tag:blogger.com,1999:blog-67069809234535060262024-03-23T09:42:39.214+01:00Delfynus - Une maitresse qui vous veut du bienmaitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.comBlogger479125tag:blogger.com,1999:blog-6706980923453506026.post-25538378580893135232020-11-01T16:51:00.003+01:002020-11-01T16:51:46.812+01:00Genially - La liberté d'expression <p> Après 1 an et demi sans publier d'article, je me dois de vous donner de mes nouvelles. </p><p>Je suis donc CPC depuis 1 an et 2 mois! Je n'ai donc forcément plus beaucoup de ressources à partager. Mais il y a quelques jours, j'ai partagé de manière privée un genially que j'avais conçu pour les collègues de ma circonscription et <a href="http://maliluno.eklablog.com/" target="_blank">Maliluno </a>trouvait ce matin que je devrais vous faire un petit article. </p><p> </p><p>Comment résister à Mali?! </p><p>Voilà donc mon document. Je n'ai rien créé, mais seulement compiler les ressources qui me semblaient utiles pour aborder ce thème. Je le mets à jour régulièrement quand je trouve de nouvelles pistes. Il commence d'ailleurs à déborder un peu... </p><p>J'espère qu'il pourra vous être utile. </p><p>Je vous souhaite plein de courage pour demain pour aborder ce thème si difficile - avec masque et gel hydroalcoolique en prime! </p><p> <br /></p><div style="width: 100%;"><div style="position: relative; padding-bottom: 56.25%; padding-top: 0; height: 0;"><iframe frameborder="0" width="1200" height="675" style="position: absolute; top: 0; left: 0; width: 100%; height: 100%;" src="https://view.genial.ly/5f9bd18b4a95b80d82de447d" type="text/html" allowscriptaccess="always" allowfullscreen="true" scrolling="yes" allownetworking="all"></iframe> </div> </div>maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com2tag:blogger.com,1999:blog-6706980923453506026.post-11855727573321055232019-05-29T11:45:00.000+02:002019-05-29T11:45:24.089+02:00Auto-évaluation en FluenceDepuis le retour des vacances, j'ai commencé des ateliers de fluence avec mes CP, avec 3 groupes d'élèves ayant acquis l'ensemble des sons étudiés et devant maintenant travailler cette compétence.<br />
<br />
Lors de la première séance, j'ai été très surprise de m'apercevoir que les 13 élèves concernés par ces ateliers ne faisaient pas ou quasiment pas d'erreur de lecture. Il me fallait donc prévoir de nouveaux objectifs.<br />
<br />
J'ai donc listé les objectifs que je me fixais pour les dernières semaines :<br />
- Lire de manière fluide en faisant des pauses grâce à la ponctuation.<br />
- Respecter un rythme agréable : plus rapide pour les plus fragiles des 13, plus lents pour les meilleurs qui ont pris la lecture fluence comme une compétition.<br />
- Lire de manière fluide en marquant les liaisons.<br />
<br />
Pour que ces compétences deviennent réellement explicites pour les élèves, qu'ils puissent savoir où ils en sont, j'ai prévu deux dispositifs :<br />
<br />
1- Enregistrer les élèves lors de leur lecture pour leur permettre de s'écouter et ainsi pouvoir y revenir, s'auto-évaluer<br />
<br />
2- Une grille d'auto-évaluation : elle est remplie par les élèves, à l'aide de l'enregistrement et de l'avis des autres élèves et de mon propre jugement. Tous les élèves sont entrés dans cette auto-évaluation, ils ont accepté sans souci l'avis des autres car ils ont compris que le but était de progresser.<br />
<br />
Je vous mets en ligne la grille, elle est décomposée en 2 parties :<br />
- Auto-évaluation avec la stratégie pour réussir et le logo pour permettre aux élèves de se représenter au mieux la stratégie<br />
- Planification de la stratégie prioritaire pour la prochaine séance. A la fin de la séance, les élèves disent quelle compétence ils veulent privilégier, quelle compétence sera leur axe de progrès.<br />
<br />
<div style="text-align: center;">
<a href="https://drive.google.com/file/d/1YGhURBHy7itFebFhQRNLANkTxL5oNOIW/view?usp=sharing"><img alt="https://drive.google.com/file/d/1YGhURBHy7itFebFhQRNLANkTxL5oNOIW/view?usp=sharing" height="400" src="data:image/png;base64,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" width="300" /></a> </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
Pour une question pratique, j'ai fait le document en page A4, mais j'ai imprimé en A5, car la grille ne mérite pas d'être imprimée en si grand pour des CP pour qui les grands documents sont pénibles à lire.<br />
<br />
Edit au 29 mai. "Mais Maitresse, on fait comment ? On a réussi tous les défis!" "Eh bien, on va en chercher des nouveaux! Qu'en dites vous?!"<br />
<br />
<div style="text-align: center;">
<a href="https://drive.google.com/file/d/11DKTFZDxerig498aOfipp7j6M_lIBsCz/view?usp=sharing"><img alt="https://drive.google.com/file/d/11DKTFZDxerig498aOfipp7j6M_lIBsCz/view?usp=sharing" src="data:image/png;base64,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" /></a></div>
</div>
maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com19tag:blogger.com,1999:blog-6706980923453506026.post-64915107960847062632019-05-25T19:25:00.000+02:002019-05-25T19:32:53.282+02:00Les mots outils : lecture et écriture sans erreur<br />
<div style="text-align: center;">
<span style="color: magenta; font-size: 36pt;">Les mots outils</span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
<br />
Version 2019 pour mes CP en fin d'année!<br />
<br />
<a href="https://drive.google.com/file/d/1M8-YjCIY5GDVH0sCiUNvaEDeR5VAzJNA/view?usp=sharing">La fiche outil pour réussir les exercices </a><br />
<img alt="" height="276" src="data:image/png;base64,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" width="400" /><br />
<br />
<br />
Les fiches de lecture<br />
<a href="https://drive.google.com/file/d/1SHjbQF_ZNxnZ-__X9TfgwBvOtuBvOjdu/view?usp=sharing">Niveau 1 </a><br />
<br />
<img alt="" height="273" src="data:image/png;base64,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" width="400" /> <br />
<a href="https://drive.google.com/file/d/1utjknkiz6ATvCoA2WUKEXeoj61vXoV7c/view?usp=sharing">Niveau 2</a><br />
<br />
<br />
<a href="https://drive.google.com/file/d/1WqqilT8zFNB0LinTyJqnwg7RNq1KjX2B/view?usp=sharing"> Les dictées muettes </a><br />
<br />
<img alt="" height="270" src="data:image/png;base64,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" width="400" /> <br />
<br />
<a href="https://drive.google.com/file/d/1V3Hb_swds2DcbEipBSO9aSX9M9aQ2QI4/view?usp=sharing"> Les lettres manquantes </a><br />
<br />
<img alt="" height="258" src="data:image/png;base64,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" width="400" /> <br />
<br />
<a href="https://drive.google.com/file/d/1GBspHyFKbprrSE4PpCavTFPD4p1o2PTr/view?usp=sharing">Les phrases à trous </a><br />
<br />
<img alt="" height="241" src="data:image/png;base64,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" width="400" /> <br />
Version plus ancienne : <br />
C'est chez nous un réel manque. Les élèves
déchiffrent plutot bien en fin de CP, mais les petits lecteurs ont du
mal à mémoriser les fameux "petits" mots...</div>
<div style="text-align: left;">
Je viens donc de faire une recherche approfondie des choses existantes et ajouter des outils qui me paraissaient importants !</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Chez les autres :</div>
<div style="text-align: left;">
<a href="http://www.ecoledecrevette.fr/ateliers-sur-les-mots-outils-a92306859" target="_blank">Chez Crevette</a> : ses ateliers et un récapitulatif des autres jeux proposés sur la toile.</div>
<div style="text-align: left;">
<a href="http://www.dixmois.fr/autour-des-mots-outils-a84490136" target="_blank">Chez Dixmois :</a> des outils glanés chez les copines également. <a href="http://www.dixmois.fr/autour-des-mots-outils-a84490136" target="_blank"> </a></div>
<div style="text-align: left;">
<a href="http://www.ecoledejulie.fr/le-centre-des-mots-les-mots-frequents-a46633912" target="_blank">Chez Julie</a> : d'autres ateliers</div>
<div style="text-align: left;">
<a href="http://elau.eklablog.com/le-bang-des-mots-outils-version-bulle-a118188424" target="_blank">Chez Elau</a> : un jeu le Bang des mots-outils</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Dans les textes :</div>
<div style="text-align: left;">
<a href="http://media.eduscol.education.fr/file/ecole/60/7/Lire_au_CP_136607.pdf" target="_blank">Lire au CP </a>(Eduscol)</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Chez les éditeurs :</div>
<div style="text-align: left;">
