tag:blogger.com,1999:blog-57972384506086864852024-03-14T03:51:02.802+01:00SOS-ECRITURE : LE BLOGPour qu'écrire redevienne un plaisir -
Rééducation de l'écriture - DysgraphieUnknownnoreply@blogger.comBlogger136125tag:blogger.com,1999:blog-5797238450608686485.post-6889093277033089772019-12-31T21:10:00.000+01:002019-03-29T09:36:43.816+01:00Bienvenue sur le blog de SOS-ÉCRITURE<div class="separator" style="clear: both; text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitMdGyQCR6e2cBVB3rIh0C2E9Xh7D_qF9NuMt9PSDIgNZrK5ukP97lpQ4iiPsqGsHTlATak4G5c_jmYvVtiOBqsKLl4V2Cr9dQQdzhitAzqfWkHHtw65__MTngsSsx2hVXNnhVNQR1Dlk/s1600/%C3%A9criture-02.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="écriture cursive dysgraphie" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitMdGyQCR6e2cBVB3rIh0C2E9Xh7D_qF9NuMt9PSDIgNZrK5ukP97lpQ4iiPsqGsHTlATak4G5c_jmYvVtiOBqsKLl4V2Cr9dQQdzhitAzqfWkHHtw65__MTngsSsx2hVXNnhVNQR1Dlk/s1600/%C3%A9criture-02.jpg" title="rééducation de l'écriture" /></a> La <a href="http://www.sos-ecriture.fr/search/label/S%C3%A9ances" target="_blank">rééducation de l'écriture</a> est une spécialité méconnue dont le but est de traiter et corriger les troubles liés à l'écriture manuscrite : illisibilité, lenteur, douleurs, dysgraphie. Quel que soit l'âge, il est possible de restaurer son geste graphique et d'améliorer son écriture en quelques séances.</div>
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J'ai créé ce blog, car je suis <a href="http://www.sos-ecriture.fr/2011/09/objectifs-de-la-reeducation-en-ecriture.html" target="_blank">rééducatrice de l'écriture</a>. Vous trouverez ici tout ce qu'il faut savoir sur ma profession, ainsi que des conseils pour vaincre une <a href="http://www.sos-ecriture.fr/2011/09/dysgraphie.html">dysgraphie</a>, (ou éviter de la provoquer). Ce site est un résumé au jour le jour des progrès de mes élèves et de l'évolution de nos connaissances. Je l'ai créé pour partager avec mes élèves, leurs enseignants, les parents ou les professionnels intéressés.<br />
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J'ai également un site web professionnel <a href="http://www.sos-ecriture.com/">www.sos-ecriture.com</a> ou vous pourrez prendre rendez vous pour une rééducation de l'écriture si vous le souhaitez.<br />
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Mon cabinet de rééducation est situé à Obernai, en <a href="http://www.sos-ecriture.fr/2011/11/contact.html" target="_blank">Alsace.</a><br />
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Je travaille également en collaboration avec d'autres cabinets de rééducation en écriture un peu <a href="https://www.google.com/maps/d/edit?mid=zk93g4dkBZXU.kzQ7lzhPge54&usp=sharing" target="_blank">partout en France</a>.<br />
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N'hésitez pas à fureter sur mon blog. Pour vous y retrouver, voici quelques thèmes abordés :<br />
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<li>La scolarité et l’<a href="http://www.sos-ecriture.fr/search/label/Scolarit%C3%A9" target="_blank">apprentissage de l'écriture cursive</a></li>
<li>Des informations sur la <a href="http://www.sos-ecriture.fr/search/label/S%C3%A9ances" target="_blank">rééducation de l'écriture </a></li>
<li>Je m’intéresse aussi à l'apport des <a href="http://www.sos-ecriture.fr/search/label/Neurosciences" target="_blank">neurosciences </a>sur la compréhension du geste d'écriture </li>
<li>Vous trouverez donc des informations sur la <a href="http://www.sos-ecriture.fr/search/label/Dysgraphie" target="_blank">dysgraphie</a> et d'autres particularités pouvant affecter l'écriture manuscrite : <a href="http://www.sos-ecriture.fr/search/label/Dyspraxie" target="_blank">dyspraxie</a> <a href="http://www.sos-ecriture.fr/search/label/Dysorthographie" target="_blank">dysorthographie</a>, <a href="http://www.sos-ecriture.fr/search/label/Autisme" target="_blank">autisme</a>, <a href="http://www.sos-ecriture.fr/search/label/Pr%C3%A9cocit%C3%A9" target="_blank">précocité</a> </li>
<li>Mon point de vue sur les outils d'écriture : <a href="http://www.sos-ecriture.fr/search/label/Choix%20du%20stylo" target="_blank">stylos</a>, <a href="http://www.sos-ecriture.fr/search/label/Guide-doigts" target="_blank">guide-doigts</a>, <a href="http://www.sos-ecriture.fr/search/label/Clavier" target="_blank">claviers...</a>
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<li>Quelques réflexions personnelles sur <a href="http://www.sos-ecriture.fr/search/label/Scolarit%C3%A9" target="_blank">l'écriture cursive et la scolarité</a></li>
<li>Un petit <a href="http://www.sos-ecriture.fr/2012/10/historique-de-lecriture-cursive-en.html" target="_blank">historique </a>de l'écriture cursive en France
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<li><des a="" href="http://www.sos-ecriture.fr/search/label/Resultats" target="_blank">Des <a href="http://www.sos-ecriture.fr/search/label/Resultats" target="_blank">exemples</a></des><a href="http://www.sos-ecriture.fr/search/label/Resultats" target="_blank"> de résultats</a> de rééducations de l'écriture
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<li>Combien <a href="http://www.sos-ecriture.fr/search/label/Dur%C3%A9e" target="_blank">dure</a> une rééducation ? <a href="http://www.sos-ecriture.fr/search/label/Co%C3%BBt" target="_blank">combien ça coûte</a>? et d'autres <a href="http://www.sos-ecriture.fr/search/label/Questions" target="_blank">questions</a> pour les patients.</li>
<li>Des informations plus destinées aux <a href="http://www.sos-ecriture.fr/search/label/Ajuriaguerra" target="_blank">praticiens</a> </li>
<li>Une liste des <a href="http://goo.gl/maps/1BPZ7" target="_blank">cabinets de rééducation de l'écriture</a> avec lesquels je collabore</li>
<li>Quelques <a href="http://www.sos-ecriture.fr/search/label/Conf%C3%A9rence" target="_blank">conférences et formations </a>que mes collègues et moi-même organisons sur ces thématiques </li>
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N'hésitez pas à me <a href="http://www.sos-ecriture.fr/2011/11/contact.html" target="_blank">contacter</a> si vous avez des questions, ou si vous souhaitez que j'aborde un thème particulier dans ce blog. </div>
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Cordialement,</div>
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Anne-Gaël TISSOT : <a href="mailto:info@sos-ecriture.fr">info@sos-ecriture.fr</a></div>
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Unknownnoreply@blogger.comObernai, France48.46226 7.4816848.4203705 7.403059 48.504149500000004 7.560301tag:blogger.com,1999:blog-5797238450608686485.post-8248408700610285142019-03-29T09:41:00.000+01:002019-03-29T09:46:41.748+01:00La rééducation de l'écriture : pour qui, pourquoi?<div class="separator" style="clear: both; text-align: center;">
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/qyjZzz3MtB8/0.jpg" src="https://www.youtube.com/embed/qyjZzz3MtB8?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-63683315924555298162019-03-29T09:35:00.003+01:002019-03-29T09:35:47.232+01:00Les élèves écrivent ils réellement plus vite aujourd'hui?<h2 style="text-align: justify;">
Les élèves d’aujourd’hui écrivent-ils vraiment plus vite?</h2>
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On me demande souvent si les élèves écrivent à la "bonne" vitesse pour leur niveau scolaire.</div>
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Il
n'y a pas de bonne réponse à cette question, mais il est évident qu'il
faut que la vitesse d'écriture soit adaptée aux besoins de l'élève : </div>
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<a href="https://images.theconversation.com/files/195796/original/file-20171122-6044-vp5epk.jpg?ixlib=rb-1.1.0&q=45&auto=format&w=926&fit=clip" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" class=" lazyloaded" data-id="195796" data-src="https://images.theconversation.com/files/195796/original/file-20171122-6044-vp5epk.jpg?ixlib=rb-1.1.0&q=45&auto=format&w=926&fit=clip" height="212" itemprop="image" src="https://images.theconversation.com/files/195796/original/file-20171122-6044-vp5epk.jpg?ixlib=rb-1.1.0&q=45&auto=format&w=926&fit=clip" width="320" /></a>En
effet, une production écrite sub-optimale dans sa vitesse (ou sa
lisibilité) peut handicaper de nombreux aspects de la scolarité et même
de la vie sociale. La vitesse est indispensable pour obtenir une prise
de note adaptée au rythme de l’enseignement. Lorsqu’un élève a une
écriture trop lente, le risque de décrochage scolaire est important et
la durée des études, de même que l’insertion scolaire et professionnelle
risque d’en être impactée.</div>
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La vitesse d'écriture
progresse tout au long de la scolarité. De nombreuses études ont
quantifié la vitesse d'écriture dans les différentes classes du système
éducatif français.<br />
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Je me sert parfois des données fournies par le <a href="https://monblogdereeduc.blogspot.com/2019/03/dysgraphie-evaluation-avec-l-bhk.html">BHK</a>
: c'est un texte de référence qui va en se complexifiant. On évalue la
vitesse en regardant combien de lettres ont été écrites en 5 minutes.<br />
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Les vitesses moyennes pour les différentes classes de primaire sont (nombre de lettres par 5 minutes):<br />
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<img alt="" src="data:image/png;base64,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" /><br />
<br />
On voit que la performance des élèves est presque multipliée par 5 entre le CP et le CM2. <br />
<br />
Mais pour autant, est-ce que les élèves écrivent plus lentement ou plus vite aujourd'hui qu'autrefois?<br />
<br />
<br />
Le <a href="https://monblogdereeduc.blogspot.com/2019/03/dysgraphie-evaluation-avec-l-bhk.html">BHK</a>
a été publié au début des années 2000 (par Charles Soppelsa et
Albaret). Par ailleurs, on ne dispose pas de données plus anciennes en
français pour ce texte (initialement ce test avait été développé avec un
texte similaire en néerlandais par Hamstra-Bletz et Blote en 1990).<br />
<br />
Les mêmes auteurs ont publié les vitesses suivantes dans l'ouvrage "troubles de l'écriture chez l'enfant, des
modèles à l'intervention" chez de Boeck et Solal.<br />
<div>
<br /></div>
Notez que les vitesses sont très similaires pour l'écriture cursive dans différent pays européens.<br />
<br />
<table border="0" cellspacing="0" cols="6" frame="VOID" rules="NONE"> <colgroup><col width="86"></col><col width="86"></col><col width="86"></col><col width="86"></col><col width="86"></col><col width="86"></col></colgroup> <tbody>
<tr> <td align="CENTER" height="51" rowspan="2" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;" width="86"><br /></td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;" width="86"><br /></td><td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;" width="86"><br /></td><td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;" width="86"><br /></td><td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;" width="86"><br /></td><td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;" width="86"><br /></td> </tr>
<tr> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">France</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">Suisse</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">Italie</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">Pays-Bas</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;"><span style="font-size: x-small;"><span style="font-family: inherit;">Irlande</span></span></td> </tr>
<tr> <td align="CENTER" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">CP</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">10</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;"><br /></td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;"><br /></td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;"><br /></td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;"><br /></td> </tr>
<tr> <td align="CENTER" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">CE1</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">24</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">22</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">27</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">25</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;"><br /></td> </tr>
<tr> <td align="CENTER" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">CE2</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">34</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">33</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">38</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">35</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">42-45</td> </tr>
<tr> <td align="CENTER" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">CM1</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">45</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;"><br /></td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">48</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">46</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">51-58</td> </tr>
<tr> <td align="CENTER" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">CM2</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">46</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;"><br /></td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">55</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">54</td> <td align="CENTER" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: 1px solid #000000;">55-61</td> </tr>
</tbody></table>
<div style="text-align: center;">
vitesse (signes par minutes) dans différents pays</div>
<br />
<br />
<br />
Un
autre test, le test de Lespargot, Marquet-Guillois et Truscelli a été
étalonné en 1981, puis en 2008 par Alexandre. Il consiste en une
évaluation de la vitesse d’écriture chez l’enfant par<br />
le moyen de 3 épreuves : dictée et copie d’un texte et écriture répétitive d’un même mot<br />
pendant
cinq minutes. Il existe quatre textes correspondant chacun à un niveau
scolaire. Cette épreuve permet de comparer la vitesse d’écriture d’un
enfant dans les différentes situations d’écriture qu’il est amené à
rencontrer au cours de sa scolarité.<br />
<br />
Le ré-étalonnage de cette épreuve en 2008 a permis de constater une diminution de la vitesse<br />
d’écriture chez les enfants par rapport à l’étalonnage de 1981. <br />
<br />
Si
on veut comprendre l'évolution de la vitesse d'écriture sur une plus
longue période, on doit regarder des études réalisées dans d'autres
pays. Au Royaume-Uni, on dispose d'une étude datant de 1915. À l'époque,
l'écriture manuscrite est indispensable pour un certain nombre de
métiers : les registres commerciaux sont tous tenus à la main, et
produire rapidement une écriture lisible est un atout sur le marché du
travail. <br />
<br />
<div class="character-count tlid-character-count">
<div class="cc-ctr normal">
<span class="tlid-translation translation" lang="fr"><span class="" title="">Freeman a donc proposé en 1915 des normes pour</span></span><span class="tlid-translation translation" lang="fr"><span class="" title=""> une écriture fonctionnelle basée sur les exigences des employeurs d'employés de bureau</span></span><span class="tlid-translation translation" lang="fr"><span title="">. </span><span title="">Aujourd'hui, les employeurs s'inquiètent probablement davantage de la compétence de leurs travailleurs</span></span><span class="tlid-translation translation" lang="fr"><span title="">
dans la communication au clavier que dans leur écriture manuscrite.
