217;IFC et ses formateurs (de formateurs) pour l&#8217;accueil que vous m&#8217;avez réservé hier. Voici quelques extraits des enquêtes de satisfaction : Niveau de satisfaction générale : Etes-vous prêt à appliquer l&#8217;acquis ? Motifs de satisfaction : &#171;&#160;Découvertes d&#8217;applications pratiques assez facilement transposable dans mes formations&#160;&#187; &#171;&#160;Atelier concret et interactif&#160;&#187; &#171;&#160;Bonne alternance entre]]></description>
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width="546" height="59" /></p>
<p><strong>Mille mercis à l&rsquo;IFC</strong> et ses formateurs (de formateurs) pour l&rsquo;accueil que vous m&rsquo;avez réservé hier.</p>
<p>Voici quelques extraits des enquêtes de satisfaction :</p>
<p><strong>Niveau de satisfaction générale : </strong></p>
<p><img class="aligncenter" alt="" 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Agq2JQpVtNEJSQiAEBQG2rTxk6ZYjVNtEIiAgAE5vX7uClTt6eX/UespoliSEQAgMCyuuzcwhn2X7CaJrohEQEAAuOmTFNbDxFW08QAJCIAQABjp0yxmibqIREBAAIQTJliNU0sQCICAATAjQhTWw9hNU2MQCICAAh5/b546yY2Am19zVhNEyOQiAAAQkVnG9kITCrejtU0sQOJCAAgxE2ZcoXVNLEAiQgAMAp/yhSraWIKEhEAYBRuypQrrKaJEUhEAIBRBFOmWE0TO5CIAACjcCtLsZom1iARAQBG2PqasZomZiERAQBGbHNmYDVNzEIiAgCMyOmuTirejtU0sQmJCAAwitfvy+y0YTVNDEIiAgAAECERAQAAWEhEAAAAIiQiAAAAC4kIAABAhEQEAABgIREBAACIkIgAAKBKn406M8lloeqvUdWDgctloY506rOR32v07opBIgIAgBweN3VmUv0WqlhNjvuoZTe1vUAdfwhR7b+hlt1U/XWqXE11j1BHOg25jH4nQkhEAIgVmZ22FUd3vtSWZ/SORCaPm07+kirupYZvU+uv6P3fqqq2F8j5Xaq4l1p+Qh630e9tmFkT0dtDfTZqT6OWZ6h2Y9BqeYZaU6nPZp6GAoA5vdSWN7XgUSZn/eT8R79/fL/RuxNRurKoeh01bKG2F6k9TeN67zfUsIUca6gz0+j3aapE9LipI53qHqP6b9GJn9Op/dR3lM5VhagPy+nUfjr5PDVsobpHqD3NhCNxADDcDOtj3EMtxud94+OPPzZ6jyJBn40qv0Ku/6b3fq17nfwFVdxD3TkGvl0TJOKQi5p2UM0GOvkLOltIH9pV1T/fobb/obpH6Ph3qd9h9HsDALPg4pCtU6dO+f1+o3fKxDxuql5PTT+kthfCWi3PkON+o47exiWit4c60qnmIWrdQ302Xar9Zar5Bp38FeZUAUCQiB0dHYODg0bvlCn5Bsj5far7JrX+yrBybqe6jeE/dBuRiN4eOr6D3v0Rdf+dekt0r558OvFzatiKXASIZWMTcWBgwOidMh/X8+RYSyd/QSefN77qNpLze+QL348pvIno7aHjT1PTDuopoH8eDne17KaGbyMXAWITEjEE3wBVrqGWn5LLYqZ6lqrWhu24HcZEPPlLOv496s6hHquR1byTmp8x+VWiAKA5JKKYIRdVPUAnfm7SqnmI+mxhaENYErHPRtVfpa6/UneuKarrb1T7iLErmgAgzJCIQZ0+SLUbqeWnpq7GrdT+W707