<a href="http://www.editions-retz.com/fiches/maitrise-de-la-langue/orthographe-cpce1-les-mots-outils-9782725667751.html" target="_blank">Orthographe CP/CE1 Retz</a></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Chez moi : déjà existant</div>
<div style="text-align: left;">
<a href="http://delfynus.eklablog.com/les-mots-outils-a60777989" target="_blank">Le mur des mots outils</a></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<span style="text-decoration: underline;"><b><span style="font-size: 18pt;">Les nouveautés en lecture</span></b></span></div>
<a href="https://drive.google.com/file/d/0B-vb99cz9SdsZXZTQUVjNS10ckE/view?usp=sharing">9 séries de lecture</a><br />
<div style="text-align: center;">
<a href="http://ekladata.com/f-DVeqhUIIU00xeIAMjukuNqY6Y.png"><img alt="les mots outils : lecture et écriture sans erreur" src="http://ekladata.com/f-DVeqhUIIU00xeIAMjukuNqY6Y@500x368.png" /></a></div>
<a href="https://drive.google.com/file/d/0B-vb99cz9SdsTjJ2WmlVQmdGSWM/view?usp=sharing">Tableau de progrès</a><br />
<div style="text-align: center;">
<a href="http://ekladata.com/-ZDEMrYuWuKtem82RqrJ1cBwlac.png"><img alt="les mots outils : lecture et écriture sans erreur" src="http://ekladata.com/-ZDEMrYuWuKtem82RqrJ1cBwlac@500x363.png" /></a></div>
<br />
<a href="https://drive.google.com/file/d/0B-vb99cz9SdsUjFOa1F6LU5INHM/view?usp=sharing">3 plateaux de Jeu de l'oie</a><br />
<div style="text-align: center;">
<a href="http://ekladata.com/V-ZUWyv7Dg97QZXS8RV73PRSVOM.png"><img alt="les mots outils : lecture et écriture sans erreur" src="http://ekladata.com/V-ZUWyv7Dg97QZXS8RV73PRSVOM@250x348.png" /></a></div>
<span style="text-decoration: underline;"><b><span style="font-size: 18pt;">Les nouveautés en orthographe</span></b></span><br />
<a href="https://drive.google.com/file/d/0B-vb99cz9SdscGxtZ1pCWGtwdTg/view?usp=sharing">Compléter des phrases avec des mots-outils</a><br />
<div style="text-align: center;">
<a href="http://ekladata.com/f1Os5-evGKCiCalOkiP3CAFHqyE.png"><img alt="les mots outils : lecture et écriture sans erreur" src="http://ekladata.com/f1Os5-evGKCiCalOkiP3CAFHqyE@500x157.png" /></a></div>
<a href="https://drive.google.com/file/d/0B-vb99cz9SdsZzd3RnVNUXNSaTA/view?usp=sharing">Les erreurs à corriger </a><br />
<div style="text-align: center;">
<a href="http://ekladata.com/3Xi9Tr73QJc1LGkHOSjIsbD7mJg.png"><img alt="les mots outils : lecture et écriture sans erreur" src="http://ekladata.com/3Xi9Tr73QJc1LGkHOSjIsbD7mJg@250x299.png" /></a></div>
<a href="https://drive.google.com/file/d/0B-vb99cz9SdsLTl2ZG8zLUFuZnc/view?usp=sharing">Les lettres manquantes</a><br />
<div style="text-align: center;">
<a href="http://ekladata.com/9rfL-5rnXFvA4Mw5ol5zx-imBtg.png"><img alt="les mots outils : lecture et écriture sans erreur" src="http://ekladata.com/9rfL-5rnXFvA4Mw5ol5zx-imBtg@500x216.png" /></a></div>
<div style="text-align: left;">
Le principe : on plie la carte en deux, on
plastifie. Les élèves écrivent sur les pointillés avec des feutres V. ou
des crayons Stabilo par exemple !<br />
<br />
<br />
<br /></div>
maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com23tag:blogger.com,1999:blog-6706980923453506026.post-60963419697941290442019-02-16T12:11:00.001+01:002019-02-24T19:06:44.598+01:00Lexique autour des animaux : rédiger des devinettesDepuis le mois de novembre, le matin, en arrivant, les élèves ont une inférence à lire. Nous avions créé des inférences avec des textes 100% déchiffrables, soit parce que tous les phonèmes sont étudiés, soit parce que les mots outils sont connus.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-VBfQWXtCM0M/XGfq8hvaGHI/AAAAAAAACm4/p4VTlOpg1R0zXTVsbpdL-Wtsqf0RQmrQQCEwYBhgL/s1600/IMG-0024.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://4.bp.blogspot.com/-VBfQWXtCM0M/XGfq8hvaGHI/AAAAAAAACm4/p4VTlOpg1R0zXTVsbpdL-Wtsqf0RQmrQQCEwYBhgL/s320/IMG-0024.JPG" width="320" /></a><a href="https://2.bp.blogspot.com/-lBlqdyQYFL8/XGfq9OPWOpI/AAAAAAAACm8/lnpV7eW6UFo9AsRUf0ITFnHnvNfd7DSMQCLcBGAs/s1600/IMG-0032.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://2.bp.blogspot.com/-lBlqdyQYFL8/XGfq9OPWOpI/AAAAAAAACm8/lnpV7eW6UFo9AsRUf0ITFnHnvNfd7DSMQCLcBGAs/s320/IMG-0032.JPG" width="320" /></a></div>
<br />
<br />
Mais nous sommes arrivés à une limite. Les élèves se donnent les réponses entre eux, ne lisent plus et écoutent les réponses chuchotées dans nos oreilles.<br />
Nous avons donc décidé que chacun aura sa propre phrase. ça sera le mot de passe pour sortir en récréation!<br />
<br />
Pour cela, nous allons faire écrire les inférences/les devinettes par les élèves.<br />
Ils auront 50 animaux à disposition ( on va pouvoir faire 2 jeux différents et 50 matins sont assurés!)<br />
Je vous mets donc à disposition le lexique qui va servir à écrire les devinettes, mais également à lire certains mots pour les tout petits lecteurs.<br />
<br />
Suite à une conversation sur Twitter avec ma Koupine <a href="http://www.ecoledejulie.fr/">Julie</a>, j'ai fait les lexiques en script et en cursif car nous n'avons pas réussi à nous mettre d'accord sur ce qui était le plus pertinent pour les élèves. D'ailleurs, si quelqu'un a un texte théorique sur cette question, cela m'intéresse!<br />
<br />
Suite à une conversation sur Twitter avec ma non moins Koupine <a href="https://twitter.com/Maritouit">Marie </a> j'ai conjugué les verbes à la première et troisième personne du singulier. Cela permet l'option :" je suis un animal. je vis dans la forêt" ou "c'est un animal qui vit dans la forêt".<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/1dvOXWhtjfSf4NsUKrOr8fnm9KHuWn9iA/view?usp=sharing"><img alt="https://drive.google.com/file/d/1dvOXWhtjfSf4NsUKrOr8fnm9KHuWn9iA/view?usp=sharing" border="0" data-original-height="658" data-original-width="986" height="425" src="https://3.bp.blogspot.com/-snVSWVxeRyE/XGfumV-XlSI/AAAAAAAACnM/JyeFiwse3uITgZHKdBdW249g1W0NhyMmQCLcBGAs/s640/CM1.PNG" width="640" /></a><a href="https://drive.google.com/file/d/1dvOXWhtjfSf4NsUKrOr8fnm9KHuWn9iA/view?usp=sharing"><img alt="https://drive.google.com/file/d/1dvOXWhtjfSf4NsUKrOr8fnm9KHuWn9iA/view?usp=sharing" border="0" data-original-height="671" data-original-width="981" height="436" src="https://3.bp.blogspot.com/-uHzeMTq7iII/XGfum-LrlpI/AAAAAAAACnQ/3j-ewC5xVYoO6FatNF-2pYBL_Y3hca5UQCLcBGAs/s640/CM2.PNG" width="640" /></a></div>
<br />
Vous allez pouvoir retrouver ces lexiques dans la partie <a href="https://maitressedelfynus.blogspot.com/p/les-imagiers-pour-bien-ecrire.html">les imagiers pour bien écrire</a><br />
Mais vous pouvez les retrouver également en cliquant sur les images<br />
<br />
<br />
Vous avez un TNI?<br />
Filez voir le fil que MaterNum a fabriqué et que vous pouvez télécharger ici <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://lewebpedagogique.com/maternellesmonique/2019/02/18/devinettes-ou-description-danimaux/"><img alt="https://lewebpedagogique.com/maternellesmonique/2019/02/18/devinettes-ou-description-danimaux/" border="0" data-original-height="242" data-original-width="259" src="https://4.bp.blogspot.com/-x1U66S_iNi0/XHLdG1JVjwI/AAAAAAAACnk/1d72Y_33A9ob7psQ0QuSxvGe4cReEQ2ewCLcBGAs/s1600/Maternum.PNG" /></a></div>
<br />maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com25tag:blogger.com,1999:blog-6706980923453506026.post-38302495617389754942019-01-27T22:30:00.000+01:002019-01-27T22:31:52.616+01:00Garder trace de nos séances de compréhension orale : l'exemple de la galette à l'escampette Lors de l'analyse des résultats de l'enquête menée par Mr Goigoux et son équipe, il a été mis en lumière que les enseignants ne travaillaient pas suffisamment la compréhension de lecture (seulement 16 % du temps accordé au Lire-écrire) et surtout que la compréhension n'était pas enseignée mais était travaillé par la réponse à des questionnaires ou la lecture de résumés à trouver etc. La tache de compréhension restait une tache écrite et individuelle.<br />
<br />
Les 4 éléments qui permettent aux élèves de progresser réellement en compréhension sont les suivants :<br />
- l'engagement actif des élèves<br />
- Les hautes taches de compréhension : comprendre les personnages, comprendre l'implicite etc<br />
- Un travail important sur le lexique et la syntaxe<br />
- Un enseignement basé sur des supports variés.<br />
<br />
Mme BISHOP fait partie du groupe de recherche de l'IFE. Je suis allée l'écouter en fin d'année scolaire 2017-2018. Cette femme est passionnante, humble et accessible!<br />
Vous pouvez l'écouter ici :"<a href="https://vimeopro.com/especreteil/je-lireecrirecp/video/213683689">Lire et écrire au CP</a>" (16ème minute pour la question de la compréhension)<br />