Néanmoins les normes établies par Freeman permettent de comparer
l'évolution des vitesses d'écriture au cours du dernier siècle. En 2002
Karlsdottir (Université de Norvège) reprend plusieurs travaux datant des
années 1910, 50, 60, 70 et 90 pour comparer les vitesses d'écriture des
élèves. </span></span></div>
<div class="cc-ctr normal">
<span class="tlid-translation translation" lang="fr"><span title=""><img alt="" height="458" src="data:image/png;base64,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" width="640" /></span></span></div>
</div>
<br />
<br />
On
observe nettement une tendance à un ralentissement de l'écriture dans
les classes de primaire entre la première et la seconde moitié du 20ième
siècle.<br />
<br />
Était-ce vraiment mieux (ou du moins plus
rapide) avant ? Pas forcément : n'oublions pas que le 20ième siècle a
été aussi celui de la généralisation de l'instruction, menant beaucoup
plus d'enfants à la fin du cycle d'instruction primaire. Des enfants peu
rapides qui auraient décroché du système scolaire (ou qui n'auraient
pas eu la chance d'effectuer un cycle complet en primaire) au début du
20ième siècle n'apparaissent pas dans les statistiques de Freeman ou
Ayres en 1915, et sont probablement plus nombreux dans les statistiques
de la seconde moitié du 20iÈme siècle.<br />
<br />
Quoi qu'il en
soit, à partir des années 70, les exigences des employeurs vis à vis de
la vitesse d'écriture manuscrite ont progressivement disparues, et les
exigences en primaire sont probablement devenues moins focalisées sur la
vitesse.<br />
<br />
<u>Pour aller plus loin :</u><br />
<br />
<ul>
<li><a href="http://www.sos-ecriture.fr/2012/02/diagnostiquer-la-dysgraphie.html" target="_blank">Diagnostiquer la dysgraphie</a></li>
<li><a href="http://www.sos-ecriture.fr/2013/11/dysgraphie-de-ladolescent-lechelle-bhk.html" target="_blank">L'échelle BHK pour les adolescents</a> </li>
<li><a href="http://www.sos-ecriture.fr/2012/02/lechelle-dajuriaguerra-loutil.html" target="_blank">L'échelle de dysgraphie d'Ajuriaguerra</a></li>
<li><a href="http://www.sos-ecriture.fr/2012/03/dysgraphie-dans-la-litterature.html" target="_blank">La dysgraphie dans la littérature scientifique</a></li>
<li><a href="http://www.sos-ecriture.fr/2013/11/a-quelle-vitesse-les-eleves-ecrivent.html" target="_blank">A quelle vitesse les élèves écrivent ils ? </a></li>
</ul>
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-22802234522391678882018-07-10T14:31:00.002+02:002019-08-25T16:58:44.082+02:00Spécial enseignants : Quel cahier pour apprendre à écrire en CP ?<div style="text-align: justify;">
<a href="https://www.sos-ecriture.com/post/sp%C3%A9cial-enseignants-quel-cahier-pour-apprendre-%C3%A0-%C3%A9crire-en-cp" target="_blank">L'article est accessible en cliquant sur le lien !</a></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-63043235283509403782017-12-19T20:54:00.002+01:002017-12-20T08:14:20.183+01:00Rééducation de l'écriture au collège et au lycée : ça marche aussi !<div style="background-position: 0px 0px; border: 0px; box-sizing: inherit; line-height: 32px; margin-bottom: 3.2rem; margin-top: 3.2rem; outline: 0px; padding: 0px; vertical-align: baseline;">
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<div style="color: rgba(0, 0, 0, 0.701961);">
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">La rééducation de l'écriture est destinée à toute personne souffrant de son écriture. Elle a pour objectif d'améliorer la lisibilité, le soin, la vitesse ou encore la douleur liée à une mauvaise tenue de crayon.</span></div>
</div>
<div style="color: rgba(0, 0, 0, 0.701961);">
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Chez l'enfant de primaire, en cours d'apprentissage de l'écriture, il semble logique que la rééducation soit efficace. Mais qu'en est-il de la rééducation des adolescents et jeunes adultes ? Quand j'en discute autour de moi, l'idée qui prédomine est que cela serait trop tard. Parfois, c'est même dès le CE2 que l'on affirme qu'il n'est plus possible de changer les habitudes.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Et pourtant... Il n'est jamais trop tard pour restaurer son geste d'écriture et retrouver une écriture lisible, fluide et sans douleur. Que l'on soit en primaire, au collège, au lycée, dans les classes supérieures, ou encore dans la vie active, il est toujours possible de s'améliorer!</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Pour en témoigner, voici une vidéo illustrant les progrès de collégiens et lycéens. </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">PS : La plus longue des rééducations présentées ici a duré 5 mois et 12 jours.</span></div>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/xcZelo4Dui0/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/xcZelo4Dui0?feature=player_embedded" width="320"></iframe></div>
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-6972209854919868442017-08-29T12:45:00.004+02:002017-12-19T20:56:15.054+01:00La police de caractères idéale pour vos modèles d'écriture<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbGxqTvfcnIww7ZtR4fZ7DNtAUuYYN1GeDHSWzwNt8iX5LfiSKX9os2bv3PfAfqMaOC6tGWXkjgnfwDTM_5ZcHEsQiQAckm_RrMEjUeBPc0iVXYueWrkj68DFzinDdPb0JvL8jaQO_Xgs/s1600/shapeimage_1.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" data-original-height="211" data-original-width="281" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbGxqTvfcnIww7ZtR4fZ7DNtAUuYYN1GeDHSWzwNt8iX5LfiSKX9os2bv3PfAfqMaOC6tGWXkjgnfwDTM_5ZcHEsQiQAckm_RrMEjUeBPc0iVXYueWrkj68DFzinDdPb0JvL8jaQO_Xgs/s1600/shapeimage_1.png" title="Police Belle Allure de Jean Boyault" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Police de caractère Belle allure de Jean Boyault</td></tr>
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<span style="background-color: white; color: #50504d; font-family: , "hoefler text" , "times new roman" , serif; text-align: justify;">Jean Boyault a créé une police d’écriture nommée «Belle Allure» qui conviendra parfaitement aux modèles que vous souhaitez réaliser pour vos élèves. Elle a le gros avantage d’être entièrement gratuite et de posséder plusieurs options telles que le gras ou le choix dans les majuscules (bâtonnées, calligraphiées simplifiées ou calligraphiées à l’anglaise). </span><br /><span style="background-color: white; color: #50504d; font-family: , "hoefler text" , "times new roman" , serif; text-align: justify;">Merci Jean Boyault !</span><br />
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<tr><td style="text-align: center;"><span style="margin-left: auto; margin-right: auto;"><a href="http://dl.dafont.com/dl/?f=belle_allure"><img border="0" data-original-height="103" data-original-width="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnj9Cz-ukrs5IIHqeArKBOcY5UvVhCvTvbFLgnWLgyZQ_Whm0J-bVGTRanOkpN34u6-DhD3gaKF5f3tY6nq94MVHiZFy5tMJ6P_yx9DInTz59e7tEb5DQE1LEK5qX8W475UyuElhmValg/s1600/screenshot_66.jpg" /></a></span></td></tr>
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<a href="http://dl.dafont.com/dl/?f=belle_allure"><br /></a></div>
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<span style="background-color: white; color: #50504d; font-family: , "hoefler text" , "times new roman" , serif; font-size: 18px; text-align: justify;">Lien vers le site de l'auteur de cette police : <a href="http://jean.boyault.pagesperso-orange.fr/index.html" target="_blank">cliquez là !</a></span>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-45537170994026148962017-08-27T18:44:00.000+02:002017-08-27T18:49:19.209+02:00Écriture en primaire : Est-ce si important que l'écriture soit belle en primaire ?<div style="text-align: justify;">
Suite à mon article sur les modèles d'écriture utilisés par les enseignants et à la publication du mémo associé, j'ai reçu de nombreuses questions et remarques.</div>
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Ainsi, un enseignant explique qu'il privilégie avant tout l'orthographe sans donner trop d'importance à la qualité de l'écriture en primaire.</div>
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Malheureusement, c'est une erreur. En effet, tout le monde peut constater que l'écriture normale de l'adulte moyen n'a pas du tout la même allure que l'écriture des enfants : elle est personnalisée.</div>
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Pour autant, cette personnalisation ne nous empêche pas du tout de lire. Pourquoi ?</div>
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Tout simplement parce qu'il existe un certain nombre d'invariants communs avec l'écriture de base, ce qui fait que nous reconnaissons sans peine les lettres, mêmes déformées, dans leur contexte.</div>
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Par contre, lorsque les règles de base de l'écriture cursive ne sont pas acquises, la dégradation ultérieure de l'écriture fait qu'elle en devient difficilement lisible, et donc problématique.</div>
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Voici l'exemple d'une écriture d'élève de CM, qui en général n'inquiète pas trop les enseignants. Il y a bien pire, c'est lisible, il n'y pas pas trop de fautes...</div>
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<tr><td style="text-align: center;"><img alt="écriture élève CM" border="0" data-original-height="737" data-original-width="1509" height="195" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYH3AqzJ1qpA1E3-UF-cBqm5VspsNdZCKr3z-1iEvSlueQCZh7gfCcY8jFCQg3FqeW1Mbyv-txNw-NxkXEifbF5CUM3D2SUmx3eaAtp9WhjZu-6FyKlhTsMYSHTjnZ0Q-YpoO2vqP-3po/s400/e%25CC%2581criture+CM.jpg" style="margin-left: auto; margin-right: auto;" title="Écriture de l'élève en CM" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Écriture de l'élève en CM. </td></tr>
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On note déjà toutefois quelques soucis : des trous dans les mots, les lettres sont irrégulièrement inclinées et la tenue de ligne fluctuante, les "e" sont trop grands et cabossés, il y a un trait d'attaque sur les lettres rondes qui sont faites sans lever le crayon (observez le "c" de "consigne, ligne 3).</div>
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Que devient cette écriture une fois l'élève arrivé en 4ème ?</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRalTuMYsykTWsUiSBHNNgL1bqo6KNIUSHggwnWQMgduygwBuiTB7NlBCeSy2O4r3m6qILQ-fAAA_b0GuhWaiSr4Z0jbtMaNtZq5q9RS-1-kiBKfashIyyCh7yOFmX8jTd3SqxI-KZNFc/s1600/e%25CC%2581criture+4e%25CC%2580me-1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="évolution d'une écriture d'élève du primaire au collège" border="0" data-original-height="308" data-original-width="1600" height="122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRalTuMYsykTWsUiSBHNNgL1bqo6KNIUSHggwnWQMgduygwBuiTB7NlBCeSy2O4r3m6qILQ-fAAA_b0GuhWaiSr4Z0jbtMaNtZq5q9RS-1-kiBKfashIyyCh7yOFmX8jTd3SqxI-KZNFc/s640/e%25CC%2581criture+4e%25CC%2580me-1.jpg" title="Écriture du même élève en 4ème (exemple 1)" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Écriture du même élève en 4ème (exemple 1)</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgCUHHv0_SV0EwJcbYQIyXdlh_BiRsrNF2eth8_YLzD2mHQg-iH7S2dvC5AthQFuUSbCtccS1pSZbcqz0ku6PFwaUB1Be_CchGU_YvF-4ymrl22Xyl44kWyRoDQJU7I1LhJ1u-FvSLVPE/s1600/e%25CC%2581criture+4e%25CC%2580me.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="263" data-original-width="1600" height="104" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgCUHHv0_SV0EwJcbYQIyXdlh_BiRsrNF2eth8_YLzD2mHQg-iH7S2dvC5AthQFuUSbCtccS1pSZbcqz0ku6PFwaUB1Be_CchGU_YvF-4ymrl22Xyl44kWyRoDQJU7I1LhJ1u-FvSLVPE/s640/e%25CC%2581criture+4e%25CC%2580me.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Écriture du même élève en 4ème (exemple 2)</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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Clairement, l'écriture s'est fortement dégradée, à en devenir difficilement lisible (n'hésitez pas à cliquer sur les images pour les agrandir). L'écriture est devenue un problème pour la poursuite des études et les examens de ce pourtant bon élève.</div>
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Qu'est-ce qui pose problème ? </div>
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Les e qui ne sont toujours pas maîtrisés (les faire en boucle aurait été plus simple pour lui) </div>
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De plus en plus de trous dans les mots, puisqu'il met ses points barres et accents immédiatement.</div>
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Les lettres rondes avec trait d'attaque, et sans lever le crayon, qui déstructurent complètement l'écriture.</div>
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La tenue de ligne qui fluctue de plus en plus, et l'écriture qui devient trop petite : la tenue de crayon inexacte de cet élève le pénalise aujourd'hui.</div>
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En conclusion, je souhaite insister sur le point que les enseignants de primaire perdent le contact avec leurs élèves lorsqu'ils passent dans les classes supérieures. Il ne peuvent donc pas se rendre compte à quel point leur enseignement est crucial pour la suite. </div>
