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	<title>Optimind - Mind Mapping - Formations - Cartes heuristiques &#187; statistique</title>
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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>

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		<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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		<item>
		<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>

		<guid isPermaLink="false">https://www.optimind.be/blog/?p=5651</guid>
		<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>
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		</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>

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		<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>
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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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" 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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" 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>
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