<br />
Lors de cette animation elle a présenté un dispositif qui s'appelle le VISIBILEO.<br />
C'est une trace écrite idéale pour le rappel de récit.<br />
<br />
<span style="color: red;"><b><u>Qu'est ce qu'un Visibiléo? </u></b></span><br />
Voilà ce que Mme BISHOP en dit :
<br />
<blockquote class="tr_bq">
<div style="direction: ltr; language: fr; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: "calibri"; font-size: 12.0pt;">Le
</span><span style="color: black; font-family: "calibri"; font-size: 12.0pt;">visibiléo</span><span style="color: black; font-family: "calibri"; font-size: 12.0pt;"> n’est pas vraiment une carte
mentale. Il rend visible les liens, non pas des embranchements. Il est une
sorte d’interface entre le texte et le lecteur. Le principe est de conserver
les éléments principaux et de les relier. </span></div>
<div style="direction: ltr; language: fr; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: "calibri"; font-size: 12.0pt;">Exemple
de consigne : Je vais vous lire une histoire, votre objectif c’est de garder
trace de cette histoire, avec les éléments les plus importants pour montrer
comment ils « marchent » ensemble. Qu’est ce qui est important dans
l’histoire, et pourquoi? Qu’est ce que je dois garder en mémoire? Et pourquoi? </span></div>
</blockquote>
<br />
Un visibiléo rend visible les nœuds de compréhension, c'est un schéma qui explicite les liens, les inférences, les déductions, les non-dits....<br />
<br />
<span style="color: red;"><br /></span>
<span style="color: red;">
</span><span style="color: red;"> <u><b>Comment fait-on un Visibiléo? </b></u></span><br />
Il nous faut une affiche, des feutres de couleurs différentes et des illustrations de l'album étudié.<br />
Il nous faut travailler avec les élèves sur la différence entre bulles de parole, bulles de pensée. Mais aussi expliciter les flèches pour relater les causalités.<br />
<br />
<br />
Dans ma classe, on a instauré 3 couleurs : une couleur pour les bulles de parole, une couleur pour les bulles de pensée et une couleur pour les bulles d'émotion. Une troisième couleur sert pour ce que l'on souhaite mettre en évidence.<br />
<br />
Je vous montre ce que cela donne et après je vous explique comment on fait ?<br />
Allez, c'est parti !<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-sK6dIwi6r8U/XE4YoEdg3mI/AAAAAAAAClk/iEOZI8bqDvEYL-89lWsy-xvZXy1zb4XHACLcBGAs/s1600/IMG_0037.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://4.bp.blogspot.com/-sK6dIwi6r8U/XE4YoEdg3mI/AAAAAAAAClk/iEOZI8bqDvEYL-89lWsy-xvZXy1zb4XHACLcBGAs/s640/IMG_0037.jpg" width="640" /></a></div>
<br />
Si vous connaissez l'histoire de la Galette à l'escampette, vous vous rendez compte que nous n'avons pas traité de la fin de l'histoire. Tout à fait, parce que le noeud de compréhension c'est la ruse du Loup, c'est la différence entre ce qu'il dit et ce qu'il pense.<br />
<br />
Un autre exemple?<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-cJgaZMcaEhw/XE4ZOjfkyxI/AAAAAAAAClw/Yebahr1zcWAGjMDBPqhjLjj41ojQf1ljgCLcBGAs/s1600/Capture.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="609" data-original-width="847" height="460" src="https://2.bp.blogspot.com/-cJgaZMcaEhw/XE4ZOjfkyxI/AAAAAAAAClw/Yebahr1zcWAGjMDBPqhjLjj41ojQf1ljgCLcBGAs/s640/Capture.PNG" width="640" /></a></div>
Là encore, comme vous le voyez, j'ai éludé le début de l'histoire, puisque ce qui m'intéresse, là encore c'est la ruse.<br />
<br />
Information importante, que je n'ai pas dit encore : <i>Le but de faire un schéma narratif et non un chemin narratif ! </i><br />
<br />
<br />
<span style="color: red;"><u><b>Comment fait-on dans la réalité? </b></u></span><br />
<br />
Cette technique n'est pas toujours simple à comprendre pour les élèves. L'idée est donc d'être très cadrante lors de la première voire deuxième réalisation.<br />
<br />
<u><i>Les premières séances </i></u><br />
<br />
Pour cela, nous faisons le visibiléo ensemble, en groupe classe. Mes questions sont très dirigeantes.<br />
Par exemple pour le visibiléo de Roule Galette qui est le premier que j'ai mené l'an dernier avec mes CP, j'avais placé la galette au centre.<br />
Ensuite j'avais demandé aux élèves quels animaux allaient ensemble? et Pourquoi?<br />
-> Les animaux de gauche car ils veulent manger la galette.<br />
Ah bon? Le renard ne veut pas?<br />
Si mais eux, y zi arrivent pas!<br />
Ah d'accord et le renard, pourquoi il y parvient?<br />
Parce qu'il lui fait croire qu'il ne veut pas, qu'il est vieux et sourd.<br />
Mais comment tu sais qu'il n'est pas vieux et sourd? Et pourquoi il dit ça?<br />
Parce que quand la galette arrive sur son nez, elle ne peut plus s'enfuir, il l'a mange.<br />
<br />
C''est là que j'ajoute la bulle de pensée : Mais il pense quoi?<br />
<br />
<i>Et ensuite quand ils savent faire?</i><br />
<br />
<a href="https://www.blogger.com/blogger.g?blogID=6706980923453506026" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6706980923453506026" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6706980923453506026" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a>Ensuite, je leur donne les personnages. L'idée est que par groupe, ils réalisent leur visibiléo. La mise en commun permet de comparer les visibiléo et de prendre des idées dans chaque affiche pour que le visibiléo soit le plus complet possible.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-Zv9NqcsVO5s/XE4ibPAZ3WI/AAAAAAAACms/X9lZAPI7uYQVNqvvdfGCbx4QBp0uK2OjACLcBGAs/s1600/IMG_0035.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://1.bp.blogspot.com/-Zv9NqcsVO5s/XE4ibPAZ3WI/AAAAAAAACms/X9lZAPI7uYQVNqvvdfGCbx4QBp0uK2OjACLcBGAs/s320/IMG_0035.jpg" width="240" /></a></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
On pourra ensuite, proposer aux élèves de passer commander des personnages dont ils ont besoin.<br />
Pour les plus grands on peut même aller vers le dessin individuel.<br />
<br />
<span style="color: red;"><u><b>Mais avant tu as fait quoi? </b></u></span><br />
<br />
Avant, nous avons décortiqué le texte pour bien le comprendre. Vous vous souvenez, au début de l'article (je me permets de faire un rappel car c'était il y a longtemps!!), je vous disais que le groupe Lire Ecrire de l'IFE avait mis en avant le besoin de travailler sur la syntaxe et le lexique.<br />
<br />
Nous avons donc chercher dans le texte tout ce que l'on savait dans le texte sur la galette (dans la galette à l'escampette hein!)<br />
<br />
<a href="https://www.blogger.com/blogger.g?blogID=6706980923453506026" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6706980923453506026" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6706980923453506026" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://1.bp.blogspot.com/-L_voXz0thy0/XE4h0OSU8gI/AAAAAAAACmY/RyVCLKvRZh4DWM7nBMW7mXUlZrtnRB6kwCLcBGAs/s1600/galette.PNG" imageanchor="1"><img border="0" data-original-height="326" data-original-width="394" height="265" src="https://1.bp.blogspot.com/-L_voXz0thy0/XE4h0OSU8gI/AAAAAAAACmY/RyVCLKvRZh4DWM7nBMW7mXUlZrtnRB6kwCLcBGAs/s320/galette.PNG" width="320" /></a>
<br />
Ensuite nous avons listé tous les synonymes de courir vite.<br />
<br />
<a href="https://3.bp.blogspot.com/-28cJdhewtME/XE4h6iz-3SI/AAAAAAAACmc/NDy5BiuBQl4nXIBmEI1d7njxYIxmDIsLgCLcBGAs/s1600/courir.PNG" imageanchor="1"><img border="0" data-original-height="261" data-original-width="393" height="213" src="https://3.bp.blogspot.com/-28cJdhewtME/XE4h6iz-3SI/AAAAAAAACmc/NDy5BiuBQl4nXIBmEI1d7njxYIxmDIsLgCLcBGAs/s320/courir.PNG" width="320" /></a><br />
Tout cela permet aux élèves de bien comprendre le texte et ainsi quand ils raconteront l'histoire à l'aide du visibiléo d'avoir des expressions à réinvestir.<br />
<br />
<span style="color: red;"><u><b>Alors? Je vous ai convaincu? Vous avez des questions? </b></u></span><br />
Je vous écoute en commentaires, par MP ou sur twitter!<br />
<br />
<br />
<br />maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com10tag:blogger.com,1999:blog-6706980923453506026.post-24819447595558443842018-10-07T15:04:00.000+02:002018-10-07T16:57:07.840+02:00cartes mentales sur les saisonsEn production d'écrits, l'an dernier j'avais demandé à mes élèves d'écrire des mots en rapport avec la saison en cours puis un petit texte sur la saison.<br />
<br />
Cela permettait de lier vocabulaire, production d'écrits et questionner le monde.<br />
<br />
J'ai repris ce travail cet année avec l'automne, mais vu la date, nous nous sommes contenté de lister le vocabulaire en lien avec l'automne.<br />