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Meilleur sera l'enseignement de l'écriture dans les petites classes, meilleure sera l'écriture à l'âge adulte, et bien sûr à l'adolescence. Pour bien écrire, il faut une bonne orthographe, mais pas seulement. Il faut aussi une écriture qui respecte le modèle qui n'est pas imposé pour rien, et une bonne tenue de crayon.</div>
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-7371352130557853372017-08-26T18:49:00.000+02:002017-08-26T19:05:20.597+02:00Mémo : Modèle d'écriture<br />
Suite à mon article sur l'<a href="http://www.sos-ecriture.fr/2017/08/idees-pour-bien-ecrire-episode-2-le.html">importance du modèle d'écriture lors de l'apprentissage</a>, voici un petit mémo pour se souvenir des points importants que doivent respecter les modèles.<br />
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À partager sans modération !<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCZP_50ASdTEyNnfW_QF3jggOSQo5NX5saPyp78SS9punRcB7QyMbhI6UHdUykTMSylX-XGikl6Ri8HUT2-A4vURTJ9EAAK-v7dt_FoYvzGxPxsA0wsa0gf8-SvoqZox29oh_DF9XzSBE/s1600/IMG_0500+2.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="écriture cursive importance du modèle" border="0" data-original-height="1600" data-original-width="1131" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCZP_50ASdTEyNnfW_QF3jggOSQo5NX5saPyp78SS9punRcB7QyMbhI6UHdUykTMSylX-XGikl6Ri8HUT2-A4vURTJ9EAAK-v7dt_FoYvzGxPxsA0wsa0gf8-SvoqZox29oh_DF9XzSBE/s640/IMG_0500+2.JPG" title="Mémo : quel modèle pour une belle écriture" width="451" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Mémo : quel modèle pour une belle écriture</td></tr>
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-42266159717741140662017-08-22T19:14:00.003+02:002018-07-10T09:21:59.635+02:00Idées pour bien apprendre à écrire : Le modèle d'écriture donné aux enfants<div class="separator" style="clear: both; text-align: center;">
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Vous avez peut-être lu l'article que ma collègue rééducatrice Laurence Pierson a écrit récemment intitulé : <a href="http://www.ecritureparis.fr/pour-les-enseignants/articles/95-l-ecriture-au-tableau-un-geste-professionnel-a-soigner" target="_blank">L'écriture au tableau un geste professionnel à soigner</a>.</div>
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Elle y explique en particulier les difficultés rencontrées par les jeunes enseignants qui doivent écrire au tableau de beaux modèles pour leurs élèves.</div>
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Pour ma part, je souhaite vous présenter ici quelques réflexions sur l'écriture de l'enseignant mais cette fois, dans les cahiers de leurs élèves.</div>
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En effet, j'ai eu le plaisir d'avoir ce matin en main le cahier de la petite soeur d'un de mes élèves en rééducation. Ce cahier a été commencé en fin de grande section de maternelle, puis a continué en CP.<br />
On peut, avec un peu d'observation, y découvrir comment les variations du modèle enseignant modifient l'écriture de l'enfant. </div>
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Voici une des premières pages.</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-3J3JTiZlxD9bn0RNMyKcOZT05ZwGJ28nUsL_VbJdnv5F2UmwA4mviHU9bjkBU70alY_8xkrBChpjEGnZQz0-y5U4wN76Vwj45Ft24nZ6SUH7eoqL2_a4zxk-aSCf4djApvo-M74arYU/s1600/IMG_0243+2.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" data-original-height="1600" data-original-width="1203" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-3J3JTiZlxD9bn0RNMyKcOZT05ZwGJ28nUsL_VbJdnv5F2UmwA4mviHU9bjkBU70alY_8xkrBChpjEGnZQz0-y5U4wN76Vwj45Ft24nZ6SUH7eoqL2_a4zxk-aSCf4djApvo-M74arYU/s640/IMG_0243+2.JPG" title="Cahier du jour au mois de juin, élève de grande section de maternelle." width="480" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cahier du jour au mois de juin, élève de grande section de maternelle.</td></tr>
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Je tiens tout d'abord à saluer le travail de l'enseignant. Nous sommes donc en juin de l'année de grande section de maternelle, dans une classe bilingue français-allemand. Il est clair que les enfants on été sérieusement préparés à l'écriture cursive, comme le montre le travail de l'élève qui arrive a écrire en cursif dans les lignes.</div>
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Le cahier choisi présente un lignage Seyès dit "grands carreaux" agrandi, dont l'interligne fait 3mm. C'est un excellent choix parfaitement adapté pour la grande section ou le CP, même pour les élèves de CE1 qui en ont encore besoin.</div>
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Le lignage est également bicolore, la ligne de base est bleu foncé, alors que les interlignes sont en bleu turquoise. Le contraste des couleurs permet une perception optimale du lignage par les enfants.</div>
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L'enseignant s'est donné beaucoup de mal à tracer les modèles à la main, avec une graphie irréprochable. <a href="http://www.sos-ecriture.fr/2013/02/ecriture-cursive-la-lettre-e-est-la.html">La lettre "e" est réalisée simplement, en petite boucle</a>, <a href="http://www.sos-ecriture.fr/2012/11/le-trait-dattaque-devant-les-lettres.html" target="_blank">le a est présenté sans trait d'attaque inutile. Par ailleurs, devant les lettres rondes l'enseignant a bien levé le crayon</a>. La lettre "o" ne comporte pas d'oeilleton . Les dimensions du modèle respectent aussi parfaitement le lignage. Enfin, les majuscules utilisées (indispensables pour les noms en allemand) sont celles que les enfants connaissent depuis la moyenne section, et non les majuscules cursives tarabiscotées qui ne seront enseignées qu'en CE1 ou à partir du milieu du CP.</div>
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À la page suivante malheureusement, on peut repérer quelques défauts dans le modèle donné à reproduire aux enfants. Je vous laisse en premier lieu observer la page d'écriture... Voyez-vous ce qui cloche et les conséquences pour l'élève ?</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj9EE8iZb6OZ3Teg_WHntD2NxdQIUsA7qaRK6pBEuO6Y5eQy5_W6IreZx0ht4LJn_XnjcF7KiB8pSp4IqtwJF8KcHoIqJaiDIh0Ycwssgkfu6wvByYzV6YcDNQMQNHX5yBI0I_5oLsa8M/s1600/IMG_1426+2.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" data-original-height="1600" data-original-width="1200" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj9EE8iZb6OZ3Teg_WHntD2NxdQIUsA7qaRK6pBEuO6Y5eQy5_W6IreZx0ht4LJn_XnjcF7KiB8pSp4IqtwJF8KcHoIqJaiDIh0Ycwssgkfu6wvByYzV6YcDNQMQNHX5yBI0I_5oLsa8M/s640/IMG_1426+2.JPG" title="Cahier du jour fin juin, élève de grande section de maternelle." width="480" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cahier du jour fin juin, élève de grande section de maternelle.</td></tr>
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Le premier défaut apparait au niveau du modèle de lettre "v". En effet, il existe un oeilleton dans cette lettre, que l'enfant reproduit. L'élève se débrouille plutôt bien, alors que l'enchaînement des lettres "v" et "e" est particulièrement compliqué. </div>
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Tout d'abord, la lettre "v" se termine en haut du premier interligne, alors que la lettre "e" commence normalement sur la ligne de base, donc en bas de ce même interligne. Il faut donc modifier la forme du "e" qui doit commencer plus haut que normalement. Si en plus le "v" possède un oeilleton (c'est le nom de la petite bouclette), il faut veiller à bien différencier l'oeilleton (qui doit rester petit) du "e" (qui est un peu plus grand, mais pas trop pour ne pas dépasser de l'interligne).</div>
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En gros plan, voici ce que cela donne :</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJspj5Cgg3RxTeCQA2lx8GU_CA-GIWJMUa9aDBUNKxsQcBIfKcY-j28zSSyZUvIchjx-m0xCwD0-wD6FvKFCFIgfKbo5DThP4Q8epxYTFwEEH6jCJ8LD7yA6ggXt9kq3HMy9OKzaACQZQ/s1600/IMG_1426+3.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" data-original-height="345" data-original-width="1011" height="109" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJspj5Cgg3RxTeCQA2lx8GU_CA-GIWJMUa9aDBUNKxsQcBIfKcY-j28zSSyZUvIchjx-m0xCwD0-wD6FvKFCFIgfKbo5DThP4Q8epxYTFwEEH6jCJ8LD7yA6ggXt9kq3HMy9OKzaACQZQ/s320/IMG_1426+3.JPG" title=""ve" enseignant avec oeilleton, reproduit par l'élève" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">"ve" enseignant avec oeilleton, reproduit par l'élève</td></tr>
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Il aurait été plus logique (et plus simple pour l'enfant) de ne pas mettre d'oeilleton au v. Ainsi, plus de risque de confondre oeilleton du "v" et lettre "e". </div>
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D'ailleurs, c'est ce second modèle que propose l'enseignant à la ligne suivante, dans le mot: "vendredi" qui ne comporte pas d'oeilleton. Cela me fait dire que l'oeilleton observé dans le modèle "ve" est un défaut non voulu par l'enseignant, très probablement dû à la fatigue (Nous sommes le 21 juin, l'année touche à sa fin, la période des livrets de compétences à remplir bat son plein, mais l'enseignant fait toujours tous ses modèles à la main...).</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRlByjdUSqu5iBKdX3h17cixj-zY2hSl28DvVNl2LD-k6hPuEPx2LQd-79-OkBy_lwt6EkikMoO_G2oSY8BLKo2zzEe9hqADmWc1NUB26dFghkjzEnhAzulHM8ABVXeuhErX0-E8NHbCg/s1600/FullSizeRender.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" data-original-height="268" data-original-width="1600" height="105" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRlByjdUSqu5iBKdX3h17cixj-zY2hSl28DvVNl2LD-k6hPuEPx2LQd-79-OkBy_lwt6EkikMoO_G2oSY8BLKo2zzEe9hqADmWc1NUB26dFghkjzEnhAzulHM8ABVXeuhErX0-E8NHbCg/s640/FullSizeRender.jpg" title=""ve" enseignants sans oeilleton, reproduit à la perfection par l'élève" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">"ve" enseignants sans oeilleton, reproduit à la perfection par l'élève</td></tr>
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C'est là que l'on peut véritablement commencer à prendre conscience de l'importance du modèle enseignant. Alors que l'élève a fait une ligne complète de "ve" avec oeilletons dans la lettre "v" à la ligne précédente, elle reproduit pourtant fidèlement le nouveau modèle de l'enseignant, sans oeilleton cette fois. C'est particulièrement visible au début des mots "vendredi". Autre détail à noter, il n'y a pas d'oeilleton dans le "r", l'enfant n'en fait donc pas non plus.</div>
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Par ailleurs, il existe un autre tout petit défaut dans le "vendredi" de l'enseignant. Avez-vous remarqué le second "e" dans le modèle en rouge ? Au lieu d'avoir écrit le "e" en petite boucle comme à son habitude, le second "e" de l'enseignant présente un arrêt dans le mouvement, une cassure : il s'agit d'un "e" apraxique. Maintenant, observez attentivement le second "vendredi" de l'élève. Bingo, le deuxième e est apraxique lui aussi. </div>
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On pourrait penser que ce sont des détails, mais en fait toute l'attention de l'enfant porte sur les détails qu'il s'efforce de reproduire le plus fidèlement possible. Si votre modèle (que vous soyez parent ou enseignant) présente un défaut, nul doute qu'il sera reproduit et amplifié par l'enfant.</div>
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Pour vous en convaincre, continuons encore à tourner les pages de ce cahier. Nous arrivons maintenant au 2 septembre, on est donc maintenant en classe de CP. Comme il s'agit d'un CP bilingue, il y a deux nouveaux enseignants. Sur cette page, c'est l'enseignant de langue allemande qui prend le relais.</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1slWFL-XSnZ9bQxr4RDNyl-jCYBk8qle_kwxtvJB_DV3jArH7EuzWBufODrnwtm2aG_z4PjBWa-AUocnbi_wugH4NQDsLNZE81bjnYvFnckCRozyNQ6-1R3Q8Ei67h8_Dazh50nnX_5Q/s1600/IMG_3462+2.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" data-original-height="1600" data-original-width="1200" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1slWFL-XSnZ9bQxr4RDNyl-jCYBk8qle_kwxtvJB_DV3jArH7EuzWBufODrnwtm2aG_z4PjBWa-AUocnbi_wugH4NQDsLNZE81bjnYvFnckCRozyNQ6-1R3Q8Ei67h8_Dazh50nnX_5Q/s640/IMG_3462+2.JPG" title="Cahier du 2 septembre, début de CP bilingue (Cours Préparatoire)" width="480" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cahier du 2 septembre, début de CP bilingue (Cours Préparatoire)</td></tr>
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On sent tout de suite que la liaison grande section/CP se fait bien, que les enseignants semblent être sur la même longueur d'onde : le cahier commencé en maternelle est réutilisé, les modèles de "e" de la fin de la page sont toujours en petite boucle, et les "a" n'ont pas de trait d'attaque, le modèles sont faits à la main. L'enfant n'est donc pas dépaysé.</div>