oX8iNv8Xtb1AZ94yXb3/O2rYisEiQIxAIgbW9gI5t1Hzf0VANf2AGrfq2gw9E9HvpdpH6NR+Ov03k9YHr1PthnCetgUAoyARhfxeqn2Yjn+f3v1x5NQPqWK1fgdt3RLR46aah+iD1+iDv5q9ah+lwUa9+gAA5oBEHMXvpYq7qWlHRFblfTqFoj6J2O8g55PU+eeIqXd/TGfe0qUVAGAOSMRRah6i49+P4Kp6QI9zXjok4gd/peZn6NSrEVYnn6e2l7TvBgCYAxJxhMtCjU+S87uRXNuo4XHNG6N1IjbvpNY91JEekdX2EtVv0bghAGAOSMRhpw9S3Tep8cmIr4bHqe0FbXujaSK+u5PaXqD3fxfB1Z6GUASISkhEoivXHTZ8O0qq5mHqztewPdolYudfyPWs9g8KCX+1/pJcv9CsLQBgDkhE8g1Q+Z1UvzmqynGfhs870igR+x10/Hv03ktRUi3P0OmD2nQGAMwBiUj2u6jusSis8hStlp5qkYgeN9U9Sq2pUVWNT+CSDIBoEuuJ6HqOajdS7SPRWY61mjRJdSL6veS4j07uicKqeYi8PVo0GQCMF9OJ6O2hsi9QzcNRW5X3ajKGUZ2I1V8nl4Vc/y86y6HLJS8AEH4xnYjO7VSznqqjusq+oL5P6hLx3R9R8zPG3xZdx/oZ1W5Q32UAMFzsJuJgI9nvpqqvRnk5HlD//AYViXi2iJzbqGVXlFfTD+n936vsMgAYLnYT0XE/Odaqr0tF97771bl1X5pZ96WZPf/zqctlyjer4aZG1bHbVLZKaSL6vWS/h97dGRPleAAnFAEiXYwm4tkiqvhPqlyjsjxv3VFxy8RjSQxb5cnjqldN/ajkHmM3Nabuo7Zfq+mW0kR0PU/Hv0dNT8dEHX9a70eQAIDeYjQRbSup4l6V9dGRuxyfmsRlGFf1d864fOweozYVuI7eqmbxh6JE9Lip6n46/lQMVc1DuBgDIKLFYiJ2ZVHF3WRXVZdtX66/c8bYDDuWxJTeGFd/1wxDNhW0Kv5TzTBRUSI6nyLnk9T4HfV17ncPtHxucdNnbmj6zA29qfdern7CnNukxu+Q40HFXQYAw8ViIpbeTuUpKqvv5Zvty8YHjLFjSYx92fi+l28O/6bEqmSZ4obJT0RvD9nv0uSWdK4vLalbMLdqZiJbtfPmOJdf6y/7ltm2OVxVD2KYCBC5Yi4Rh1x0bCWVfVFlOb8SHyzD2Kq7Y1r4NyVan6c+m7KeyU9E53aq36S+Wr+ytGbuNVx0cfXubYsuOx4zzzZHlUa3RQCA8Iu5RGz+EZV+nko/p6Yu5X+2fMlV4jFmXzbuwl9uDeemQlfNRmU9k5mI3h4qu4PqHlVZrV9JDhhdVTMTq2fNar59kUm2KSzHGunDxJMnT7711ltOp1P2zwQAdBBzifjODXTsdpXV+ZP/KF0UJx5jx5KYtsfnhnNToeudG5Str5GZiK49VKv2djuerDV1C+YEjC626hbMOffylw3fZuBq/LaUPjmdzj/96U/79u3bv3+/3W5X8IOJJkNDQ7m5uW+99VZubu7Q0JDRu2MuaI4IbZsT6YkorxuDjWT7FNlWqqy2LXNCZtixJMb5lenh3FToOna7sqv1ZSbisZVU/XWV9f76ZY7g0cVW06evM3ybgcv2aSkfPTIzM/ddkZGRoeAHE00KCgrYVvzxj3988803jd4dc0FzRGjbnEhPRHndaE8j20o6+imV5Vw9XUqMVa2cGM5NSarjTylospxE7HdQxT1U9aCa8pfcVzNvtnh0sUM6z4G7DNxm8HqAurJCtmrfaIODgwp+NlHj1VdfRTeCQXNEaNucSE9Eed2oWE3/+KT6qlo5UUqMlS25Kpybkla3KGiynERseJwc96us3uduqw1ytk9Qpx5dZuA2xarinpCtEiRiR0eHx+NR8OOJDuiGCDRHhLbNifRElNeNogVUskx92ZeGWAvDVTg3JakOX6vgoYlyErEkmSpXq6zOx5dLia6qmYmuL15n4DbF6uitIRs99nc3sv72tIVuiEBzRGjbnOhLxKD77+2hd5LoyE3qq2rlBEkDu8VxWm6qcDYVTKf8KcKyJlDRAnpnkaSd/8fNdLZIbpMlJ+JgI5V9jux3qayTdydJTC/nkvkGblO0vhzynC0Oc3zohgg0RwQSkU9GN84WUckyeudG9eW