<br />
Je vous mets les 3 cartes mentales faites (il manque l'été!) et remercie Héléna pour la photo des feuilles :)<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/1pL-vGH9GgiDFmduSaNnaxiXa5F147HaQ/view?usp=sharing"><img border="0" data-original-height="509" data-original-width="758" height="428" src="https://4.bp.blogspot.com/-S6mqWPl9tOY/W7oD4hvVReI/AAAAAAAACkg/IUdtQqRkGIQd-1SzgDXB19UpTPzJvh5-QCLcBGAs/s640/2018-10-07%2B15_01_20-D%25C3%25A9marrer.png" width="640" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/1xXklcHxMtdSaVdJIFVO7ipQ-7DHqeC_B/view?usp=sharing"><img border="0" data-original-height="511" data-original-width="739" height="442" src="https://4.bp.blogspot.com/-PqLakyQA8s0/W7oD4mlJDwI/AAAAAAAACkk/qXr8jenJvcwIjtOw5I-66_6l08i7a4OUwCLcBGAs/s640/2018-10-07%2B15_01_46-D%25C3%25A9marrer.png" width="640" /></a><a href="https://drive.google.com/file/d/1f_QZMNte3nCNWSTeVTGRLQUCnB9QBSPn/view?usp=sharing"><img border="0" data-original-height="508" data-original-width="747" height="434" src="https://1.bp.blogspot.com/-EbgR8lRJAzE/W7oD41RIjsI/AAAAAAAACko/NR1d5EsdRoguK82HnTEMiOqEYX9EINArwCLcBGAs/s640/2018-10-07%2B15_01_59-D%25C3%25A9marrer.png" width="640" /></a></div>
<br />
<br />maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com12tag:blogger.com,1999:blog-6706980923453506026.post-28383994409690913312018-09-26T14:01:00.001+02:002018-09-26T14:01:31.571+02:00site pour travailler la phonologie-phonographieUne fois n'est pas coutume, je vais faire un peu de pub! Le pire c'est que c'est complètement gratuit ;)<br /><br />J'ai découvert cet outil grâce à Gentiane <a href="https://class-cp78.com/"><img border="0" data-original-height="221" data-original-width="168" height="200" src="https://1.bp.blogspot.com/-sPkC3LfLWos/W6twe30hCiI/AAAAAAAACi8/h9GXmCYdLSICEu6cVoCh4NqHBZ7B-jA0gCLcBGAs/s200/2018-09-26%2B13_40_52-Cortana.png" width="151" /></a><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
Ce site s'appelle LALILO<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.lalilo.com/learn-more.html"><img border="0" data-original-height="379" data-original-width="1308" height="184" src="https://3.bp.blogspot.com/-Zej-UFa0PPs/W6twrkzS7TI/AAAAAAAACjA/XIygSJhpnYcawsWbaAd-shr_kgsr7mVMACLcBGAs/s640/2018-09-26%2B12_52_41-D%25C3%25A9marrer.png" width="640" /></a></div>
<br />
<br />
Pourquoi j'aime cet outil? Une visite guidée argumentée, ça vous dit?<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-iTSHPh9veTU/W6twuhDhoPI/AAAAAAAACkM/r_CaOEWD7Egw6V5oebzwmIP8we0KvUNRACEwYBhgL/s1600/2018-09-26%2B13_03_16-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="427" data-original-width="916" height="93" src="https://3.bp.blogspot.com/-iTSHPh9veTU/W6twuhDhoPI/AAAAAAAACkM/r_CaOEWD7Egw6V5oebzwmIP8we0KvUNRACEwYBhgL/s200/2018-09-26%2B13_03_16-D%25C3%25A9marrer.png" width="200" /></a> On commence par se connecter. Je suis professeur permet de paramétrer votre classe. </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-GxekouVyr4M/W6txZtLzasI/AAAAAAAACkU/vJXwSQ5gYhwFV7NNkjleVLXrVJ0uAHvaACLcBGAs/s1600/2018-09-26%2B12_53_32-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="347" data-original-width="787" height="176" src="https://3.bp.blogspot.com/-GxekouVyr4M/W6txZtLzasI/AAAAAAAACkU/vJXwSQ5gYhwFV7NNkjleVLXrVJ0uAHvaACLcBGAs/s400/2018-09-26%2B12_53_32-D%25C3%25A9marrer.png" width="400" /></a> Attention, je n'ai pas que 7 élèves! C'est les élèves qui ont eu besoin d'un PPRE sur les voyelles (moins le profil "démo" proposé par le site) Ce que j'aime. On peut créer des groupes différents en créant plusieurs classes. </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-ukapYWyoF1U/W6twru0MbxI/AAAAAAAACkE/BYuZwG4Wb98U5DvoTZRTf8kk3XMsIBVuQCEwYBhgL/s1600/2018-09-26%2B12_53_51-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="440" data-original-width="1120" height="156" src="https://4.bp.blogspot.com/-ukapYWyoF1U/W6twru0MbxI/AAAAAAAACkE/BYuZwG4Wb98U5DvoTZRTf8kk3XMsIBVuQCEwYBhgL/s400/2018-09-26%2B12_53_51-D%25C3%25A9marrer.png" width="400" /></a> On connait les exercices sur lesquels les élèves ont échoué et ceux qu'ils ont validé. </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-m9NptXqrGAw/W6twsKoPCNI/AAAAAAAACkQ/Be6Vp8zPXHoWJSGWAtua_jq9S_vFovoZgCEwYBhgL/s1600/2018-09-26%2B12_54_08-Cortana.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="149" data-original-width="164" src="https://3.bp.blogspot.com/-m9NptXqrGAw/W6twsKoPCNI/AAAAAAAACkQ/Be6Vp8zPXHoWJSGWAtua_jq9S_vFovoZgCEwYBhgL/s1600/2018-09-26%2B12_54_08-Cortana.png" /></a> En s'approchant d'une des cases on connait le taux de réussite. En cours d'acquisitions pour moins de 95% apparemment et non acquis en dessous de 80% de réussite. C'est surement le seul bémol. Les élèves ont l'impression d'être "nul" quand ils ont pourtant déjà 80% de réussite. Le logiciel dit "Tu peux mieux faire"</div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-sAJocFiZAi8/W6twsb4rPGI/AAAAAAAACj4/SMWL60ARDUsSn3DCrCLgMOC-WJUrSHwKwCEwYBhgL/s1600/2018-09-26%2B12_55_46-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="489" data-original-width="1106" height="282" src="https://4.bp.blogspot.com/-sAJocFiZAi8/W6twsb4rPGI/AAAAAAAACj4/SMWL60ARDUsSn3DCrCLgMOC-WJUrSHwKwCEwYBhgL/s640/2018-09-26%2B12_55_46-D%25C3%25A9marrer.png" width="640" /></a> Quand on clique sur une case on obtient tous les exercices proposés et les échecs et réussites exactes des élèves. Cela permet de lui proposer de nouveau des exercices du type. </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-iTSHPh9veTU/W6twuhDhoPI/AAAAAAAACkM/r_CaOEWD7Egw6V5oebzwmIP8we0KvUNRACEwYBhgL/s1600/2018-09-26%2B13_03_16-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="427" data-original-width="916" height="186" src="https://3.bp.blogspot.com/-iTSHPh9veTU/W6twuhDhoPI/AAAAAAAACkM/r_CaOEWD7Egw6V5oebzwmIP8we0KvUNRACEwYBhgL/s400/2018-09-26%2B13_03_16-D%25C3%25A9marrer.png" width="400" /></a> Je vous propose de revenir au menu de départ et passer au mode "élève". </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-DdgToCPxhKg/W6twsib_xlI/AAAAAAAACkM/Pb3o4WCD-_wnj_Mkqomg12RMs2ry0_2PwCEwYBhgL/s1600/2018-09-26%2B12_58_10-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="145" data-original-width="1014" height="90" src="https://4.bp.blogspot.com/-DdgToCPxhKg/W6twsib_xlI/AAAAAAAACkM/Pb3o4WCD-_wnj_Mkqomg12RMs2ry0_2PwCEwYBhgL/s640/2018-09-26%2B12_58_10-D%25C3%25A9marrer.png" width="640" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
Mes zigottos ont adoré leur tête, et que leur initiale deviennent un petit bonhomme. </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-FCwXODSA3tg/W6twsx9XfII/AAAAAAAACkQ/h5Os4LzdKK0vCpf7DB_zPQxFoDVpzr6zACEwYBhgL/s1600/2018-09-26%2B12_58_32-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="543" data-original-width="672" height="258" src="https://3.bp.blogspot.com/-FCwXODSA3tg/W6twsx9XfII/AAAAAAAACkQ/h5Os4LzdKK0vCpf7DB_zPQxFoDVpzr6zACEwYBhgL/s320/2018-09-26%2B12_58_32-D%25C3%25A9marrer.png" width="320" /></a> Ils arrivent sur cette carte, qui va se remplir au fur et à mesure des réussites. C'est beau non? </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
Allez, je vous présente les exercices. </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-U_GHeNQZq2o/W6twtOVxxHI/AAAAAAAACkA/8pRAO980D4ks5wS14qYqqLxoGx3LdZuwwCEwYBhgL/s1600/2018-09-26%2B12_59_18-Groove%2BMusique.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="645" data-original-width="788" height="326" src="https://3.bp.blogspot.com/-U_GHeNQZq2o/W6twtOVxxHI/AAAAAAAACkA/8pRAO980D4ks5wS14qYqqLxoGx3LdZuwwCEwYBhgL/s400/2018-09-26%2B12_59_18-Groove%2BMusique.png" width="400" /></a> Cocher les mots quand on voit un V. </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-pvLWJUEJaRk/W6twtR86JAI/AAAAAAAACj8/xwYsYRelPd8dIYi4nJlHPYhxX97nMeDvgCEwYBhgL/s1600/2018-09-26%2B12_59_35-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="201" data-original-width="597" height="107" src="https://2.bp.blogspot.com/-pvLWJUEJaRk/W6twtR86JAI/AAAAAAAACj8/xwYsYRelPd8dIYi4nJlHPYhxX97nMeDvgCEwYBhgL/s320/2018-09-26%2B12_59_35-D%25C3%25A9marrer.png" width="320" /></a> L'élève peut s'auto-évaluer. Il sait visuellement et de manière sonore (point à anticiper, on en reparle ensuite) s'il a réussi ou non. </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-s7zz88KXNLE/W6twtRWnRrI/AAAAAAAACkE/rT26yb1I7W8giwRrgNWR3bqRdSIXCXC2gCEwYBhgL/s1600/2018-09-26%2B13_00_15-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="444" data-original-width="519" height="273" src="https://3.bp.blogspot.com/-s7zz88KXNLE/W6twtRWnRrI/AAAAAAAACkE/rT26yb1I7W8giwRrgNWR3bqRdSIXCXC2gCEwYBhgL/s320/2018-09-26%2B13_00_15-D%25C3%25A9marrer.png" width="320" /></a> Discrimination auditive : Dans le mot "coffre", entends-tu le son [V]? </div>