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Toutefois, on note aussi que le nouvel enseignant n'a pas tout à fait la même rigueur que l'autre dans ses modèles d'écriture. Approchons nous :</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifXzeAryXkpcJjbRXk2by34KToVzy92k2mWwAhUNCvxakigttiymi5T4scoAmmQmadHXbZzzz69FCXjrlYdNh50fEx-MJKJZOTuvFZScVWQyWc5_ruJ2t7TR9wPOiRsH0wIERhzkp4ovU/s1600/IMG_3462+3.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" data-original-height="345" data-original-width="1355" height="81" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifXzeAryXkpcJjbRXk2by34KToVzy92k2mWwAhUNCvxakigttiymi5T4scoAmmQmadHXbZzzz69FCXjrlYdNh50fEx-MJKJZOTuvFZScVWQyWc5_ruJ2t7TR9wPOiRsH0wIERhzkp4ovU/s320/IMG_3462+3.JPG" title="Défaut dans le modèle d'écriture sur la taille des lettres" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Défaut dans le modèle d'écriture sur la taille des lettres</td></tr>
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Normalement, le "S" majuscule, le "h" et le "l" du modèle rouge "Schule" devraient faire 3 interlignes de haut. En réalité, "S" et "h" sont hauts de 2 interlignes seulement, "l" fait deux interlignes et demi. Qu'en est-il de la production de l'enfant ? Elle respecte scrupuleusement le modèle enseignant, avec "S" et "h" qui mesurent deux interlignes de haut, et le "l" qui en mesure deux et demi... même le "e" de "Schule" est un peu trop grand, tant chez l'enseignant que l'enfant...</div>
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Auriez-vous imaginé une telle application et une telle attention au détail de la part de l'élève ?</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj2YXk03xaSq67hoNuZlpqwkjJZ0ma8mRqrC3xEHyC0Xi4_V-WsXxzzWkho_K3ZZU5ULQK3vo3LaRgukV2GGxZoKu6-QlyQuE6dO6Blrm-y7StMDdPtSo-Eqm15HJfgn541H6y8lDyEmA/s1600/IMG_3462+4.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" data-original-height="223" data-original-width="1600" height="88" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj2YXk03xaSq67hoNuZlpqwkjJZ0ma8mRqrC3xEHyC0Xi4_V-WsXxzzWkho_K3ZZU5ULQK3vo3LaRgukV2GGxZoKu6-QlyQuE6dO6Blrm-y7StMDdPtSo-Eqm15HJfgn541H6y8lDyEmA/s640/IMG_3462+4.JPG" title="Défaut d'interruption du geste dans le modèle, et e apraxique." width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Défaut d'interruption du geste dans le modèle, et e apraxique.<br />
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<span style="text-align: start;"><span style="font-size: small;">Il est aussi intéressant de noter que les deux lettres "r" du modèle rouge "Lehrerin" présentent un oeilleton, ce qui n'est plus le cas dans le modèle suivant... ni dans la reproduction de l'élève qui ne peut donc automatiser son geste puisqu'il se modifie sans cesse en suivant le modèle qui fluctue. </span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhK7wNqHtrnu3X3BliCt9znI87pui0CAtcCQWHoXkbD6IilB5tLOWGxVUJv3PAoTS1F45g7lXCu-zqyzC_Knl7XbNOxYaEQanhyhgqDK90HyUZJ5iPOHyt4OeSRziPBwg30z2RgMyOi7do/s1600/IMG_3462+5.JPG" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" data-original-height="273" data-original-width="1600" height="108" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhK7wNqHtrnu3X3BliCt9znI87pui0CAtcCQWHoXkbD6IilB5tLOWGxVUJv3PAoTS1F45g7lXCu-zqyzC_Knl7XbNOxYaEQanhyhgqDK90HyUZJ5iPOHyt4OeSRziPBwg30z2RgMyOi7do/s640/IMG_3462+5.JPG" title=""r" sans oeilletons, mais défaut sur "S" "l" et "h" qui sont trop petits" width="640" /></a></div>
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"r" sans oeilletons, mais défaut sur "S" "l" et "h" qui sont trop petits</div>
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Mais ne nous arrêtons pas en si bon chemin, continuons nos observations à la loupe. Deux défauts apparaissent clairement ci-dessus dans le mot "die Lehrerin". Primo, les deux "e" du modèle sont différents (un "e" bouclé, un "e" apraxique). Secundo, le i est fait comme un petit bâton, ce qui entraîne des trous dans le mot avant et après la lettre. Comment l'enfant a-t-il reproduit le modèle ? Avec le même i bâtonné, et les mêmes trous. Quant au premier "e", l'enfant l'a reproduit apraxique comme sur le modèle, alors que le second est en boucle, toujours comme sur le modèle.<br />
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Continuons sur la page suivante pour finir notre analyse.</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-koU_8wjLcY8k-qs6qbJazCxJgPJJ_rlsjfVaoIhgbv0U288WqD3KFwctrp0pBiqY-vhZN9B6qSSJoA5Q6itvknlFeDRo2KGTv_xZ-kk-_r8zvUFapPfLTstYJmEmQd1Mfj7dDLKqj6g/s1600/IMG_2586+2.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" data-original-height="1600" data-original-width="1200" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-koU_8wjLcY8k-qs6qbJazCxJgPJJ_rlsjfVaoIhgbv0U288WqD3KFwctrp0pBiqY-vhZN9B6qSSJoA5Q6itvknlFeDRo2KGTv_xZ-kk-_r8zvUFapPfLTstYJmEmQd1Mfj7dDLKqj6g/s640/IMG_2586+2.JPG" title="Page de cahier suivante, CP bilingue." width="480" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Page de cahier suivante, CP bilingue.</td></tr>
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Dans le mot Elena, on peut observer que l'enseignant n'a pas écrit le "a" de façon classique. Il s'agit ici d'un "a" en 2 morceaux : le corps du "a" ( appelé l'ove) est commencé et terminé en haut à gauche, ce qui impose de lever le crayon pour terminer la lettre. Par contre, l'enfant ne suit ici pas du tout le modèle de l'enseignant, puisqu'il n'y a plus de lever de crayon, l'enfant faisant un aller-retour en vague. </div>
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On peut donc s'interroger sur la cohérence de l'enseignement prodigué puisqu'on a jusqu'ici trouvé déjà au moins trois modèles différents de lettre "a" : en deux morceaux, en un seul morceau sans lever le crayon et en un seul morceau mais en levant le crayon avant... Notre bonne petite élève s'en tire bien, mais qu'en serait-il pour un élève en difficulté ?</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ7KbJ0ltlxLXunHC0gLKe7NT3oIPn-gNjePnQeAKY_DYZZht3tBwlht5Y7qpOxZw_vdxvzMThAMMSMYzCPQk0RtmqCNcyE8GMD0HAwdLUw0nZ72Gg9KnkU75bARpXRbznAanHApp4i3Y/s1600/IMG_2586+4.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" data-original-height="256" data-original-width="1600" height="102" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ7KbJ0ltlxLXunHC0gLKe7NT3oIPn-gNjePnQeAKY_DYZZht3tBwlht5Y7qpOxZw_vdxvzMThAMMSMYzCPQk0RtmqCNcyE8GMD0HAwdLUw0nZ72Gg9KnkU75bARpXRbznAanHApp4i3Y/s640/IMG_2586+4.JPG" title="Erreur dans le modèle enseignant sur la lettre "a", autre erreur chez l'enfant." width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Erreur dans le modèle enseignant sur la lettre "a", autre erreur chez l'enfant.</td></tr>
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J'enfonce une dernière fois le clou, avec encore un exemple. Ci-dessous, les modèles enseignants sont nettement erronés. Les lettres "l" au lieu de commencer sur la ligne de base, commencent en haut du premier interligne. Au début, l'enfant continue comme il avait appris, d'autant plus que l'enseignant a mis un point rouge pour indiquer où commencer la lettre... Au bout de trois "le", l'enfant se rend compte de son erreur et rectifie sur les deux derniers "le" de la ligne.</div>
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Ici, le défaut observable dans l'écriture de l'enfant est clairement imputable au modèle...</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2vI6X1TOAPaGQNkR_BDfpiKxitzAQ-xdbknp_TR1CxHdkqNYVnUbUOXe4T71_gIjvZDPGK1AgXd64yf1F8Y8R76q010yTpPrJIJpAfuuZs2Qcfv5b2FiYO51VSDjZGg_H7pffqO6CQOk/s1600/IMG_2586+3.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" data-original-height="375" data-original-width="1600" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2vI6X1TOAPaGQNkR_BDfpiKxitzAQ-xdbknp_TR1CxHdkqNYVnUbUOXe4T71_gIjvZDPGK1AgXd64yf1F8Y8R76q010yTpPrJIJpAfuuZs2Qcfv5b2FiYO51VSDjZGg_H7pffqO6CQOk/s640/IMG_2586+3.JPG" title="Erreur de point d'attaque du modèle enseignant" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Erreur de point d'attaque du modèle enseignant</td></tr>
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En conclusion, j'espère vous avoir convaincu qu'il est crucial de soigner les modèles que l'on donne aux enfants lors de l'apprentissage de l'écriture. Ces petites variations observées dans les modèles perturbent les élèves, même les élèves sans difficulté d'apprentissage aucune. Elles peuvent par contre durablement affecter l'automatisation du geste des élèves les plus faibles ou ayant le moins confiance en eux.</div>
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Pour en savoir plus</div>
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<a href="http://www.sos-ecriture.fr/2013/10/un-police-decriture-cursive-pour-les.html" target="_blank">Une police d'écriture pour les enseignants... bof bof </a></div>
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<a href="http://www.sos-ecriture.fr/2017/08/memo-modele-decriture.html">Mémo : modèle d'écriture</a><br />
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<a href="http://www.ecritureparis.fr/pour-les-enseignants/articles/95-l-ecriture-au-tableau-un-geste-professionnel-a-soigner" target="_blank">L'écriture au tableau un geste professionnel à soigner</a> (par Laurence Pierson).</div>
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<a href="http://www.isabelle-godefroy.fr/se-reperer-dans-le-lignage/" target="_blank">Se repérer dans le lignage</a> (par Isabelle Godefroy)<br />
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<a href="http://www.ecritureparis.fr/pour-les-enseignants/articles/80-quelle-place-pour-l-ecriture-manuscrite-a-l-ecole-elementaire" target="_blank">Quelle place pour l'écriture en élémentaire ?</a> (Par Laurence Pierson)</div>
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-28765589887921677222017-08-17T12:06:00.000+02:002018-07-10T09:22:15.575+02:00Idées pour bien apprendre à écrire : Une bonne tenue de crayon<iframe allowfullscreen="" frameborder="0" height="500px" marginheight="0" marginwidth="0" max-width="100%" mozallowfullscreen="" msallowfullscreen="" sandbox="allow-forms allow-modals allow-orientation-lock allow-popups allow-same-origin allow-scripts" scrolling="no" src="https://sway.com/s/s7OAd7CG19agnTuf/embed" style="border: none; max-height: 100vh; max-width: 100%;" webkitallowfullscreen="" width="760px"></iframe>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-44451784076036045962017-08-10T18:45:00.000+02:002017-08-10T18:50:50.812+02:00Conseils pour le choix des fournitures scolaires de rentrée<iframe width="760px" height="500px" src="https://sway.com/s/7H3GVVffXtH1U4Wf/embed" frameborder="0" marginwidth="0" marginheight="0" scrolling="no" style="border: none; max-width:100%; max-height:100vh" allowfullscreen webkitallowfullscreen mozallowfullscreen msallowfullscreen></iframe>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-65358988368568860952017-01-11T15:26:00.000+01:002017-01-11T15:28:29.155+01:00Vidéo : Rééducation de l'écriture, association 5E<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/qyjZzz3MtB8/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/qyjZzz3MtB8?feature=player_embedded" width="320"></iframe></div>
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-7282390101057112222016-10-04T11:09:00.002+02:002020-07-05T19:03:37.031+02:00Sondage : Quelles couleurs pour le papier Gurvan?<div style="color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; margin-bottom: 6px;">
Sos-écriture a besoin de votre avis pour améliorer le papier Gurvan, un lignage scolaire destiné à rendre l'écriture plus simple pour les enfants en difficulté.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwKytIeoxiXfv0bhMcqyCtnwSBLnzs9-p-HLIZnhMZQ5Ni_9GPxEwLMkszRz0uX-6mWibk8wIBxNz7w28hA7xg0F57jGCRzMTi2ZwfSBylv0COXuPO3wBDfgCHW_xjtqiWLk3ybZ9zK8g/s1600/photo(11).JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="75" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwKytIeoxiXfv0bhMcqyCtnwSBLnzs9-p-HLIZnhMZQ5Ni_9GPxEwLMkszRz0uX-6mWibk8wIBxNz7w28hA7xg0F57jGCRzMTi2ZwfSBylv0COXuPO3wBDfgCHW_xjtqiWLk3ybZ9zK8g/s1600/photo(11).JPG" width="320" /></a></div>
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Similaire au lignage Seyès " grands carreaux " utilisé dans les écoles, j'ai cependant espacé plus les lignes afin que les lettres ne se mélangent pas, et ajouté des couleurs afin que les enfants puissent mieux visualiser jusqu'où montent et descendent les lettres.</div>
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Vous trouverez les versions actuelles du papier en téléchargement ici : </div>
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<a href="http://www.sos-ecriture.fr/2014/10/papier-gurvan.html">Cliquer ici</a></div>
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Alors, d'après vous, quelles sont les couleurs les plus adaptées? Quelles sont les couleurs qui sont à la fois agréables à l'oeil et suffisamment contrastées pour aider les enfants?</div>