8d7K0k38TNNvUpxnKCVW54yh/KhXOpuLrg77ikWRqT5PbZMmJ2J5G5SlU/iWV5bx5vsT0qrlmtoHbDFGhztniMMeHbohAc0QgEflkdKM9jd5ZTMXXq6+2TYFvuiYo572TNNvU3RISkV8F06hoYeAXdW6X22TJiVj2BSr7vPqqnR96CQxXBm4zRB1JFu8WDnN86IYINEcEEpFPRjec2+nwtZrUP/fMtieHOP9XviTugx/Fa7Qp5oMfyExEtvInU9EC4YuWf1FukyUnYvG1Glw1eex255K5EqOrOjFRl23aVlLJ0tG1XPYb+ccy8edD4TDHh26IQHNEIBH5ZHSj7ItUtFCTupy/wL48RIyVLY67nL8g9KZyE+3LQlyhX3Yjc/mgokQcHi9OH/WiRxbJbbK0RBxy0dFbyPYZ9eX6wgKJ6dVw/TXabzMpPmgr8yZQwXQqmkclS0O/6LHPip+zxWGOD90QgeaIQCLyyejGsc/S23O1qo5tU0sXBc2w0hviWr85OcRGCmZQ7jjKYTqeYMQ2tYhp3agiDrkj+dvXDL/u4U/IbbK0ROzOIdtn6Oit6uvUw9dKTK+W2+Zrv83PzJDU09zxVDiLSpKDv+inxc/Z4jDHh26IQHNEIBH5ZHTjyBIqnK1VXcpKrFgedGxXsTzuUlZi0G8vmM5mIVuXXmcqlgdNxIrlzKXXVSdiDkM5cWSNp8LZVJgot8nSErE1lY7eQiXL1VfPjqTaWbNCRpdjZuL7D35C+22umSZ7brr4usCv27BFm9/dGIBuiEBzRCAR+WR0o2gBWRM0rPO/m15xc4BQrPzkVRf+OCPwd+VPpdyrxh5Uz78cOBQrP8lc+L0mcXglFAumUf5kuU2WlogNWzS5tIWO3PTvN26snRs6vermzzr3y+s13ua8hHPPTlTS3PypVDzm4p7yL0n/3a2qqrJara+99to+2Lfv4MGDf/nLX4zeC5NCc0SobI4gESOl1a+99lpubm5jY6Pg38USsTCRCqZTwQwN6+yzk+3Jo0Kx8pa4C+lTA3xx/qSAWcjV2Z8x9uTRcXiLtnHIzfaN0ycR2VuJa1Suz4ndkvvKScTZUjdYNJ/yp7hun67qJKKUKkwc9brFSdIT8e9//3tE/O2FR6QciQyB5oiIzURkZWRkCP5FNBFnUw5DueMpfxLlT9Wq+l+YxIViy7rxnlcmj/6CKZQ3gXLipBxO+1NHQrHlQcazT4c4ZEufRLyNiq/Tqs7tWVg3X2xIVzsnsfup+aE3VTiLcsezb/vcsxPr5iWIbfOahO4nJ6ttbt7VVLRw+NUPXyc9ESPrb09v6IYINEdELCfiWGKJeHgB78AVR7njKW8i5U/SpfKuprwJ4oNCwypvvD6JeGSRVmt52XIuFruCsP66WZfzRLdgTeCfrWXLeWO82Davjb/8pqQPLyEq9yoqnE1FC6kwAYmoDLohAs0RgUTkE0vEoyuCHr5yx1HueMqboKpyx1PuOMq9SuKI0LAqnK1PIh7+hIZreentuf635h5fGniY2HjjrH+/NifkKt6x5T8Qdzw5cCg23hD/71c0/AgTR9aZVDANiagMuiECzRGBRORTkogBj2YyyuiEM0sivj2bChOpcJaG5T84q3FJYvUswUgu0fOHgC+UGGzlkiAUGxfHVycKR4ee/wscoqoqV2w8LvjdjfS/PW2hGyLQHBFIRD6xRKz/lvFpZIY6ukKfRGTP0+ZNoPwpZJ2pVfn+Gu9el8AFWNs9Cf/KiBd+WcEMyrta+scT35+vcq+dWp04fE6x7a5p//qDDnHIFhJREXRDBJojAonIJ5aIramUN974QDK86r+lZyIOV9yVJUxTNFzFNKYmU95Ek56t5QqJqAi6IQLNEYFE5BNLxO4css40/ghpbOWNp9ZUfRIx6Kx0HOWOo7wJlHe1FnXlhG1ETFiLzlALfncj/W9PW+iGCDRHBBKRTywRh1xklXZ/ruA18BJz4mvGHF1PfI05+ZDq+9dYZ4Z8bJ/miSioOMqJo9yrRte4MTX6C6LxnK3gdzfS//a0hW6IQHNEIBH5QtxzR8Ws6UdvMO+uYY4lMd3PGHN0vfB7puwGpnwJ4/6Oiu1YZ9Jgo8xAlJiIjjXGJ5DZqkTsgVCC392ioqKI/tvTVqQfiXSF5oiI2UTMyMj429/+JvjHEIkoY7mpMI0ctzKl1zPNa408wPY9x5TfxJQvYervUPo0DPkLTUlqIrosxieQ2ap6vUjDxv7unj592u12d8QkQTcaGhpOnDhh9E6ZBZojQtvmCBIx4lotLxFP/EzBMPHMzuGbjtqXMudfNvIAe/kgU34T+2wNpiFFUSiKHqKDkZaIXVnqZ6WjqkKdsw34u/vRRx+dP39+IPYIunHixImuri6jd8os0BwR2jZHkIgR12p5idhnI6u8+1by78FtTzb6GJszsjNKQrFgGnVmygtDIpKaiIONWLk0qkKds5X3uxvt0A0RaI4IbZsTQ8++ICK/l/ImST+mXXqdcXxq1LPsP3rDyGMsN0bkQrFptZwtFEwRf6h7MNIS0e/F1S2jyjqDhlwiDU5N8n4AAAomSURBVMNhjg/dEIHmiEAi8snuRvV66cc0591M6SKmfDFTtkS7h/eqqPceY8oWX4nnmxj7UqZsMdP3nOQtlK5S1mTJtwYvvt74HDJPhXrsFg5zfOiGCDRHBBKRT3Y3JE+c9qcyx5KY9x5jvPtHRmb2ZK2e3yu7zr/M2Jde2Y2ljHc/05/K2JcyDSnStmCdQV1ZyposOREVnaeN2gp1zhaHOT50QwSaIwKJyKekG6NurhK0Gr/MfLhn+L97LUzFsuFhoiHLTS8fHJm/tScznU8N/7t3P1O9UtpGCqaT36usyZITUf552qgtCedscZjjQzdEoDkikIh8Srrhep7yZZxNZKt5LVO6iDmWxFQsY3ot4T7AcvOlpTcwzrvkbyFvPDU8objJkhNR5nnaaK6CaeRxi3cLhzk+dEMEmiMCicinpBt+LxUmyj3EXT7IVN4y8nT7cM6d8udLK25WtLqnYIayNTUsOY8YLr/T+DQyQ4lem8/CYY4P3RCB5ohAIvIp7EbbS5Q/VUEycRc/1NwWpnWnF37PVNw8cvpw4CX5G1E3QCR5iYi7x+YwlD+V2l4K2aqMjAwc5jg46ItAc0QgEfkUdsPvpSOLFRzr2reMDNfqv6j0xjGSq9cyksHlS5j2LYq28/Y8NQNEkpeIigbgasp/IO7csxM7N0xpumXm2Dq1bsqHuyb6/hze52NIG5K/8cYb3C/uK6+8EnF/e9rC5wMRaI4IbZsT6YmovBtKBzNtjw6HYukNTPVnGe9+vY6rnU8NL+c5lsSULWHevV/RdqQNV8TJSUQiangiDCtOfX++6vSWyQ1J8TWzEuvmJfAf/yuo2nkJNXMS6hYmdH5jyr9fCUs0lt8ppU9nzpxhf30zMjKqq6sj7m9PW2VlZdwf88GDB2O8GwJojghtmxPpiaiqGyXJyo54HU+MZJXjVl1u7Xbiq4w9WXUc5jBUmKh4iSlHZiLqfPOaf/1h3Mk7ptfMSaiZHTQFA1Z1YkLtnISmW2aeT52gYxzKfLyIx+Ph7kk4NDQkr9VR5NKlS0eOHGH/jNva2mK8GwJojghtmxPpiaiqGyoO3Wd2joSifSnTulGz04rnX2Zqbh+5Er9ssYo4tM4kd4b6JstMRNJrfY3/QJx77dTaICPCunkJdfMTR1Wwr5yfePKO6XpNpRZfL7dbvb29HR0dZ86cuXz5suxWRx10QwSaI0KT5kR6InIUdkPFobvXMrL6tHQRU3Ez0/NTVcdS737GeffIeUr2So+TD4f14ByQ/ETUYZjo+b9xtfMTqhNHz4hek1AzK9F5Y/ypdVPOPTvxfOoEfrHnF51LZ7KjQ2EuLkw4998TNY5DRc+fBACTiJpEVMjjpsMLFB8AP9zDVCwfvk5x+M5qycz735Z3bcZHbzBnfsLU3D7qnqXHkpiK5eoufCycTf0OTZokPxFJ42Fi/+6r6xaOirTaOQl1CxO6n5zsPxD6ScKX34zr/fHVDUnxglFj3cKE7m2aXkCp0WcQADBErCciEfU7JN7FJmBdep1pXjtqYFd2I1O+mKn6NNP2KNP3HOPZF+C7vPuZvueY97cwdZ8f/np+FtqTmZYH1V3yWJhAna9r1SFFidjv0Or+NWe/P6l+QTwXYzWzE+r/I773x1cr2NS5Zyc2LoqvmcOfQU049dAUbeIQA0SACIdEJCLqfJ0KE9QcDM+/zDSkMOU3jYwXuVOM3AIZfrH36Rb+42KmfDHjvJu58Ht1R+aC6eT8robtUZSIRFT1VcpTu4blwq/H1/NGh3ULEk59faqUcWGwuvxmXNe3Jtd/YmSb