<div class="separator" style="clear: both; text-align: center;">
Et oui, vous avez compris! Ce logiciel demande du son. Quand je l'ai utilisé lundi, je n'avais que 6 élèves donc c'était gérable, mais il faut prévoir une organisation spatiale pour permettre à l'élève qui travaille dessus d'entendre correctement sans être dérangé par le voisin qui écoute lui aussi des mots, et j'imagine, un autre groupe d'élèves qui sera sur de la lecture fluence par exemple! </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-29QbuAjP3IE/W6twtuAqC2I/AAAAAAAACkI/MiNAcv-NogwlUlgc2NKPgTlx8KR3HSU7ACEwYBhgL/s1600/2018-09-26%2B13_01_16-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="358" data-original-width="411" height="277" src="https://3.bp.blogspot.com/-29QbuAjP3IE/W6twtuAqC2I/AAAAAAAACkI/MiNAcv-NogwlUlgc2NKPgTlx8KR3HSU7ACEwYBhgL/s320/2018-09-26%2B13_01_16-D%25C3%25A9marrer.png" width="320" /></a> Compléter le mot entendu avec des syllabes proposées. </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-Aey_eEXt4Gk/W6twt_r3atI/AAAAAAAACkM/kBMx_sM3qqYQDQbrl2rqRhD0qVI9nPBPwCEwYBhgL/s1600/2018-09-26%2B13_02_04-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="474" data-original-width="290" height="320" src="https://2.bp.blogspot.com/-Aey_eEXt4Gk/W6twt_r3atI/AAAAAAAACkM/kBMx_sM3qqYQDQbrl2rqRhD0qVI9nPBPwCEwYBhgL/s320/2018-09-26%2B13_02_04-D%25C3%25A9marrer.png" width="195" /></a> Ecouter 2 phonèmes ici le ;[A] et le [V] et "prononcer" VA en cliquant sur les phonèmes dans le bon ordre. </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
Voilà... vous savez tout ce que je sais pour l'instant! J'espère que vous avoir convaincus! </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com14tag:blogger.com,1999:blog-6706980923453506026.post-34214806764735760052018-09-01T22:08:00.001+02:002018-09-01T22:08:43.622+02:00Une petite visite guidée? Voilà, c'est fini ....<img alt="Image associée" height="100" src="https://www.movimentosalute.it/media/k2/items/cache/7ab716354432ee12f19b58c60471093b_XL.jpg" width="200" /><br />
<br />
Durant cette semaine, j'ai pris possession de ma nouvelle classe. Je l'ai mise à ma sauce, pour m'y sentir chez moi!<br />
<br />
Vous voulez voir? Allez... je vous emmène. Suivez le guide!<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-s5eaJntbq-k/W4rtaAJp7FI/AAAAAAAACiE/STbPJUrncWklEGg0DWg09XFI4zH1W4wEwCLcBGAs/s1600/IMG_1806.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://1.bp.blogspot.com/-s5eaJntbq-k/W4rtaAJp7FI/AAAAAAAACiE/STbPJUrncWklEGg0DWg09XFI4zH1W4wEwCLcBGAs/s640/IMG_1806.jpg" width="640" /></a></div>
Ma classe a 2 types d'organisation :<br />
- Des ilots pour les temps en ateliers,<br />
- Des tables face au tableau pour les moments où on est mieux face au tableau : l'écriture par exemple.<br />
- Des places pour l'ensemble des CP (25 au total)<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-mMSM4KnDcDA/W4rugOYlDdI/AAAAAAAACiQ/phhPnAwu-Y8mbYSDMj3w1oldYhiJtJ06QCLcBGAs/s1600/IMG_1807.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://4.bp.blogspot.com/-mMSM4KnDcDA/W4rugOYlDdI/AAAAAAAACiQ/phhPnAwu-Y8mbYSDMj3w1oldYhiJtJ06QCLcBGAs/s640/IMG_1807.jpg" width="640" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
(en insérant la photo, je me rends compte que je suis donc partie après 19h ce soir!!)<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-IlHdQfhtrao/W4rulfQ4VyI/AAAAAAAACig/7crpKbWZBgMw_HxddDRF_g2ConoHwm6ZwCEwYBhgL/s1600/IMG_1805.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="640" src="https://2.bp.blogspot.com/-IlHdQfhtrao/W4rulfQ4VyI/AAAAAAAACig/7crpKbWZBgMw_HxddDRF_g2ConoHwm6ZwCEwYBhgL/s640/IMG_1805.jpg" width="480" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
Un coin regroupement/BCD avec un petit coin confort pour ceux qui seront dans le coin BCD, de l'espace pour que les 25 élèves s'assoient et possibilité de faire des jeux de construction par exemple.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-M0VeDBaY7wI/W4ruok96rTI/AAAAAAAACio/OnTi9ZCoIP0D8qyMUqzd0oD_veL5QihrwCEwYBhgL/s1600/InkedIMG_1809_LI.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://3.bp.blogspot.com/-M0VeDBaY7wI/W4ruok96rTI/AAAAAAAACio/OnTi9ZCoIP0D8qyMUqzd0oD_veL5QihrwCEwYBhgL/s640/InkedIMG_1809_LI.jpg" width="640" /></a></div>
<br />
Un casier pour chaque élève avec les cahiers et très bientôt; les trousses, le cahier de devoirs etc.<br />
J'ai également acheté d'énormes boites en plastique dans le magasin "dont on ne doit pas prononcé le nom" pour mettre les cartables. Cela évitera qu'ils traînent dans les classes.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-NgjpD15d940/W4rumnBFVBI/AAAAAAAACik/PVPApeXqBZQTZBvksihtMaO-OLd4mLoGACEwYBhgL/s1600/IMG_1810.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://3.bp.blogspot.com/-NgjpD15d940/W4rumnBFVBI/AAAAAAAACik/PVPApeXqBZQTZBvksihtMaO-OLd4mLoGACEwYBhgL/s640/IMG_1810.jpg" width="640" /></a></div>
<br />
2 CP - 2 mascottes, Ils nous attendent! Ils sont prêts.... et pressés de rencontrer les élèves chez qui ils iront en vacances chaque soir!!<br />
Nous avons donc appelé les deux groupes en CP Louve et CP Loup. J'aurai les amis de Louve. La partie des CP que j'aurai quand on divisera la classe emportera Louve chez eux. Ma collègue aura les amis de Loup.<br />
<br />
YAPUKA!maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com11tag:blogger.com,1999:blog-6706980923453506026.post-77828395103862272972018-08-28T22:50:00.000+02:002018-08-28T22:50:05.609+02:00Outils pour les rituels Il y a quelques jours j'ai partagé avec vous les rituels qui seront mis en place à la rentrée dans ma classe.<br />
Cela vous intéresse? Vous pouvez les retrouver en cliquant sur l'image.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://maitressedelfynus.blogspot.fr/2017/06/les-rituels-competences-et-progression.html"><img border="0" data-original-height="230" data-original-width="480" height="191" src="https://2.bp.blogspot.com/-iILTe-3rENI/WWEKA3wQihI/AAAAAAAACAo/9ZISfLnms3cq2tGappTonh9KSM033DRBACLcBGAs/s400/2017-07-08%2B18_35_50-Photos.png" width="400" /></a></div>
Pour mettre en place tous ces rituels, il faut un minimum de matériel ! (je vous entends me dire "tu as déjà tout fait? Le premier jour des vacances?" Oui, car Lundi je vais tout imprimer, plastifier et mettre en place dans la classe et ensuite, je coupe! ... enfin j'espère!)<br />
<br />
D'abord le <b>tableau des rituels</b>. J'ai repris <a href="http://lutinbazar.fr/responsabilites/">l'idée de LutinBazar</a> mais j'ai mis mes propres métiers. Les couleurs sont en fonction des couleurs de permis dans la classe. Et vu que je vais utiliser Ludo dans ma classe à la rentrée et qu'il sera notre mascotte, j'ai utilisé <a href="http://enclasseavecludo.blogspot.fr/p/les-metiers.html">les superbes dessins de Mic</a>.<br />
Je vous le mets en version modifiable pour que vous puissiez faire votre propre affichage et que vous enleviez les couleurs si elles ne vous correspondent pas.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-r5lXxFBcPUQ/WWEZ2gpqN1I/AAAAAAAACBk/JwxvAASCJOcN5GwG61YDu-Jotc5MmO58gCLcBGAs/s1600/2017-07-08%2B19_43_19-Liste%2Bde%2Braccourcis%2Bpour%2BMicrosoft%2BOffice%2BExcel%2B2007.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="551" data-original-width="388" height="320" src="https://3.bp.blogspot.com/-r5lXxFBcPUQ/WWEZ2gpqN1I/AAAAAAAACBk/JwxvAASCJOcN5GwG61YDu-Jotc5MmO58gCLcBGAs/s320/2017-07-08%2B19_43_19-Liste%2Bde%2Braccourcis%2Bpour%2BMicrosoft%2BOffice%2BExcel%2B2007.png" width="224" /></a><a href="https://4.bp.blogspot.com/-pmv5NPng-p4/WWEZ2hsVyyI/AAAAAAAACBo/4r3d15U8hiUNcNIXVMpRNgXSiVBFnlgXwCLcBGAs/s1600/2017-07-08%2B19_43_33-Liste%2Bde%2Braccourcis%2Bpour%2BMicrosoft%2BOffice%2BExcel%2B2007.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="548" data-original-width="390" height="320" src="https://4.bp.blogspot.com/-pmv5NPng-p4/WWEZ2hsVyyI/AAAAAAAACBo/4r3d15U8hiUNcNIXVMpRNgXSiVBFnlgXwCLcBGAs/s320/2017-07-08%2B19_43_33-Liste%2Bde%2Braccourcis%2Bpour%2BMicrosoft%2BOffice%2BExcel%2B2007.png" width="225" /></a><a href="https://3.bp.blogspot.com/-r5lXxFBcPUQ/WWEZ2gpqN1I/AAAAAAAACBk/JwxvAASCJOcN5GwG61YDu-Jotc5MmO58gCLcBGAs/s1600/2017-07-08%2B19_43_19-Liste%2Bde%2Braccourcis%2Bpour%2BMicrosoft%2BOffice%2BExcel%2B2007.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="https://3.bp.blogspot.com/-r5lXxFBcPUQ/WWEZ2gpqN1I/AAAAAAAACBk/JwxvAASCJOcN5GwG61YDu-Jotc5MmO58gCLcBGAs/s1600/2017-07-08%2B19_43_19-Liste%2Bde%2Braccourcis%2Bpour%2BMicrosoft%2BOffice%2BExcel%2B2007.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"></a><a href="https://drive.google.com/file/d/0B-vb99cz9SdsV1l2WGJBaUNDb2s/view?usp=sharing"><img border="0" data-original-height="141" data-original-width="554" height="50" src="https://2.bp.blogspot.com/-UIjEhH9dwsg/WWEL0HNjFUI/AAAAAAAACAw/DzbkdkPhNT80PZKIP8_9zfhnw0_FdNzbQCLcBGAs/s200/2016-08-26%2B18_01_55-Photos.png" width="200" /></a></div>