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<span style="font-size: x-large; text-align: center;"> <a href="https://fr.surveymonkey.com/r/BKNCJ73" style="font-family: -webkit-standard; text-align: center;">Cliquer ici pour participer au sondage</a></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir_wD8dlrJI5Ww6eewBYDpqbeYpszcx2X7qHexqdEEZ70ho5guol4oBvMQZCxP52O3Dh-lIzAnzzba4sO4T7yBHvREzD-NPzgPw7FMMeQP2PlJzXd7SF0nVkJ5OdwJqtimth8eHjoIhWE/s1600/IMG_0736.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir_wD8dlrJI5Ww6eewBYDpqbeYpszcx2X7qHexqdEEZ70ho5guol4oBvMQZCxP52O3Dh-lIzAnzzba4sO4T7yBHvREzD-NPzgPw7FMMeQP2PlJzXd7SF0nVkJ5OdwJqtimth8eHjoIhWE/s640/IMG_0736.jpg" width="436" /></a></div>
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<u>Note</u> : merci à tous pour vos contributions. Après plusieurs années de démarches j'ai enfin réussi à convaincre un éditeur (éditions MDI, Nathan) de publier un cahier avec le lignage Gurvan. On a essayé de contenir le prix autant que possible : pour 48/32 pages, il devrait vous couter moins cher que vos impressions couleurs. Et le rendu est quand même bien mieux que sur des feuilles volantes. Vous le trouverez dans toutes les bonnes librairies, ou chez un marchand en ligne bien connu avec les liens suivants:<br />
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<a href="https://www.amazon.fr/gp/product/2223114164/ref=as_li_tl?ie=UTF8&camp=1642&creative=6746&creativeASIN=2223114164&linkCode=as2&tag=sosecriturefr-21&linkId=3df835d6d24562901eefe39a612fbdc9" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" height="200" src="//ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&MarketPlace=FR&ASIN=2223114164&ServiceVersion=20070822&ID=AsinImage&WS=1&Format=_SL250_&tag=sosecriturefr-21" width="155" /></a></div>
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<span style="text-align: start;">en 2,5 mm, format portrait</span></div>
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<a href="https://www.amazon.fr/gp/product/2223113958/ref=as_li_tl?ie=UTF8&camp=1642&creative=6746&creativeASIN=2223113958&linkCode=as2&tag=sosecriturefr-21&linkId=af77143fc80c18b8e8f4e8f32c693249" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" height="154" src="//ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&MarketPlace=FR&ASIN=2223113958&ServiceVersion=20070822&ID=AsinImage&WS=1&Format=_SL250_&tag=sosecriturefr-21" width="200" /></a></div>
<img alt="" border="0" height="1" src="//ir-fr.amazon-adsystem.com/e/ir?t=sosecriturefr-21&l=am2&o=8&a=2223113958" style="border: none !important; margin: 0px !important;" width="1" />
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en 3mm, format paysage</div>
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-38316207971420341312016-09-09T15:25:00.000+02:002016-09-09T15:26:51.733+02:00Ecriture, mieux vaut prévenir que guérir...<div style="text-align: justify;">
En ces temps de rentrée scolaire, nombreux sont les enfants qui se retrouvent en difficulté dans leur nouvelle classe. En changeant de niveau, on écrit de plus grandes quantités, on écrit plus longtemps, on écrit plus vite. Et les nouveaux enseignants ont leurs habitudes, qui diffèrent de celles de l'année passée.</div>
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<b>Faut-il s'inquiéter dès les tous premiers jours, ou attendre qu'il "prenne le nouveau rythme"?</b></div>
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Si les difficultés en écriture étaient présentes l'année passée, soit qu'elles aient été mentionnées par les enseignants, soit que vous les ayez remarquées lors des devoirs, alors je recommande vraiment de <a href="http://www.sos-ecriture.fr/2015/10/reeducation-de-lecriture-en-france-ou.html">consulter une rééducatrice</a> et de ne pas attendre.</div>
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<b>Les difficultés en écriture ne se résolvent jamais toutes seules par miracle</b>. Il faut très fréquemment changer de tenue de crayon, revoir la formation des lettres, automatiser les bons gestes. S'il est possible d'avoir recours à de l'aide personnalisée en classe, l'école n'est pas toujours la mieux placée pour aider efficacement les enfants avec des difficultés importantes.<br />
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Ainsi, l'école primaire est faite pour apprendre à écrire, à lire à compter. Un enfant de maternelle ne sachant ni lire ni écrire deviendra donc grâce à ses enseignants successifs un élève de CP lecteur et scripteur.<br />
Quand ce processus d'apprentissage se passe mal, l'école tente d'y remédier. Toutefois, on ne se trouve plus dans une situation classique d'apprentissage, mais plus dans une situation de rééducation. Il faut en quelque sorte désapprendre les mauvaises habitudes, pour les remplacer par de nouvelles plus fonctionnelles, tout en continuant à écrire en classe comme les autres. C'est vraiment difficile pour l'enfant.<br />
Par ailleurs, s'il faut bien entendu aider l'enfant en difficulté et constater ses progrès, <b>il ne faut pas perdre de vue que les autres enfants progressent encore plus, au risque de voir malgré tous les efforts fournis l'écart s'accroitre avec les autres.</b><br />
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Voici deux extraits du cahier d'Arno, CP :</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgehNHgxZoyGwTJAn_nc8TjE5iqbcbOXUZTHPtqa0YQueqtOUb0AEspgl4q5-FCfCIeeoMCmUQ676tfR95RCdIuQW6ICOJWItXKSyNoVk52w1iQfj3fT8CXJIpd9xrsHkynq1RXg1OEEEY/s1600/Cahier+CP+avant+re%25CC%2581e%25CC%2581ducation.tiff" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="230" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgehNHgxZoyGwTJAn_nc8TjE5iqbcbOXUZTHPtqa0YQueqtOUb0AEspgl4q5-FCfCIeeoMCmUQ676tfR95RCdIuQW6ICOJWItXKSyNoVk52w1iQfj3fT8CXJIpd9xrsHkynq1RXg1OEEEY/s320/Cahier+CP+avant+re%25CC%2581e%25CC%2581ducation.tiff" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cahier de CP à la rentrée</td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidQx-hPnl_ybs5dzl5TkkIdrgHR0kPpJ5vWrrYcMugYmRDu6QnMOHsYWY99Bkh9U2r2n1xCwsAQC3NjNn89XAORvxbrvF0p3V4rJt7nm1iBckJ38SSKHSQCiG81UsatNXtf_wCAWNuJ64/s1600/Cahier+CP+Fin+re%25CC%2581e%25CC%2581ducation+-+copie.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidQx-hPnl_ybs5dzl5TkkIdrgHR0kPpJ5vWrrYcMugYmRDu6QnMOHsYWY99Bkh9U2r2n1xCwsAQC3NjNn89XAORvxbrvF0p3V4rJt7nm1iBckJ38SSKHSQCiG81UsatNXtf_wCAWNuJ64/s320/Cahier+CP+Fin+re%25CC%2581e%25CC%2581ducation+-+copie.jpg" width="255" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cahier de CP du même élève en février</td></tr>
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D'un élève incapable d'écrire sur les lignes et suffisamment petit pour respecter le lignage, il est devenu un bon scripteur. Avec un petit coup de pouce de 6 séances en rééducation de l'écriture et l'aide de sa maîtresse, il est enfin sur les bons rails pour la suite.<br />
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Voici maintenant deux pages du cahier d'Antoine, élève de CE2 :<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguNDA8Hz-eQBLGSrqnEHQVeFTMzgMly5zbA41pCN5EHooZNKpr8HVAKy0ZDHdcfpH-Cx78CnaoMoVZOGMqqzD8NbPKq9XkS-IcGnXGOFstUzuOLojS8aLknpSDVEYJn1VroLewop_sRI4/s1600/Cahier_20151024_0001+-+copie+2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguNDA8Hz-eQBLGSrqnEHQVeFTMzgMly5zbA41pCN5EHooZNKpr8HVAKy0ZDHdcfpH-Cx78CnaoMoVZOGMqqzD8NbPKq9XkS-IcGnXGOFstUzuOLojS8aLknpSDVEYJn1VroLewop_sRI4/s320/Cahier_20151024_0001+-+copie+2.jpg" width="233" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Le cahier en octobre, année de CE2</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR6VDqdymKZCz2-T3Q6DM-qWse41IY-rHcBUt1T6uRKCFbd0d55sw1m04F8R_VXQyyYuCwZOZRiOgp-_oQaxIXmjYhGsBbAOIYn2chdwDgy_fRb4FRotWUPmymkjy9euP6eL4ZQTTAys0/s1600/IMG_20160302_0001.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR6VDqdymKZCz2-T3Q6DM-qWse41IY-rHcBUt1T6uRKCFbd0d55sw1m04F8R_VXQyyYuCwZOZRiOgp-_oQaxIXmjYhGsBbAOIYn2chdwDgy_fRb4FRotWUPmymkjy9euP6eL4ZQTTAys0/s320/IMG_20160302_0001.jpg" width="233" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Le cahier du même élève de CE2 en février</td></tr>
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Entre les deux, Antoine est venu en rééducation et a bien progressé. Que se serait-il passé si sa maman avait attendu? Croyez-vous qu'Antoine pouvait bien apprendre ses leçons avec ses difficultés d'écriture au début de l'année? En février, même si la rééducation n'est pas finie de mon point de vue de rééducatrice, l'écriture est lisible, régulière et fonctionnelle. </div>
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Enfin, l'écriture d'une élève de CM1 CM2 :<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRYk5QsLSKsCp-3J15NUPnnyvpTY7HWo_-eCt9A6sy-PRA0OKreWeb5bmZcvMyYX98mKmKV-W82TwCQU6C4tbbm5kkqCqO3UHuvp22CuiZe65JdEwbH3TrURKeCt0DTWa5-V0l0hQH9BU/s1600/Cahier+CM1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRYk5QsLSKsCp-3J15NUPnnyvpTY7HWo_-eCt9A6sy-PRA0OKreWeb5bmZcvMyYX98mKmKV-W82TwCQU6C4tbbm5kkqCqO3UHuvp22CuiZe65JdEwbH3TrURKeCt0DTWa5-V0l0hQH9BU/s320/Cahier+CM1.jpg" width="218" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Le cahier de Jeanne, fin de CM1</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibFTBmWxECcaJ4UIUQPADFjUBnhUbGI1awmQ2PbsRykovDMXkEDk3R06f_OCp_pRjshtj3RHKG5wGGG3JgMKFnQKlVgS7XvA-AqjuMLAxkAzXdR-0Kncs-lqKFYBINwYn-jNlvry8EoaY/s1600/Cahier+CM1.tiff" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibFTBmWxECcaJ4UIUQPADFjUBnhUbGI1awmQ2PbsRykovDMXkEDk3R06f_OCp_pRjshtj3RHKG5wGGG3JgMKFnQKlVgS7XvA-AqjuMLAxkAzXdR-0Kncs-lqKFYBINwYn-jNlvry8EoaY/s320/Cahier+CM1.tiff" width="247" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cahier de la même élève à son entrée en CM2</td></tr>
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Cet exemple éloquent se passe de tout commentaire, les progrès sont juste spectaculaires. Regardez bien la quantité d'écrits en classe de CM2, et l'aisance avec laquelle ces exercices ont été faits... une bonne écriture, fluide, et tout est plus facile en classe.</div>
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<b>En résumé : si vous avez des doutes sur l'écriture de votre enfant, consultez rapidement une rééducatrice de l'écriture qui saura vous dire s'il écrit suffisamment bien pour son âge, s'il est capable d'écrire assez vite et assez longtemps. Mieux vaut s'inquiéter pour rien et s'entendre dire que tout va bien, que de risquer de passer à côté d'une difficulté qui va s'aggraver au fil du tempset qui risque de rendre les apprentissages scolaires difficiles.</b></div>
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Dernière chose, <b>si votre enfant a mal à la main quand il écrit, n'attendez pas, consultez.</b> Même -et surtout- s'il a une belle écriture. <a href="http://www.sos-ecriture.fr/2016/01/tenue-de-crayon-pourquoi-il-est-crucial.html"> Il n'y a rien de pire que d'avoir mal du matin au soir</a>...</div>
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Pour aller plus loin :<br />
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<br />
<a href="http://www.sos-ecriture.fr/search/label/Tenue%20du%20crayon">Tout savoir sur la bonne tenue de crayon</a><br />
<a href="http://www.sos-ecriture.fr/2014/10/papier-gurvan.html">Quelques lignages adaptés</a><br />
<a href="http://www.sos-ecriture.fr/search/label/R%C3%A9%C3%A9ducation">Tout sur la rééducation</a><br />
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-15413999499146502232016-07-04T21:59:00.003+02:002016-07-04T21:59:48.660+02:00Stabilo Easybirdy : une fausse bonne idée<div style="text-align: justify;">
<span style="font-size: small;">J'ai eu en main le tout nouveau tout "beau" (chacun ses goûts) stylo de Stabilo.</span></div>
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<span style="font-size: small;">Petite révolution, il s'agit d'un stylo plume avec<span> une plume "qui peut être réglée selon
trois angles différents pour s'adapter au mieux aux besoins de chaque
enfant et ainsi lui offrir une position d'écriture optimale."</span></span></div>
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<span style="font-size: small;"><span>Si l'idée marketing est très ingénieuse, je trouve l'idée de donner une plume réglable à un enfant réellement saugrenue. </span></span></div>
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<span style="font-size: small;"><span>Tenir un crayon, ça s'enseigne, ça s'apprend, ça se travaille. Mais là, non, on laisse les enfants tenir leur crayon comme il le souhaitent, on règle (attention, chez le papetier, pas à la maison où vous n'aurez pas l'outil pour le faire) la plume pour que le stylo s'adapte à la mauvaise position de l'enfant. </span></span></div>
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<span style="font-size: small;"><span>Quelle idée de génie! Vous aurez un enfant qui ne pourra écrire avec aucun autre stylo plume que celui de cette marque.</span></span></div>