9Qvi+3cryVdhHV2hYdMBIPyQiMOc36WC6SoPid79TPsmxp7M2JOFwz6Rsi8dHlOe+YkWt8LJm0Bld2jbG6WJ6O2hwllq3oz/QFxDEi+6PpHQt1OL6MphzqdOqL921JbVXpjx9iwabNS07QAQbkjEEWV3qB/SsOXZx5z5CdPyIFP3eeGokSvHrYzzbsb9HWbgJU3vCXdksfrLLQSUJiIpvDkQV+61U7mlNJqN5K6UYPTpul3FByLVtwUCADNAIo5QeiMbE9XhBSHvL62AikQkomO3UZ6SJZ2X34yrnTucWDXXJHbcrzxZg9WZrZPrrrxE7byEf/1hnMJN6fAxBADCD4k4isdNb881PtiU1dvzdJq3U5eIvgF6R8mThM/+4Oraa0ZOH15+U/m5Q5Fy3hh/5fr9RPdaRaGrz8cQAAg/JKLQkIveuV7ZqMbIOrxAv9NY6hKR2A8a18h9S++vmeYYXlyaeHrLZJ0a9+Guidwl/86l8q+h1O4aFwAwHBIxAN8AHbuN8vU6CGtceRPoyGJdRymqE5GI+mz0trxrXJxLZw7PZ85PuPBrvW6U6vvzVTVzRiZOZcahlte4AIDhkIhBNTxOhaZ/IHzBdCq7Q+9zWFokIhG997+yGtpwXTx3Mb6ayy1CFnc7m9o5chJR62tcAMBwSEQx7/2vmov3da/ChPAckzVKRCJqeDxiht7ipcM1LgBgOCRiCP0OBafAwhKHs8M2Y6ddIpLypafmKiwuBYhGSMTQPG46usJET4YvmB7m9RyaJqJvgI6tjOCRYt4EOpJMPvyRAEQhJKJU3Tl0eIH6+9qoqvxJVJhI7b8N81vXNBGJyO+l2g1UMMP4eJP9A5hMZXcgDgGiFRJRnvbfUmEi5Wv6vAQplTeeCmdRyzOGzNVpnYis1l9RYaLxISe9ChOp4XFdWgEA5oBElM3vpZZnqHAW5er5JHZ+FUyjhifI22PUO9YnEYmoO4+KIuSGCIWzqWOvXn0AAHNAIirk7aG6R6lgOhVM0zEIC6ZS9XrD74iiWyIS0ZCLihYaH3ji9fY1uAwfIBYgEVXxe6kzk0pXUcE0zaKxYAoVTKOSZOrMNMkZKz0Tkbi1NmGfiZZSeePpSLLhH0kAIDyQiNrwuKkzk6rXk3XGcMlLwWlkjaf8yVR+J3Wkm+0IrHMiEjcTbbIbIlhnUsMTJvlUAgBhgETU3pCLurLIZSHHGjq6gvKC34Ds6Aoqv5NcFurMNPO0nP6JyPK4qXQVWU2Qi9YZVJKM5x0CxBokIoQUrkRknS2i4usNu/yzYBoVzqaurLC+ZQAwByQihBTeRGR154Q7F9ks7Mw04M0CgDkgESEkIxKR1Z1DjjVUMIUKpugVhPmTqGAala5CFgIAEhFCMi4RWd4e6kin4us1XtFrnUGHF5DrebMtZAIAoyARISSjE5HDruh1rKH8yWSdqXBFb9744RW9Qy6j3w8AmAsSEUIyTSLyDTYOr+gtv5NKksWCsCSZSleZf0UvABgOiQghmTIRAQC0Nj7vG0hEEIdEBICY8ETDH8fnPczG4aojzyARYSwkIgDEhAHfxfXVv2Hj0PleCxIRxkIiAkAMuXTpUscVHo/H6N0Bc0EiAkBsuXDhQnd3d39//8cff2z0voC5IBEBAACIkIgAAAAsJCIAAAAR0f8HmO5L5iR6Z3oAAAAASUVORK5CYII=" width="321" height="134" /></p>
<p><strong>Etes-vous prêt à appliquer l&rsquo;acquis ?</strong></p>
<p><img class="aligncenter" alt="" src="data:image/png;base64,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" width="318" height="142" /></p>
<p><strong>Motifs de satisfaction : </strong></p>
<p>&laquo;&nbsp;Découvertes d&rsquo;applications pratiques assez facilement transposable dans mes formations&nbsp;&raquo;<br /> &laquo;&nbsp;Atelier concret et interactif&nbsp;&raquo;<br /> &laquo;&nbsp;Bonne alternance entre la théorie et la pratique&nbsp;&raquo;<br /> &laquo;&nbsp;Ludique et synthétique&nbsp;&raquo;</p>