<a href="https://drive.google.com/file/d/0B-vb99cz9Sdsei00VGpPc1JuQ3c/view?usp=sharing" style="text-align: center;"><img border="0" data-original-height="145" data-original-width="542" height="53" src="https://2.bp.blogspot.com/-NclC1Xf-5Jw/WWEL0HuYrsI/AAAAAAAACA0/REyIckXveZsrpKd1aR30ztdPV2qvmFsqACLcBGAs/s200/2016-08-26%2B18_02_04-Photos.png" width="200" /></a><br />
<br />
<br />
<br />
<br />
Pendant qu'on en est à <b>l'appel</b>, je parle dans mon descriptif d'un tableau à remplir. En effet, comme je vous en parlais au mois de mars, l'organisation et la gestion de données j'aime la travailler au quotidien.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://maitressedelfynus.blogspot.fr/2017/03/lorganisation-et-la-gestion-de-donnees.html"><img border="0" data-original-height="114" data-original-width="651" height="112" src="https://1.bp.blogspot.com/-peeK5LAvcGM/WWEM9Yt2M6I/AAAAAAAACA4/fCIGtX9_i8skyrQoG-tApb_IuKx_z3qyQCLcBGAs/s640/2017-07-08%2B18_48_09-Photos.png" width="640" /></a><a href="https://2.bp.blogspot.com/-pwEXE4N3Pv4/WWELqXM4_TI/AAAAAAAACAs/ks4nfNY150QEr-xq3Z88ug2WO_C9n5l6QCLcBGAs/s1600/2017-07-08%2B18_42_56-Outils%2Bpour%2Ble%2Bmaitre%2B-%2BGoogle%25C2%25A0Drive.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="248" data-original-width="771" height="102" src="https://2.bp.blogspot.com/-pwEXE4N3Pv4/WWELqXM4_TI/AAAAAAAACAs/ks4nfNY150QEr-xq3Z88ug2WO_C9n5l6QCLcBGAs/s320/2017-07-08%2B18_42_56-Outils%2Bpour%2Ble%2Bmaitre%2B-%2BGoogle%25C2%25A0Drive.png" width="320" /></a></div>
<br />
J'ai donc préparé deux sortes de documents : Une fiche pour les élèves et le fichier numérique.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-7jf1xYWQWuE/WWENxqn1sOI/AAAAAAAACA8/fddjeY3l1Ak5YqTDPftWCZyGg2w2cqr2gCLcBGAs/s1600/2017-07-08%2B18_51_54-Outils%2Bpour%2Ble%2Bmaitre%2B-%2BGoogle%25C2%25A0Drive.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="505" data-original-width="735" height="219" src="https://3.bp.blogspot.com/-7jf1xYWQWuE/WWENxqn1sOI/AAAAAAAACA8/fddjeY3l1Ak5YqTDPftWCZyGg2w2cqr2gCLcBGAs/s320/2017-07-08%2B18_51_54-Outils%2Bpour%2Ble%2Bmaitre%2B-%2BGoogle%25C2%25A0Drive.png" width="320" /></a></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-JhkaXBvDIDk/WWEZDA5GzpI/AAAAAAAACBY/dQdUTqwnjfsm-ZnpTcSJfuHd5D6EMiIaACLcBGAs/s1600/2017-07-08%2B19_39_54-Microsoft%2BExcel%2B-%2Babsents%2Bg%25C3%25A9n%25C3%25A9ral.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="477" data-original-width="966" height="197" src="https://2.bp.blogspot.com/-JhkaXBvDIDk/WWEZDA5GzpI/AAAAAAAACBY/dQdUTqwnjfsm-ZnpTcSJfuHd5D6EMiIaACLcBGAs/s400/2017-07-08%2B19_39_54-Microsoft%2BExcel%2B-%2Babsents%2Bg%25C3%25A9n%25C3%25A9ral.png" width="400" /></a></div>
<br />
<br />
<br />
<a href="https://drive.google.com/file/d/1v23j0xtoAvoyMj7QkcHCFx9s4o-xkAdE/view?usp=sharing">Fiche élève Zone A </a><br />
Fichier numérique Zone A à SUIVRE<br />
<br />
MISE à JOUR 2018/2019<br />
<a href="https://drive.google.com/file/d/1IqQdF08RR4eIa7iDKYuKlBg1Wu56Nt5w/view?usp=sharing">Fiche élève Zone B </a><br />
<a href="https://drive.google.com/file/d/12P72-2Q6rE-GIMVha1JrpJ9kbIbL8bOU/view?usp=sharing">Fichier numérique Zone B </a><br />
<br />
<div>
<a href="https://drive.google.com/file/d/1fSDnrKp3K9hj4aFgp_6aHMzAQYXW1Ve9/view?usp=sharing">Fiche élève Zone C </a></div>
Fichier numérique Zone C à SUIVRE<br />
<br />
<br />
Pour<b> l'appel de la cantine</b>, j'en ai parlé dans l'article du mois de mars aussi, mais j'ai refait mes étiquettes avec un petit Ludo ! Version modifiable disponible pour que vous puissiez faire les étiquettes prénom de vos élèves.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-4sWM-Z4RMxw/WWEZZOuoDLI/AAAAAAAACBc/aIj9z49sfNM2lKSwpq4pFrwjmcjZg-nQACLcBGAs/s1600/2017-07-08%2B19_41_08-Affichage%2Bresponsabilit%25C3%25A9s%2BB.pdf%2B%25E2%2580%258E-%2BMicrosoft%2BEdge.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="249" data-original-width="762" height="104" src="https://3.bp.blogspot.com/-4sWM-Z4RMxw/WWEZZOuoDLI/AAAAAAAACBc/aIj9z49sfNM2lKSwpq4pFrwjmcjZg-nQACLcBGAs/s320/2017-07-08%2B19_41_08-Affichage%2Bresponsabilit%25C3%25A9s%2BB.pdf%2B%25E2%2580%258E-%2BMicrosoft%2BEdge.png" width="320" /></a></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-7KzI8hGUem8/WWEOeyHFUBI/AAAAAAAACBA/B3aW4euVlEQzac6V4LWCPiDFNqVZBnP9gCLcBGAs/s1600/2017-07-08%2B18_54_51-Outils%2Bpour%2Ble%2Bmaitre%2B-%2BGoogle%25C2%25A0Drive.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="373" data-original-width="630" height="189" src="https://3.bp.blogspot.com/-7KzI8hGUem8/WWEOeyHFUBI/AAAAAAAACBA/B3aW4euVlEQzac6V4LWCPiDFNqVZBnP9gCLcBGAs/s320/2017-07-08%2B18_54_51-Outils%2Bpour%2Ble%2Bmaitre%2B-%2BGoogle%25C2%25A0Drive.png" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/0B-vb99cz9SdsWDlyejZXWHVhRkE/view?usp=sharing"><img border="0" data-original-height="145" data-original-width="542" height="53" src="https://3.bp.blogspot.com/-NclC1Xf-5Jw/WWEL0HuYrsI/AAAAAAAACA0/7CYd_jw4dek1Jp99EqKTF-M7pNUUka3aQCEwYBhgL/s200/2016-08-26%2B18_02_04-Photos.png" width="200" /></a> <a href="https://drive.google.com/file/d/0B-vb99cz9SdsdXRIQ0E2dnh1TkU/view?usp=sharing"><img border="0" data-original-height="141" data-original-width="554" height="50" src="https://3.bp.blogspot.com/-UIjEhH9dwsg/WWEL0HNjFUI/AAAAAAAACAw/gqp8o4XV1F4HrDjiCZi4ETaLbfMvnLHYQCEwYBhgL/s200/2016-08-26%2B18_01_55-Photos.png" width="200" /></a></div>
<br />
<br />
<br />
Pour <b>la date</b>, j'ai utilisé<a href="http://www.laclassedetibiscuit.fr/prenom-en-cursive-avec-lignage-de-couleur-a118721000"> la superbe idée de Tibiscuit pour les étiquettes </a><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-qvqr_GJqmJo/WWEZdrfW6_I/AAAAAAAACBg/DcViDKGqIoIrNDf4CNhV4hHVJpclYZNYACLcBGAs/s1600/2017-07-08%2B19_41_21-Affichage%2Bresponsabilit%25C3%25A9s%2BB.pdf%2B%25E2%2580%258E-%2BMicrosoft%2BEdge.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="235" data-original-width="759" height="99" src="https://2.bp.blogspot.com/-qvqr_GJqmJo/WWEZdrfW6_I/AAAAAAAACBg/DcViDKGqIoIrNDf4CNhV4hHVJpclYZNYACLcBGAs/s320/2017-07-08%2B19_41_21-Affichage%2Bresponsabilit%25C3%25A9s%2BB.pdf%2B%25E2%2580%258E-%2BMicrosoft%2BEdge.png" width="320" /></a></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-Tgyw6bc94-Y/WWEPmfO3P_I/AAAAAAAACBI/D59610IIeggJHT7dS1YUgl4Ih9wVI4WZgCLcBGAs/s1600/2017-07-08%2B18_59_18-Outils%2Bpour%2Ble%2Bmaitre%2B-%2BGoogle%25C2%25A0Drive.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="248" data-original-width="761" height="65" src="https://2.bp.blogspot.com/-Tgyw6bc94-Y/WWEPmfO3P_I/AAAAAAAACBI/D59610IIeggJHT7dS1YUgl4Ih9wVI4WZgCLcBGAs/s200/2017-07-08%2B18_59_18-Outils%2Bpour%2Ble%2Bmaitre%2B-%2BGoogle%25C2%25A0Drive.png" width="200" /></a> <a href="https://2.bp.blogspot.com/-AW0wUYmaBd0/WWEPmSQyQtI/AAAAAAAACBE/knKpUVwYuN06N9i1DFXy3BeSbY0Rf7wvACEwYBhgL/s1600/2017-07-08%2B18_59_30-Outils%2Bpour%2Ble%2Bmaitre%2B-%2BGoogle%25C2%25A0Drive.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="242" data-original-width="759" height="63" src="https://2.bp.blogspot.com/-AW0wUYmaBd0/WWEPmSQyQtI/AAAAAAAACBE/knKpUVwYuN06N9i1DFXy3BeSbY0Rf7wvACEwYBhgL/s200/2017-07-08%2B18_59_30-Outils%2Bpour%2Ble%2Bmaitre%2B-%2BGoogle%25C2%25A0Drive.png" width="200" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/0B-vb99cz9SdsRjVLYlI0NEpnYUU/view?usp=sharing"><img border="0" data-original-height="145" data-original-width="542" height="85" src="https://3.bp.blogspot.com/-NclC1Xf-5Jw/WWEL0HuYrsI/AAAAAAAACA0/7CYd_jw4dek1Jp99EqKTF-M7pNUUka3aQCEwYBhgL/s320/2016-08-26%2B18_02_04-Photos.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
version 2018/2019 puisque cette année, nous utiliserons le Loup qui voulait changer de couleurs !<br />
<br />
<a href="https://drive.google.com/file/d/1w1yl4k5NPzERE66uxM7gK-ihAmop_qnQ/view?usp=sharing"><img border="0" data-original-height="145" data-original-width="542" height="85" src="https://3.bp.blogspot.com/-NclC1Xf-5Jw/WWEL0HuYrsI/AAAAAAAACA0/7CYd_jw4dek1Jp99EqKTF-M7pNUUka3aQCEwYBhgL/s320/2016-08-26%2B18_02_04-Photos.png" width="320" /></a><br />