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<span style="font-size: small;"><span>Vraiment, vous imaginez votre ado ou un adulte écrire avec ça, toute sa vie? Moi non.</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRwbtPGxt5DN6qcqpSrn1mHBs3VRcHaDi8q1m1oRy6Y_vPBmqcNUyimQVjjc2hQOHY011HwoOt9scajTd7Uh6yn9AOi_j_VRjQnXpXDBPTct7UvZxDzoh-DNZ2ElpGHMVi46s0sOpTBJI/s1600/stylo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="94" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRwbtPGxt5DN6qcqpSrn1mHBs3VRcHaDi8q1m1oRy6Y_vPBmqcNUyimQVjjc2hQOHY011HwoOt9scajTd7Uh6yn9AOi_j_VRjQnXpXDBPTct7UvZxDzoh-DNZ2ElpGHMVi46s0sOpTBJI/s200/stylo.jpg" width="200" /> </a></div>
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<span style="font-size: small;">Pour modérer mon propos désobligeant, j<span>'admets néanmoins que la position des doigts est mieux pensée que sur le easyergo, j'ai trouvé ce stylo très confortable. </span></span><div style="text-align: justify;">
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<span style="font-size: small;"><span>En guise de conclusion, si vous cherchez un bon sylo plume pour un enfant de primaire, en voici trois qui sont très appréciés des petits calamophiles du cabinet:</span></span></div>
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<span style="font-size: small;"><span><b><u>Le Lamy ABC</u></b>, à l'allure classique. Celui dont vous pouvez changer seulement la plume si elle se casse, celui dont la cartouche se perce toute seule quand on revisse le corps du stylo... Malin pour éviter de mettre de l'encre partout. La plume existe pour droitier ou gaucher (même si je n'ai pas bien senti la différence, soyons honnête). Utilise des cartouches spéciales Lamy.</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvKlEVqg8okmoj5_KRcHmBBKrNQUtEC6xCRAO-D-NrgUUtXmXZiC8ZkxrlyfwNWwPTVyVbeGb-U1Q-p9nhyphenhypheny-T_m8swUoUxNLP9TPNohURHPZYG9pZjwUUI98tbvfZEMVMhu6AIbVbpfk/s1600/lamyabc.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvKlEVqg8okmoj5_KRcHmBBKrNQUtEC6xCRAO-D-NrgUUtXmXZiC8ZkxrlyfwNWwPTVyVbeGb-U1Q-p9nhyphenhypheny-T_m8swUoUxNLP9TPNohURHPZYG9pZjwUUI98tbvfZEMVMhu6AIbVbpfk/s1600/lamyabc.jpg" /></a></div>
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<span style="font-size: small;"><span><u><b>Le Faber-Castell Scribolino</b></u>, Avec ses couleurs plus fun, c'est un excellent stylo pour débuter, agréable dans les doigts, avec une très bonne glisse. Il est utilisable au collège aussi, son look n'est pas un obstacle. Il utilise des cartouches standard, ce qui est pratique si vous n'habitez pas à proximité de la papeterie. </span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia-FGbP5ogSbIhD94uNvHMM3Jjf3_TsEcA2-uv7jx3voaDXjn0uMUwoy-my3im9B4MQC5AIId9m7ZlEM3OnuHD8OPMwOIfQqeEEipCrq7rCe1anXVNOlfpxxFY4RwHB7CBFbxkZL7VfhM/s1600/scribolino.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia-FGbP5ogSbIhD94uNvHMM3Jjf3_TsEcA2-uv7jx3voaDXjn0uMUwoy-my3im9B4MQC5AIId9m7ZlEM3OnuHD8OPMwOIfQqeEEipCrq7rCe1anXVNOlfpxxFY4RwHB7CBFbxkZL7VfhM/s1600/scribolino.jpg" /></a></div>
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<span style="font-size: small;"><span><u><b>Le Pilot Kaküno</b></u>, un grand classique au japon, moins connu ici. Il est tellement agréable d'écrire avec qu'il commence à être enfin vendu dans les bonnes boutiques de stylos et n'est plus seulement réservé aux connaisseurs. Il réussit l'exploit d'avoir une plume qui glisse comme les deux autres, tout en étant le stylo plume enfant qui écrit le plus fin (ce qui n'est pas à négliger pour certains élèves qui ont tendance à facilement faire des pâtés).</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwWw-WR6A8C720SsheVmInKRIeTNyHyUb47-oEm67BM317MpFNcEsvPJol5urGTw8A_gl6rO4rHZ-O0QznnsKll8RoSn45g5YAlSEEPZa00rFZ0dPPuuqmDAgPAS93GwhO7VCDO_VjPdY/s1600/kakuno.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwWw-WR6A8C720SsheVmInKRIeTNyHyUb47-oEm67BM317MpFNcEsvPJol5urGTw8A_gl6rO4rHZ-O0QznnsKll8RoSn45g5YAlSEEPZa00rFZ0dPPuuqmDAgPAS93GwhO7VCDO_VjPdY/s1600/kakuno.jpg" /></a></div>
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<span style="font-size: small;"><span> Dernière précision, les trois stylos mentionnés ci-dessus sont trouvables à 15€ ou moins. La nouveauté réglable a un prix proche des 20€. </span></span></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-33148085053940468672016-01-26T08:41:00.000+01:002017-04-07T09:26:01.768+02:00Carte de la rééducation de l'écriture en France : où trouver un cabinet de rééducation de l'écriture?<div style="text-align: center;">
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<iframe height="360" src="https://www.google.com/maps/d/embed?mid=1iEnGDHYr7weghV1q0D_Qn2-zTKw" width="480"></iframe> </h2>
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<b>Zoom sur l'Ile de France :</b>
<iframe height="360" src="https://www.google.com/maps/d/embed?mid=1eiuVuLMR-_MMRh2VKY1dp5M_wFQ" width="480"></iframe></h2>
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-43753683518260581782016-01-14T09:12:00.002+01:002016-01-14T20:59:10.819+01:00Tenue de crayon : pourquoi il est crucial d'enseigner la bonne tenue de crayon<div style="text-align: justify;">
Bien évidemment, il ne suffit pas de changer une tenue de crayon pour rééduquer une écriture. Néanmoins, on peut obtenir une amélioration de l'écriture significative en ne travaillant que ce point là dans un premier temps.<br />
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/s_vi/081w2opTtaY/default.jpg?sqp=CNSo3bQF&rs=AOn4CLB5FAi5766vv-11fXNo4eYUi77vUQ" frameborder="0" height="266" src="https://www.youtube.com/embed/081w2opTtaY?feature=player_embedded" width="320"></iframe></div>
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Comme vous avez pu le voir dans la vidéo ci-dessus, une mauvaise tenue de crayon peut-avoir des conséquences directes sur la qualité de l'écriture.</div>
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Dans le cas d'Arthur, que vous découvrez en train d'écrire dans la vidéo, la mauvaise position n'est pas évidente à repérer pour une personne qui n'est pas habituée. Et pourtant, c'est la source d'une partie de ses problèmes (pas tous, cependant, loin de là même, cela aurait été trop simple).</div>
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Lorsque le crayon est bien tenu, c'est à dire entre la pulpe du pouce et la première phalange du majeur avec l'index qui repose souplement sur le crayon, on remarque que les doigts forment un cercle. J'aime utiliser l'image d'un soleil pour l'expliquer aux enfants.</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_aRDw7OVvfbT_9GiIqEHa8pxw9CgPO0oKEI2jKKwQOmZhuvaOZz4zb7Tu6OHzxWRObpVLzjW_y-HNtFmiDr3dRYwhUdguRtAaUYZ-ddQfHUK8uDr_w_z1jOmkdAHwrCzHBIIafLT3HRw/s1600/Bonne+tenue+de+crayon.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_aRDw7OVvfbT_9GiIqEHa8pxw9CgPO0oKEI2jKKwQOmZhuvaOZz4zb7Tu6OHzxWRObpVLzjW_y-HNtFmiDr3dRYwhUdguRtAaUYZ-ddQfHUK8uDr_w_z1jOmkdAHwrCzHBIIafLT3HRw/s400/Bonne+tenue+de+crayon.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Bonne tenue de crayon, doigts souples en soleil</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilOp_KtTK-irhHGQaP5OKy1IhdgI5IojkOzUtJY4y0jkPqHTMaw2A3kWeKCnlFv0Jg3ldlo4R-SSO8Bup_TVn2Rp0_pGzeyCr1LXHFZwDqaBqJp9V0998fKzhkLPujnNK5J7sUcP4F-YU/s1600/Mauvaise+tenue+de+crayon.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilOp_KtTK-irhHGQaP5OKy1IhdgI5IojkOzUtJY4y0jkPqHTMaw2A3kWeKCnlFv0Jg3ldlo4R-SSO8Bup_TVn2Rp0_pGzeyCr1LXHFZwDqaBqJp9V0998fKzhkLPujnNK5J7sUcP4F-YU/s400/Mauvaise+tenue+de+crayon.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Mauvaise tenue de crayon, crayon coincé dans la commissure pouce index</td></tr>
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Sur cette deuxième illustration, vous pouvez voir que le crayon est bloqué dans la zone que j'ai matérialisée en rouge et que le pouce s'enroule autour du stylo plume. Attrapez un crayon, et essayez de prendre cette position. Vous pourrez ainsi imaginer une petite partie des tensions que cela peut provoquer chez l'enfant et plus encore chez l'adolescent qui écrit énormément au collège ou au lycée.</div>
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Pour terminer cet article, vous trouverez ci-dessous des liens vers les pages de mes collègues qui expliquent comment enseigner la bonne tenue de crayon aux enfants.</div>
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La bonne tenue de crayon n'est pas innée, il faut l'enseigner!</h2>
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<a href="http://www.ecritureparis.fr/ressources-utiles/" target="_blank">Les ressources utiles de Laurence Pierson</a></div>
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<a href="http://www.isabelle-godefroy.fr/?p=463" target="_blank">Apprendre à bien tenir son crayon à l'aide des comptines</a></div>
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<a href="http://www.reeducation-ecriture.com/reeducation_en_ecriture/Documents_pedagogiques/Entrees/2012/10/18_Bien_bouger_les_doigts.html" target="_blank">Bien bouger les doigts pour écrire</a></div>
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<a href="http://www.reeducation-ecriture.com/reeducation_en_ecriture/Documents_pedagogiques/Entrees/2013/1/25_Delier_les_doigts.html" target="_blank">Délier les doigts</a></div>
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<a href="http://www.reeducation-ecriture.com/reeducation_en_ecriture/Documents_pedagogiques/Entrees/2014/2/26_Finger_eyes_ou_comment_travailler_sa_motricite_fine_tout_en_rigolant_!.html" target="_blank">Finger Eyes, ou comment travailler la motricité fine en rigolant</a><span id="goog_1687716026"></span><span id="goog_1687716027"></span><a href="https://www.blogger.com/"></a></div>
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<div>
<a href="http://www.ecritureparis.fr/news/le-coloriage-une-activite-graphique-a-part-entiere/" target="_blank">Le coloriage, une activité graphique à part entière</a></div>
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-41391724428834332282016-01-07T11:16:00.002+01:002016-01-07T11:16:50.364+01:00Laurianne Magnino, une rééducatrice dans le Val-de-Marne<span style="background-color: #f6f2f0; color: #222222; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 15px;">Pour en savoir plus sur Laurianne Magnino , nouvelle rééducatrice de notre réseau située dans le Val-de-Marne, voici un lien vers son site web :</span><br />
<span style="background-color: #f6f2f0; color: #222222; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 15px;"><br /></span>
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<span style="background-color: #f6f2f0; color: #222222; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 15px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPSQFoKh99lYMsfORjIPAueHc90q7Fnz3-Aw1fx54EN3oJP5s0zXsfzzFePsftWQQ-RyyCN3C65L6KyvDWuG3DRmkYeBcI3yGjamfEtsj3THglPPvw2nlxwDucdIo272DzJju-6pzy0OU/s1600/laurianne.jpg" imageanchor="1"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPSQFoKh99lYMsfORjIPAueHc90q7Fnz3-Aw1fx54EN3oJP5s0zXsfzzFePsftWQQ-RyyCN3C65L6KyvDWuG3DRmkYeBcI3yGjamfEtsj3THglPPvw2nlxwDucdIo272DzJju-6pzy0OU/s400/laurianne.jpg" width="400" /></a></span></div>
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Nous sommes très heureuses de pouvoir vous la recommander si vous, ou vos proches, rencontrez des difficultés avec l'écriture. Nul doute qu'entre son expérience de 12 ans d'enseignement et sa formation elle saura aider efficacement ceux qui en ont besoin.</div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-51076264107496670842016-01-03T22:01:00.000+01:002016-01-03T22:06:24.444+01:00Les stylos préférés des enfants au cabinetEn 2013, j'avais rédigé un article "<a href="http://www.sos-ecriture.fr/2011/09/quel-stylo-choisir-pour-ecrire.html" target="_blank">Quel stylo choisir pour bien écrire</a>".<br />
Avec le recul, je peux maintenant parler des différents stylos que j'utilise au cabinet en fin de rééducation.<br />
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Je commence toutes les rééducations au crayon de papier.</div>
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Lorsque l'écriture s'améliore, l'enfant peut essayer tous les crayons et stylos qui sont à disposition au cabinet pour trouver ceux qui lui conviennent le mieux.</div>
<div style="text-align: justify;">
Ce que je vous recommande : allez dans une bonne papeterie avec votre enfant, pour qu'il puisse essayer les stylos et choisir ce qui lui convient le mieux. Certains stylos glissent trop, ou pas assez, écrivent trop gros, ou trop fin. Mais ces critères sont propres à chacun.</div>
<div style="text-align: justify;">
Gardez en tête que votre enfant va passer une grande partie de ses journées d'école un stylo à la main, autant qu'il lui convienne bien.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
N'oubliez pas qu'un stylo, même de marque avec guide-doigts intégré ne fera pas de miracle à lui seul si votre enfant écrit mal ou tient mal son crayon.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Voici un récapitulatif des crayons les plus choisis, sélection 2016 :</div>
<br />
<h3>
Crayon de papier :</h3>
<br />