<p>&nbsp;</p>
<p>Merci à vous tous, n&rsquo;hésitez pas à me tenir informé de vos évolutions.<br /> Les morceaux d&rsquo;une tarte diminuent au plus il y a de personnes alors que le partage des connaissances nous enrichit tous.</p>
<p>Bonne route avec les cartes !</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>https://www.optimind.be/blog2/?feed=rss2&#038;p=2670</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Utilisation pragmatiques de cartes mentales comme outils d&#8217;évaluation</title>
		<link>https://www.optimind.be/blog2/?p=1157</link>
		<comments>https://www.optimind.be/blog2/?p=1157#comments</comments>
		<pubDate>Mon, 22 Aug 2011 15:57:43 +0000</pubDate>
		<dc:creator><![CDATA[Fabienne]]></dc:creator>
				<category><![CDATA[enseignant / formateur]]></category>
		<category><![CDATA[carte heuristique]]></category>
		<category><![CDATA[carte mentale]]></category>
		<category><![CDATA[évaluation]]></category>
		<category><![CDATA[mind mapping]]></category>

		<guid isPermaLink="false">https://www.optimind.be/blog/?p=1157</guid>
		<description><![CDATA[Le GREFE (Groupe de Recherche en Education et Formation en Environnement) et La Haute Ecole de Bruxelles, section pédagogie (institut d&#8217;enseignement supérieur pédagogique De Fré) testent les cartes comme technique d&#8217;évaluation en éducation relative en environnement. utilisation pragmatique de cartes mentales comme outil d&#8217;évaluation]]></description>
				<content:encoded><![CDATA[<p>Le GREFE (Groupe de Recherche en Education et Formation en Environnement) et La Haute Ecole de Bruxelles, section pédagogie (institut d&rsquo;enseignement supérieur pédagogique De Fré) testent les cartes comme technique d&rsquo;évaluation en éducation relative en environnement.</p>
<p><a href="https://www.optimind.be/blog/wp-content/uploads/2011/07/utilisation-pragmatique-de-cartes-mentales-comme-outil-dévaluation.pdf">utilisation pragmatique de cartes mentales comme outil d&rsquo;évaluation</a></p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