<br />maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com12tag:blogger.com,1999:blog-6706980923453506026.post-58202501167825113672018-08-14T10:26:00.000+02:002018-09-12T21:49:35.877+02:00Comptons les mots outils ou comment travailler l'identification des mots outilsL'an dernier, quand j'ai lu l'ensemble des documents d'accompagnement des programmes, j'ai découvert des diaporamas très sympas pour travailler la compétence <span style="color: red;"><i>identifier les mots</i>.</span><br />
<br />
Pour rappel, pour lire il y a deux voies :<br />
la voie directe : On passe du signifiant visuel au signifié, par la reconnaissance du mot.<br />
la voie indirecte : On passe du signifiant visuel au signifié, par le décodage du mot.<br />
<br />
Quand nous lisons, la grande majorité des mots est lue par voie directe quand nous sommes de bons lecteurs dans la langue lue. En français, je lis grâce à la voie directe, en anglais, par la voie indirecte (et même soyons honnête! je ne lis pas!!!)<br />
<br />
Identifier des mots est une des compétences primordiales au CP, qui fait que l'élève passe du petit déchiffreur au compreneur grâce à une meilleure fluence. Nous souhaitons donc augmenter le capital-mots des élèves pour qu'ils puissent dépasser le décodage. Cette lecture devient une lecture orthographique. Notre cerveau reconnait la succession de lettres et peut le lire grâce au contexte.<br />
<br />
<span style="color: red;"><b>amis </b>et <b>mais </b></span>se ressemblent mais l'ordre des lettres permet à notre cerveau de voir nos amis autour du dernier bon repas ou de s'attendre à une réserve de l'énoncé précédent. Ce travail fait de nous de bons lecteurs.<br />
<br />
Nous allons donc devoir entraîner nos élèves à le faire. Et dès le début du CP, cela est possible en travaillant les mots-outils, mots fréquemment rencontrés dans les textes.<br />
<br />
Les années précédentes, je travaillais ainsi :<br />
<br />
- Lecture du mot par les élèves avec ou sans mon aide<br />
- Analyse du mot : nombre de lettres, de syllabes, sons complexes à repérer (on entoure le son de la couleur adéquate), lettres muettes etc<br />
- Restituer le mot : on fait une photographie du mot, on eppelle le mot les yeux fermés.<br />
<blockquote class="tr_bq">
<i>"vous le voyez le mot écrit derrière vos yeux une fois que les avez fermés?" oui? quelles sont les lettres? non? on recommence."</i></blockquote>
- Jeu autour du mot : Les élèves ont les yeux fermés, j'efface une lettre. Ils doivent trouver la lettre manquante. Puis j'efface un phonème ou une syllabe. Puis j'efface tout le mot et ils doivent le réécrire.<br />
<br />
Ok, vous allez me dire qu'il n'y a rien d'extraordinaire dans ma démarche! J'en suis bien consciente!<br />
<br />
Mais, cela n'était qu'une introduction! Si vous vous souvenez, dans la première phrase, je vous disais que j'avais découvert des diaporamas sur Eduscol qui permettait de travailler la compétence d'identification des mots. Et bé, nous y voilà!<br />
<br />
Si vous descendez tout en bas du lien suivant, vous arriverez sur ces fameux diaporamas.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="file:///C:/Users/Ecole/Desktop/2018-08-13%2017_18_01-D%C3%A9marrer.png"><img border="0" data-original-height="373" data-original-width="823" height="290" src="https://4.bp.blogspot.com/-L0rBrMkTbZU/W3GhQOdByyI/AAAAAAAAChA/HhEQ80EIItMPHIKdf3w4Ecok27V20HhWACLcBGAs/s640/2018-08-13%2B17_18_01-D%25C3%25A9marrer.png" width="640" /></a></div>
<br />
J'ai repris les diaporamas 1 et 2 pour les mots outils qui sont attendus en fin de CP.<br />
<br />
Le principe :<br />
<br />
L'élève observe le mot-outil. On lui demande ensuite de compter le nombre de fois où va apparaître ce mot. Cette gymnastique devrait permettre aux élèves de progresser rapidement dans l'identification des mots outils.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-H4_zejp3qSE/W3GirGAKA8I/AAAAAAAAChM/4BfK2XOiyGUO0rwhhlBFGXlbIVKK2HVBACLcBGAs/s1600/2018-08-13%2B17_23_13-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="291" data-original-width="580" height="160" src="https://3.bp.blogspot.com/-H4_zejp3qSE/W3GirGAKA8I/AAAAAAAAChM/4BfK2XOiyGUO0rwhhlBFGXlbIVKK2HVBACLcBGAs/s320/2018-08-13%2B17_23_13-D%25C3%25A9marrer.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
Les mots défilent dans le premier exercice assez lentement :<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-Lv8YQsvCX5Q/W3Gi-r0gpGI/AAAAAAAAChU/n6j_jQegYns1b7lZacEajRfQuA2QaC0pACLcBGAs/s1600/2018-08-13%2B17_25_06-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="305" data-original-width="867" height="112" src="https://2.bp.blogspot.com/-Lv8YQsvCX5Q/W3Gi-r0gpGI/AAAAAAAAChU/n6j_jQegYns1b7lZacEajRfQuA2QaC0pACLcBGAs/s320/2018-08-13%2B17_25_06-D%25C3%25A9marrer.png" width="320" /></a></div>
Le fichier est auto-correctif<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-QDjBY15OahY/W3GjKe0_usI/AAAAAAAAChY/aYTJF4dlfTM-aLakE585Dn9pu0pJ-CBaQCLcBGAs/s1600/2018-08-13%2B17_26_07-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="175" data-original-width="420" height="133" src="https://1.bp.blogspot.com/-QDjBY15OahY/W3GjKe0_usI/AAAAAAAAChY/aYTJF4dlfTM-aLakE585Dn9pu0pJ-CBaQCLcBGAs/s320/2018-08-13%2B17_26_07-D%25C3%25A9marrer.png" width="320" /></a></div>
<br />
Il y a 2 niveaux pour chaque mot. On joue sur la rapidité de déplacement ou d'apparition des mots. On joue aussi sur les polices d'écriture. Au premier niveau, les mots sont en script. Au second niveau, les mots sont en script et en cursif.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-TkwM2x5Mz-4/W3GjiJ8fywI/AAAAAAAAChk/ZtTlh8Iyl00AbJItOliyTH4BPhMNs8FBQCLcBGAs/s1600/2018-08-13%2B17_27_41-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="466" data-original-width="618" height="241" src="https://1.bp.blogspot.com/-TkwM2x5Mz-4/W3GjiJ8fywI/AAAAAAAAChk/ZtTlh8Iyl00AbJItOliyTH4BPhMNs8FBQCLcBGAs/s320/2018-08-13%2B17_27_41-D%25C3%25A9marrer.png" width="320" /></a></div>
<br />
Pour ne pas multiplier les fichiers, j'ai regroupé les mots en essayant que cela soit pertinent! Mais ce n'est pas toujours simple. Les fichiers sont , de toute façon, en version modifiable, donc vous pourrez supprimer ce qui ne vous parait pas utile, déplacer etc.<br />
Attention malgré tout, le fichier est programmé pour être mobile. Je n'ai pas réussi par exemple à ajouter des cases oranges (on peut par contre en supprimer), elles ne sont pas prises en compte dans le défilé des mots.<br />
<br />
<br />
Pour télécharger les fichiers, c'est par ici !<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/open?id=1H0lOHxP6GbKiMUt7K39Fki3KxO_y0FFK"><img border="0" data-original-height="464" data-original-width="596" height="249" src="https://3.bp.blogspot.com/--iqGRjFAtfY/W3GkYj_q38I/AAAAAAAAChs/fgUYfWY2DVIrU4yuAKkcKrZQDqi382pGgCLcBGAs/s320/2018-08-13%2B17_31_04-D%25C3%25A9marrer.png" width="320" /></a></div>
<br />
<br />
PS : si vous en fabriquez d'autres, n'hésitez pas à me contacter, je les ajouterai au téléchargement!<br />
<br />
1ère contribution : Celle de Coco DeZiles. Je suis ravie.<br />
Elle utilise la méthode TOAKI et a préparé un diaporama pour les mots un, il et il y a<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/1WgjrAex83pVP9JWWvdt7hZFxbH-QCz0q/view?usp=sharing"><img border="0" data-original-height="501" data-original-width="1280" height="125" src="https://1.bp.blogspot.com/-8bmVH5pQsGU/W5ltw7RZpHI/AAAAAAAACiw/50GX6XcMVPMOU4O2BJxz2UL5way1r0jTACLcBGAs/s320/wow-contribution-icon.jpg" width="320" /></a></div>
<div style="text-align: center;">
<br /></div>
maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com6tag:blogger.com,1999:blog-6706980923453506026.post-71427861235150740152018-08-12T16:28:00.001+02:002018-08-12T16:28:59.910+02:00Auditor et Auditrix : Mise à jour 4 ou la naissance d'une version 2 !J'avais fait un teasing de fou! Depuis quelques jours - voire même quelques semaines/mois si vous me suivez sur Twitter- vous saviez que je me penchais sur une version 2. Celle-ci est prête, validée par Charlotte et Julie. Vous allez pouvoir reprendre les téléchargements, les enregistrements, les impressions, les plastifications!<br />
<br />
Mais avant cela, je vous présente les modifications et les argumente.<br />
<br />