<b><i><u>Faber Castell Grip 2001</u></i></b> : Triangulaire, anti-glisse, la mine ne casse pas quand on taille le crayon.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7cPBlOHPW6XsyyX0JONyQyQ_zVyKmBxeklIUlLEeu7LR1zJQWGtwSSPTdhIYPmlNbY6TMwJOakz7ntDZvB8CUgVavo63C3Qe5ecpOLccT1aNOg9Pkg0dJp_ZUojZ1128fRC1R2fb9DC8/s1600/Faber+castell+Grip+2001.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="146" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7cPBlOHPW6XsyyX0JONyQyQ_zVyKmBxeklIUlLEeu7LR1zJQWGtwSSPTdhIYPmlNbY6TMwJOakz7ntDZvB8CUgVavo63C3Qe5ecpOLccT1aNOg9Pkg0dJp_ZUojZ1128fRC1R2fb9DC8/s320/Faber+castell+Grip+2001.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Faber Castell Grip 2001<br />
<br />
<br />
<div style="text-align: left;">
<br /></div>
</td></tr>
</tbody></table>
<h3>
Stylo bille :</h3>
<div>
<br /></div>
<div>
<b><i><u>Papermate Inkjoy</u></i></b> : Triangulaire également, avec une bonne glisse, qui n'oblige pas à appuyer comme une brute ni à tenir son crayon verticalement. Disponible en plein de couleurs et plein de modèles...</div>
<div>
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe9XmEm7BpLoO5iypYTGAn5qVfKjAt1TArcS_k24_BjtlrgBEypb1VQbpuf5QQeIEC0_jKMLhsTb1pfxNIlvASY7BbX95dHYoUdnIj8xHZhE2wvCGupiZ5HI1lrz-y_vxgIH0a-I1mTsg/s1600/Papermate+Inkjoy.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="93" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe9XmEm7BpLoO5iypYTGAn5qVfKjAt1TArcS_k24_BjtlrgBEypb1VQbpuf5QQeIEC0_jKMLhsTb1pfxNIlvASY7BbX95dHYoUdnIj8xHZhE2wvCGupiZ5HI1lrz-y_vxgIH0a-I1mTsg/s320/Papermate+Inkjoy.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Papermate Inkjoy<br />
<br />
<div style="text-align: left;">
<br /></div>
</td></tr>
</tbody></table>
<h3>
Roller gommable :</h3>
<div class="separator" style="clear: both; text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<b><i><u>Le Roller Pilot Frixion, 0.7:</u></i></b> Ce stylo est très apprécié des enfants car il se gomme comme un crayon de papier. Je ne l'aime pas trop personnellement, car la coulée d'encre est très irrégulière, et les résidus de gommage loin d'êtres propres.</div>
<div class="separator" style="clear: both; text-align: justify;">
Attention aux deux points suivants: le frixion 0.5 ne permet pas une tenue de crayon optimale, il est à éviter à mon sens.</div>
<div class="separator" style="clear: both; text-align: justify;">
Ces stylos s'effacent <u>à la chaleur.</u> Il ne faut jamais plastifier un document écrit avec un tel stylo, le laisser dans la voiture au soleil ou près du radiateur. (Truc, en cas d'effaçage intempestif, placer la feuille au frigo, puis photocopier le document encore froid)</div>
<div class="separator" style="clear: both; text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi8Lqi_k91_g9ylaOS0FjEu90mAmXQ0oXwF9QCR5tJkhXabpRO4E_oGcE9Uz1VozEIk-q-fLpCtcTLkCDdbjLvFGL_hxPoHkATPC35KGpBCyEcSuJQQraCRbAXWRBZQ6HgD_7ruWzUKm8/s1600/563962.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi8Lqi_k91_g9ylaOS0FjEu90mAmXQ0oXwF9QCR5tJkhXabpRO4E_oGcE9Uz1VozEIk-q-fLpCtcTLkCDdbjLvFGL_hxPoHkATPC35KGpBCyEcSuJQQraCRbAXWRBZQ6HgD_7ruWzUKm8/s200/563962.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Pilot Frixion 0.7<br />
<br />
<br /></td></tr>
</tbody></table>
<h3>
Rollers à encre :</h3>
<div class="separator" style="clear: both; text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<b><i><u>Le Schneider Breeze</u></i></b> : excellent confort grâce à son corps triangulaire, très bon débit d'encre, glisse même parfois un peu trop. Ce stylo gagne à être connu. Son principal défaut, utilise des cartouches particulières.</div>
<div class="separator" style="clear: both; text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIjGBCOkATlNn9DqDIHxjMZ-60wsAblfaNHjl3wDJ_XpHZ-Ul5IVtlpqQ_oV4Rw3ZRKl5FH-rqp30leIP-VkEJJR9LX-I6I33xPSUJ8WIajQG4xvtfKqtXUP7TkoLkDTJ49VKdH2Mihdw/s1600/SNO188906-2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIjGBCOkATlNn9DqDIHxjMZ-60wsAblfaNHjl3wDJ_XpHZ-Ul5IVtlpqQ_oV4Rw3ZRKl5FH-rqp30leIP-VkEJJR9LX-I6I33xPSUJ8WIajQG4xvtfKqtXUP7TkoLkDTJ49VKdH2Mihdw/s200/SNO188906-2.jpg" width="155" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Schneider Breeze</td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: justify;">
<br /></div>
<div>
<br />
<b><i><u>Le pelikan Griffix</u></i></b> : C'est un stylo avec guide-doigts intégré qui existe en version droitier/gaucher et fait partie d'une gamme progressive (craie grasse, crayon, roller à encre puis stylo plume).<br />
Il est apprécié en version roller, ainsi qu'en version stylo plume. Utilise des cartouches propriétaires. Effaçable à l'effaceur.<br />
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4jfjifSNZFMqYxSo0YThjGrvTxdVxzWWhNVa-Hj9m_NxBrh7L-ZTGOct76bgQpaXqtJVHsJEfLBo9W0Uyi1Pz4lsEgDtyEf5v0lyHeTnVoJu_TPlkjgWa-PH739fk8GOFm5QpdOkY9Q4/s1600/f-pelikan-pioro-kulkowe-griffix-2014-dla-praworecznych-rozne-kolory.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4jfjifSNZFMqYxSo0YThjGrvTxdVxzWWhNVa-Hj9m_NxBrh7L-ZTGOct76bgQpaXqtJVHsJEfLBo9W0Uyi1Pz4lsEgDtyEf5v0lyHeTnVoJu_TPlkjgWa-PH739fk8GOFm5QpdOkY9Q4/s200/f-pelikan-pioro-kulkowe-griffix-2014-dla-praworecznych-rozne-kolory.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Pelikan Griffix</td></tr>
</tbody></table>
<br />
<b><i><u><br /></u></i></b>
<b><i><u>Stabilo Easy Roller </u></i></b>: On ne présente plus le Stabilo Easy, que l'on trouve au supermarché du coin et qui existe en version droitier et gaucher. Utilise des cartouches d'encre propriétaire, effaçable à l'effaceur. Je ne suis pas fan de l'ergonomie du guide doigts qui ne convient pas à tout le monde. il faut impérativement l'essayer pour vérifier qu'il convient à l'enfant.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC3vPXHjkxfcQ2m7ndwskNPz_xa6q0Nv5tdFwtRpCf-5c42O0q6X7uo_XnsJpKqgNYYreZRNAiBytrlNO7aGalItLn8NXyF2cu9L3R-8dYL9hzzZZFcj4P8xHcdlez95WlnNWRZZeywMk/s1600/St_03085_6892_2-4103_Pen.bmp" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="35" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC3vPXHjkxfcQ2m7ndwskNPz_xa6q0Nv5tdFwtRpCf-5c42O0q6X7uo_XnsJpKqgNYYreZRNAiBytrlNO7aGalItLn8NXyF2cu9L3R-8dYL9hzzZZFcj4P8xHcdlez95WlnNWRZZeywMk/s200/St_03085_6892_2-4103_Pen.bmp" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Stabilo Easy</td></tr>
</tbody></table>
<b><i><u>Schneider Glam Roller </u>: </i></b>Utilise les mêmes cartouches d'encre qu'un stylo plume standard, mais avec une pointe roller. Trait un peu épais pour certains enfants. Existe en plein de couleurs, il plait beaucoup. Un bon compromis quand l'enseignant exige un stylo plume mais que l'enfant n'est pas encore prêt.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvgQ4w8Wa2ruBuYT8xNdcF1zl6Tav5fY0YrNsvp2JnzUfI88T-TfXz_w8i2Yibjh8l4o7HvPFBxjDQI7Mhcza_MvYnS-G4j3lTZHDSbml4x3Xbn-AwrOZ_FAtEqgyjZIxOg9xkrekRMww/s1600/S-187903.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="77" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvgQ4w8Wa2ruBuYT8xNdcF1zl6Tav5fY0YrNsvp2JnzUfI88T-TfXz_w8i2Yibjh8l4o7HvPFBxjDQI7Mhcza_MvYnS-G4j3lTZHDSbml4x3Xbn-AwrOZ_FAtEqgyjZIxOg9xkrekRMww/s320/S-187903.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Schneider Glam</td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />
<div>
<br /></div>
<h3>
Stylo plume :</h3>
<div>
<br /></div>
<div>
<b><i><u>Lamy ABC</u></i></b> : excellent stylo, très apprécié pour commencer à écrire au stylo plume. Cartouches propriétaire.</div>
<div>
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiScF3ey_L4HZmqhSFkoeGyg0tr14IS7Pp5ZN2PGMkBDCQR79vOy1dnr2oOgfe3eUZqgLMuf2O0TV7wMnUN5JYU_Gs946PbtuUoYy7nnUoc-s4Q9mVbZxdtvCcoeGs_zQH3SoSLsA6rCjA/s1600/abc_09_10.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="87" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiScF3ey_L4HZmqhSFkoeGyg0tr14IS7Pp5ZN2PGMkBDCQR79vOy1dnr2oOgfe3eUZqgLMuf2O0TV7wMnUN5JYU_Gs946PbtuUoYy7nnUoc-s4Q9mVbZxdtvCcoeGs_zQH3SoSLsA6rCjA/s320/abc_09_10.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Lamy ABC<br />
<br /></td></tr>
</tbody></table>
<u style="font-style: italic; font-weight: bold;">Faber Castell Scribolino:</u> Autre excellent stylo souvent choisi (le choix de ma fille pour son entrée en 6ème). </div>
<div>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1SGI7i3xZraj8l8dSQO9bAW171ZA-BRpqc3TUQVxmiz1pEyZK0i9FE5dd3IeJNgUTRHOiTmmGXZZRANW2FB3MxuYu5K-JBgQ29cSQheuyNYdRB0HE5wUYTYDx9w0_zBcz2puQJ8r40BU/s1600/149847_1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="36" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1SGI7i3xZraj8l8dSQO9bAW171ZA-BRpqc3TUQVxmiz1pEyZK0i9FE5dd3IeJNgUTRHOiTmmGXZZRANW2FB3MxuYu5K-JBgQ29cSQheuyNYdRB0HE5wUYTYDx9w0_zBcz2puQJ8r40BU/s320/149847_1.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Faber Castell Scribolino</td></tr>
</tbody></table>
<div>
<br /></div>
<div>
<u style="font-style: italic; font-weight: bold;">Pelikan Griffix Plume:</u> Le dernier stylo plume pour débutants souvent choisi. Cartouches Pelikan.</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtThL5P_ANpU1jxjcJVCJ9RaXrXOBmrv3n0NXuycz_fGAKrAwH20WCIGAMkP3k4DBcPgKKuGltDp7vk7Y_PR-vbo2yijKfu3NanUBbl0Jcn-9JQtH2KPfT81Smf9yzb_IaVBR6DgiRllU/s1600/71eFV3mlbEL._SL1500_.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="123" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtThL5P_ANpU1jxjcJVCJ9RaXrXOBmrv3n0NXuycz_fGAKrAwH20WCIGAMkP3k4DBcPgKKuGltDp7vk7Y_PR-vbo2yijKfu3NanUBbl0Jcn-9JQtH2KPfT81Smf9yzb_IaVBR6DgiRllU/s200/71eFV3mlbEL._SL1500_.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Pelikan Griffix Plume</td></tr>
</tbody></table>
<div>
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<b><i><u><br /></u></i></b></div>
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-27691615630872559602016-01-02T13:40:00.002+01:002016-01-02T13:47:55.805+01:00La mauvaise tenue de crayon: non, ce n'est pas anodin<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/TccepjC-SWk/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/TccepjC-SWk?feature=player_embedded" width="320"></iframe></div>
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-27939747326011489792015-11-26T19:55:00.001+01:002015-11-26T19:55:54.098+01:00Martine Lofficial, une rééducatrice dans le MorbihanPour en savoir plus sur Martine Official , nouvelle rééducatrice de notre réseau située en Bretagne, voici un lien vers son site web :<br /><div class="separator" style="clear: both; text-align: center;">
<a href="http://www.clesdeplume.fr/" target="_blank"><img alt="rééducation écriture Martine Lofficial" border="0" height="137" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji856tpIjQ8pRHGk1qcwP3yGYezrfEQChJ0ep-AuQGbLnzgFgZF2o1_zV0bIs-_vF-XuF8l9sWkA88lmXzvw_uX1XXBo5iUnoKC4JeS1nG4DXdGS81_4WwLJeXN5Ntj1w5snMBXN6_r8k/s400/clesdeplume.jpg" title="Clés de Plume" width="400" /></a></div>
<br />
Nous sommes très heureuses de la compter parmi les membres de notre réseau. Si vous habitez par là et avez des soucis avec votre écriture ou celle d'un de vos proches, n'hésitez pas, Martine est une rééducatrice en or!Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-33560716518817186822015-10-30T09:13:00.000+01:002015-10-30T09:37:20.660+01:00Devenir rééducateur en écriture. Quelle formation?Si vous êtes intéressé par la profession de rééducateur (rééducatrice) de l'écriture et souhaitez devenir rééducateur indépendant, sachez qu'il est possible de vous former.<br />
Pour cela, vous pouvez vous rendre sur le site de l'association 5E : Enseignement de l'Ecriture pour Elèves, Etudiants, Enseignants<br />
<br />
<div style="text-align: center;">
<a href="http://www.association5e.fr/" target="_blank">Site web de l'association 5E</a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-81446423204232759332015-10-09T19:42:00.001+02:002015-10-09T19:44:32.026+02:00La rééducation de l'écriture dans les dernières nouvelles d'AlsaceLes <a href="http://www.dna.fr/" target="_blank">Dernières Nouvelles d'Alsace</a> consacrent encore un petit article à mon activité ainsi qu'à celle de ma collègue <a href="http://www.dyssurdix.com/" target="_blank">Sylvie Freyermuth</a>, à l'occasion d'une formation destinée aux parents.<br />
<br />
Comme le site des DNA ne permet pas d’accéder bien longtemps aux articles, j'en garde une copie ici<br />
<br />
<br />
"L' une rectifie le geste de l’écriture, lorsque celui-ci devient
trop compliqué ou trop douloureux. L’autre intervient sur l’orthographe,
quand il n’a plus de sens. Toutes les deux ont pour point commun de
soigner les maux autour des mots.<br />
Anne-Gaël Tissot et Sylvie
Freyermuth sont très complémentaires, et ont décidé de s’associer pour
partager leurs savoir-faire. « Il y a une relation intime entre le geste
de l’écriture, l’apprentissage et l’orthographe», explique Sylvie
Freyermuth, qui intervient en remédiation orthographique auprès
d’enfants et d’adultes, mais aussi en entreprise.<br />
« Je peux rééduquer
l’écriture, mais j’ai beau donner un beau geste, si l’enfant bloque à
chaque lettre sur l’orthographe, ce ne sera pas fluide», ajoute
Anne-Gaël Tissot, rééducatrice des troubles de l’écriture en libéral et
formatrice auprès d’enseignants.<br />
<br />
S’il arrive souvent que l’une
envoie ses patients vers l’autre, les deux spécialistes ont décidé de
travailler main dans la main à l’organisation d’une journée de
formation, qui aura lieu ce samedi au centre Arthur-Rimbaud à Obernai. «
Nous organisons toutes les deux régulièrement des formations à
destination des professionnels, des enseignants, mais là, nous voulions
toucher les parents. Ce sont eux qui font travailler leurs enfants, le
soir après l’école », détaille Anne-Gaël Tissot, qui précise que la
journée s’adressera également aux assistantes maternelles ou aides à la
vie scolaire, qui sont en contact au quotidien avec les enfants.<br />
Pour
un élève souffrant de troubles « dys » — dysorthographie, dysgraphie
etc. — les devoirs sont souvent un moment de souffrance, voire de
conflit avec des parents qui s’énervent facilement, pensant que leur
enfant est fainéant, qu’il met de la mauvaise volonté ou ne s’applique
pas. Les parents se tournent en général vers toute une série de
professionnels,se sentant impuissants, « dépossédés de leur action,
selon Sylvie Freyermuth. Même une fois les cas<br />
diagnostiqués, les
professionnels n’ont pas toujours le temps d’expliquer aux parents ce
qui se joue ». Et l’enjeu est de taille : de nombreux cas d’échec
scolaire trouvent leur origine dans des problèmes liés au langage écrit
et à la lecture.<br />
<br />
L’objectif de la formation sera d’abord
d’expliquer ces troubles, en partant de la base : le fonctionnement du
cerveau, les trois formes d’intelligence (visuelle, auditive et
kinésthésique). Les deux professionnelles apporteront ensuite des outils
concrets, qu’elles-mêmes utilisent dans leur cabinet pour aider les
enfants au quotidien. En montrant par exemple des mouvements physiques<br />
qui
peuvent accompagner les apprentissages, pour mieux les intégrer et leur
donner du sens. Car un enfant qui comprend ce qu’il lit ou écrit a
toutes les chances de le mémoriser. "<br />
<br />
<div style="text-align: right;">
FANNY HOLVECK</div>
<br />
<br />
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" width="640" />Unknownnoreply@blogger.comObernai, France48.46226 7.48167999999998348.3780115 7.3203184999999831 48.5465085 7.6430414999999829tag:blogger.com,1999:blog-5797238450608686485.post-85602137682971103882015-09-24T16:40:00.004+02:002015-09-24T16:41:43.408+02:00Magali Flori, une rééducatrice en Corse, enfin!La grande famille des rééducateurs indépendants s'agrandit d'une nouvelle recrue.<br />
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J'ai le plaisir de vous annoncer l'ouverture du cabinet de rééducation de l'écriture de Magali Flori, à Bastia.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><span style="margin-left: auto; margin-right: auto;"><a href="http://www.reeduquer-ecriture.com/" target="_blank"><img border="0" height="230" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRjE2zNtMJs_dBy8Aq1dR9EtqUfVMrv1qrJwyozgkU0C909iQHXn8SvyH0OF451ZC3LxzH2djmC5zgJDpJCHxvefgH9eXSOzXyoZAaT1WY_1z5J7m9h21nf8zvLzlAckwuxiLefrqikBQ/s400/Magali+Flori+Reeduquer-ecriture.jpg" width="400" /></a></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.reeduquer-ecriture.com/" target="_blank">Le site web de Magali Flori, www.reeduquer-ecriture.com</a></td></tr>
</tbody></table>
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Sos-Écriture souhaite la bienvenue à Magali dans le réseau et vous la recommande chaudement.Unknownnoreply@blogger.comtag:blogger.com,1999:blog-5797238450608686485.post-65096345958528775912015-09-21T11:05:00.000+02:002015-09-24T08:21:41.368+02:00Il n'écoute pas et ne retient rien? Essayez la comptine d'ouverture<div style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; font-family: Helvetica;">
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<span style="-webkit-text-stroke-width: initial;">Beaucoup de parents me confient, catastrophés, que leur enfant n'écoute rien et ne retient rien des apprentissages, en particulier dès que ça se passe à l'école. À la maison, la dictée est sue et réussie, en classe, c'est la catastrophe.</span><span style="-webkit-text-stroke-width: initial;"> </span></div>
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L'apprentissage de la lecture peut aussi être extrêmement compliqué, l'enfant ayant tendance à oublier au fur et à mesure tout ce qu'il a appris la veille.</div>
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À ce sujet (entre autres) , je suis tombé sur l'excellent ouvrage d'Elisabeth Nuyts <i><u>Dyslexie, dyscalculie, dysorthographie, préventions et remèdes</u></i>. Sa théorie m'ayant semblé pour le moins surprenante, j'ai souhaité en savoir plus. J'ai donc rencontré l'auteur, qui m'a expliqué pourquoi selon elle certains enfants n'écoutent pas ou ne retiennent rien. Encore plus fort, elle explique ce que nous pouvons faire pour y remédier. Disons-le tout net, j'ai été convaincue tout autant par ses arguments que par mon expérience avec les enfants que j'accompagne à la suite de l'application de ses conseils. Evidemment, ça ne marchera pas pour tous les enfants, mais cela vaut la peine de se pencher sur la question, car le nombre de petits Français concernés par les comptines est astronomique.</div>
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Voici en quelques mots que Elisabeth Nuyts a découvert. </div>
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<b><b><i>Qu'est ce qu'une comptine de fermeture ?</i></b></b></div>
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En classe, ou pire, en crèche, on utilise parfois des comptines bien particulières qui ont pour objectif de rendre l'enfant plus calme, plus docile. Peut-être connaissez-vous la plus connue, pour l'avoir récitée vous aussi dans vos toutes jeunes années? La comptine commence comme ceci : Je fais le tour de ma maison (l'enfant fait le tour de son visage avec l'index), je ferme mes volets (l'enfant mime le geste de fermer ses oreilles), je ferme mes fenêtres (l'enfant ferme les yeux) , je descends l'escalier (le doigt suit le nez jusqu'à la bouche), et je fais cric crac ( l'enfant mime en général la clé qui tourne dans la serrure devant sa bouche, pour fermer la porte). Il est à noter que la fin varie souvent : la clé est parfois avalée, parfois jetée par dessus l'épaule. Certains enfants miment même le geste de se coudre la bouche.</div>
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Après ce genre d'activité, la bouche étant close, l'enfant ne parle plus et est bien plus docile, c'est d'ailleurs pourquoi la comptine est toujours utilisée dans les écoles et les crèches. Elle est efficace.</div>
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<b><b><i>Pourquoi les comptines de fermeture sont-elles une catastrophe?</i></b></b></div>
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Je ne vois pas le problème, allez-vous me dire. Ce n'est qu'une petite comptine anodine, non?</div>
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Croire cela est une grave erreur. Les enseignants constatent que ce type de comptine a un effet réel sur les enfants dans leur classe, sinon ils ne les utiliseraient pas. Mais que se passe-t-il donc à long terme dans l'esprit jeune et malléable du petit enfant? On lui impose de "fermer" ses oreilles ( il n'entend plus), de "fermer" ses yeux ( il ne voit plus), et de "fermer" sa parole ( Il n'utilise plus sa petite voix intérieure, ni n'exprime ce qu'il ressent). Comment voulez-vous qu'il apprenne et retienne quoi que ce soit dans ces conditions? Il voit sans regarder, il entend sans écouter, il parle sans comprendre...</div>
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<b><b><i>Pourquoi le petit enfant est-il si sensible aux comptines de fermeture?</i></b></b></div>
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Durant l'enfance, et particulièrement la petite enfance, lorsque le langage et la personnalité n'ont pas encore atteint leur maturité, les interdits et contraintes sociales sont intégrés très profondément, par le corps. L'exemple le plus frappant est celui de la propreté. Une fois acquise, la propreté n'est plus une question de volonté, elle est automatique. Nous devenons "propres", de nuit comme de jour. Il nous est inconcevable, et même tout bonnement impossible, de faire sur nous volontairement. Avez-vous déjà été cloué au lit au point de devoir faire vos besoins dans un bassin? Si oui, vous comprenez certainement ce que je veux dire. On a beau avoir envie, il est très compliqué de réussir à nous soulager dans un lit, notre corps refuse de le faire et ne répond pas à notre intellect. Et notre cerveau n'y peut pas grand chose.</div>
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Imaginez l'effet de la comptine de fermeture sur l'esprit de l'enfant! Répétée de nombreuses fois, le corps intègre qu'il ne doit ni écouter, ni observer, ni parler ou penser. Les conséquences sur la scolarité de certains enfants (et la vie de famille... " il n'écoute rien ce gosse") sont dévastatrices.</div>
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<b><b><i>Le remède : la comptine d'ouverture !</i></b></b></div>
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Elisabeth Nuyts, pour contrecarrer l'effet de la comptine de fermeture, a transformé celle-ci en une comptine d'ouverture. Simple comme bonjour, encore fallait-il y penser!</div>
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À chaque fois que la comptine de fermeture interdisait en fermant, la comptine d'ouverture autorise en ouvrant. </div>
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Je fais le tour de ma maison ( l'enfant fait le tour de son visage avec l'index), j'ouvre mes volets (l'enfant mime le geste d'ouvrir ses oreilles), j'ouvre mes fenêtres (l'enfant ouvre les yeux) , je descends l'escalier (le doigt suit le nez jusqu'à la bouche), et j'ouvre la porte (l'enfant mime le plus souvent la clé qui tourne dans la serrure pour ouvrir la porte ou coupe le fil qui avait cousu la bouche). </div>
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On peut ajouter ensuite quelques mots plus spécifiques aux difficultés de l'enfant, pour renforcer encore l'effet : j'ai le droit de dire ce que je vois/ ce que je ressens, à l'enfant mutique; j'ai le droit de faire ce qu'on me demande, je peux le faire, je vais le faire, à l'enfant qui n'ose pas participer aux activités, etc. Attention toutefois à ne pas tomber dans l'excès inverse. Si vous faites répéter " J'ai le droit de faire ce que je veux, je vais le faire, je peux le faire " vous risquez d'avoir une drôle de surprise...<br />
Dernière phase, mais tout aussi importante : puisque l'enfant vient "d'ouvrir" ses oreilles, ses yeux et sa bouche, nous allons enfin lui demander de mettre en mots ce qu'il perçoit. "Qu'entends-tu? Que vois-tu? " Il est très important que l'enfant prenne conscience de ce que ses sens lui permettent de percevoir. C'est ce que nous l'aidons à faire en le faisant parler.</div>
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<b><b><i>Mon enfant est-il concerné par ce problème?</i></b></b></div>
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Comment savoir si votre enfant est concerné par ce problème de comptine de fermeture? C'est assez simple. Commencez la comptine sans instruction particulière et laissez à l'enfant le temps de mimer. S'il ferme la porte et jette la clé par dessus son épaule avant vous, ou râle car "la maîtresse, elle disait pas comme ça" vous serez fixés.</div>
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<b><b><i>La comptine d'ouverture, quand? Comment? À quelle fréquence? Jusqu'à quel âge?</i></b></b></div>
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Tous les jours, pendant une durée suffisante (de quelques jours à plusieurs semaines) pour que le changement soit perceptible. Il est possible de le faire même à l'âge adulte. Plutôt le matin avant d'aller à l'école, ou le soir avant les devoirs.</div>
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Que risquez-vous à essayer?</div>
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<tr><td><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjWmaDNtqRZffl3N4bOzeVb12rWxgiQ5tSMLHS1RBCB4xSHPPxd_DO9CE15B80Qzo7ir45PJ4wNeUukWA2yfQSE2yk041c_TbYl6tTa1Y7PVkSwDeZawqDtovOFSYahYj6cc7KaOXf9o0/s1600/Comptine.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjWmaDNtqRZffl3N4bOzeVb12rWxgiQ5tSMLHS1RBCB4xSHPPxd_DO9CE15B80Qzo7ir45PJ4wNeUukWA2yfQSE2yk041c_TbYl6tTa1Y7PVkSwDeZawqDtovOFSYahYj6cc7KaOXf9o0/s400/Comptine.jpg" width="316" /></a></td></tr>
<tr><td class="tr-caption"><span style="font-size: small;">Comptine transformée, avec illustration extraite de " Dans mon jardin tout rond", Ed Nathan</span></td></tr>
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Pour en savoir plus :<br />
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<a href="http://www.savoir-apprendre.info/" target="_blank">Lien direct vers le site d'Elisabeth Nuyts, ses publications et ses formations</a><br />
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