Cela fait maintenant 2 ans.... <a href="https://3.bp.blogspot.com/-pf0Hixk8aSI/W3A5VtQeBGI/AAAAAAAACfk/hnsp6a6EXkQGFEzKch0w_cY9-2wAubSwQCLcBGAs/s1600/2018-08-12%2B15_41_58-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="227" data-original-width="460" height="98" src="https://3.bp.blogspot.com/-pf0Hixk8aSI/W3A5VtQeBGI/AAAAAAAACfk/hnsp6a6EXkQGFEzKch0w_cY9-2wAubSwQCLcBGAs/s200/2018-08-12%2B15_41_58-D%25C3%25A9marrer.png" width="200" /></a> ..... 2 ans donc que j'expérimente les modules, que je les fais vivre à mes élèves ou ceux qui me sont confiés.<br />
Pendant 2 ans en tant que M+ et cette année, avec mes CP, mais surtout, d'autres CP ont été cobayes!<br />
<br />
En effet, une CPC m'a demandé d'aller présenter notre travail aux collègues des CP12 de sa circonscription. J'ai donc mené le module 2C et le module 2D dans 4 écoles différentes. Les collègues étaient observateurs, critiques, "questionneurs". L'idée étaient de leur montrer une manière de mener l'apprentissage de la compréhension dans sa classe.<br />
<br />
Le fait de vivre les 2 dernières parties du module à plusieurs reprises, avec des élèves qui m'étaient inconnus et surtout différents à chaque fois, m'a permis de mettre en lumière quelques dysfonctionnements dans les séances.<br />
Le fait de discuter avec les collègues, de les voir annoter les fiches de prep et d'ajouter des éléments m'ont donné la motivation de reprendre les fiches-maître et de les remettre à jour. J'ai ajouté quelques éléments, j'ai justifié des choix, j'ai supprimé des parties qui me paraissaient bancales.<br />
<br />
<h2>
<span style="font-weight: normal;"><u><span style="color: red;">Les changements :</span></u></span></h2>
<h3>
<span style="color: red;">Dans le module 2A :</span></h3>
J'ai bien précisé que la version de<i> la grenouille à grande bouche</i> qui était lue, n'était pas celle parue aux éditions Didier Jeunesse.<br />
<br />
<h3>
<span style="color: red;">Dans le module 2B :</span> </h3>
Beaucoup de changements. D'abord j'ai été plus explicite sur ce qui doit être lu aux élèves dans l'histoire de <i>C'est moi le plus fort</i>. Suite aux commentaires sur mon blog et sur FB, je me suis rendue compte que je n'avais pas été claire du tout. Là, c'est écrit noir sur blanc, pas de place à l'interprétation!<br />
Autre changement, j'ai retiré le travail sur l'image mentale du bébé dragon. En effet, cela a posé énormément de problème aux élèves et nous ne pouvions pas valider, il n'y avait pas d'appui sur les connaissances du monde (les contes) à part la notion de gargouille. Mais, j'ai laissé le module 2 avant modification donc à vous de choisir si vous souhaitez exploiter "l'espèce d'artichaut"!<br />
<br />
<h3>
<span style="color: red;">Dans le module 2C : </span></h3>
Énormément de changement, mais finalement très peu de travail ! J'ai fait des coupes franches!<br />
Je n'ai laissé que le travail sur le Gruffalo et l'acquisition du lexique pour décrire un personnage. LE travail sur Crapaud était bien trop difficile. Celui sur les cochons d'Inde, pas très pertinents, les élèves n'accrochaient pas tellement.<br />
Là encore, la version initiale reste présente donc c'est possible de poursuivre le travail avec Crapaud et le cochon d'Inde, si vous le souhaitez!<br />
<br />
<h3>
<span style="color: red;">Dans le module 2D : </span></h3>
Une toute petite modification!!! Wouhou ! juste ajouté le dessin du décor que j'avais oublié, alors que c'était l'essence du module... c'est un peu bête!<br />
<br />
Voilà... vous savez tout!<br />
<br />
Maintenant, je vous propose de vous rendre dans l'article initial pour récupérer les documents.<br />
Vous pouvez ajouter des questions, remarques etc. Comme vous le voyez, elles sont prises en compte. Sait-on jamais, il y aura peut-être une version 3 !<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://maitressedelfynus.blogspot.com/2016/08/module-2-auditor-auditrix-les.html"><img border="0" data-original-height="65" data-original-width="691" height="60" src="https://3.bp.blogspot.com/-JbcTfNcozEY/W3A-m2FUyhI/AAAAAAAACf4/9D8cDQIy14spcGG4pdgID3wsped1VV7hQCLcBGAs/s640/2018-08-12%2B16_03_43-D%25C3%25A9marrer.png" width="640" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com14tag:blogger.com,1999:blog-6706980923453506026.post-45362856770665989062018-08-09T19:23:00.001+02:002018-08-09T19:23:51.986+02:00Les stratégies métacognives et cognitivesCette année, j'ai mené à plusieurs reprises une animation sur les stratégies d'apprentissages et j'ai pensé que cela pourrait intéresser certains d'entre vous.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: left;">
<a href="https://www.mysticlolly.fr/dessin-mystiks-fait-attention/"><img border="0" data-original-height="140" data-original-width="75" src="https://1.bp.blogspot.com/-jupGvcOJAlA/W2xZmGBGBQI/AAAAAAAACeI/tJ4blVVkz10F05xmJnSGPj20cxg6ktW0gCLcBGAs/s1600/attention_rouge.png" /></a> <span style="font-size: xx-small;">(merci <a href="https://www.mysticlolly.fr/dessin-mystiks-fait-attention/">Mysticlolly</a>)</span> Cet article est un pavé! </div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<h2 style="clear: both; text-align: left;">
Pourquoi m'avoir demandé d'intervenir sur ce thème? </h2>
<div class="separator" style="clear: both; text-align: left;">
Les programmes dernièrement parus mettent l'accent sur les stratégies métacognitives. Ils insistent sur la nécessité d'apprendre aux élèves à apprendre. </div>
<div class="separator" style="clear: both; text-align: left;">
On retrouve la majorité des références aux stratégies dans le domaine 2 du Socle Commun : <i><u>Les méthodes et outils pour apprendre</u></i> et cela du cycle 2 au cycle 4 (mon animation pédagogique était intercycle). </div>
<div class="separator" style="clear: both; text-align: left;">
Pour les collègues du cycle 2 et 3, ce domaine ne nous a pas trop déstabilisé car, par exemple, permettre aux élèves de <i>coopérer et réaliser des projets</i> est mis en oeuvre au quotidien. Certains collègues du collège me disaient avoir lu ce domaine avec angoisse! </div>
<div class="separator" style="clear: both; text-align: left;">
Mais malgré tout, cette question n'est pas toujours évidente à évaluer. Je vous mets donc des liens vers les pistes d'évaluation : <a href="http://cache.media.eduscol.education.fr/file/College_2016/33/9/RAE_Evaluation_socle_cycle_2_643339.pdf">Cycle 2</a><span id="goog_773314162"></span><a href="https://www.blogger.com/"></a><span id="goog_773314163"></span> - <a href="http://cache.media.eduscol.education.fr/file/College_2016/74/4/RAE_Evaluation_socle_cycle_3_643744.pdf">Cycle 3</a></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<h2 style="clear: both; text-align: left;">
Les stratégies métacognitives</h2>
<blockquote class="tr_bq">
«Si je connais les spécificités de la tâche, les caractéristiques de mon propre fonctionnement cognitif et un certain nombre de stratégies, comment puis-je anticiper, planifier et contrôler ma démarche apprentissage?» Büchel</blockquote>
<br />
Le langage sensoriel évoque les métaconnaissances qui alimentent les fonctions exécutives qui guident les fonctions cognitives; et cela dans une tache nouvelle et non une tache automatisée. En gros c'est le chemin mental qu'utilise un élève pour résoudre un problème à l'école.<br />
Nous allons décortiqué ce chemin mental, et vous allez vous rendre compte que de nombreuses barrières se mettent en place, pénalisant les élèves et les déstabilisant face une tâche nouvelle...<br />
<br />
<h3>
Le langage sensoriel </h3>
<div>
Le cerveau apprend avec les modalités sensorielles visuelles, auditives et kinesthésiques. </div>
<div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-g3m7CwZQ-0g/W2xfSj2HBFI/AAAAAAAACeU/nLt-Aaw59gUWpzh8uvtPSlw9BfSqh_GIwCEwYBhgL/s1600/les_cinq_5_sens.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="100" data-original-width="100" src="https://4.bp.blogspot.com/-g3m7CwZQ-0g/W2xfSj2HBFI/AAAAAAAACeU/nLt-Aaw59gUWpzh8uvtPSlw9BfSqh_GIwCEwYBhgL/s1600/les_cinq_5_sens.jpg" /></a></div>
</div>
Le cerveau communique ses expériences à travers le langage. Mais il communique aussi grâce à un langage interne. La tâche sera d'autant mieux réussie que le langage interne sera positif :<br />
<blockquote class="tr_bq">
Qu'est ce qu'on me demande de faire? Est ce que ça me rappelle quelque chose? </blockquote>
La tâche sera mal appréhendée si le langage interne est négatif :<br />
<blockquote class="tr_bq">
Je n'y arriverai jamais .... Je suis nulle en maths.... 😕 </blockquote>
Le cerveau de l'élève "expert" évoque en construisant des auto-instructions au contraire des élèves en difficultés.<br />
<blockquote class="tr_bq" style="clear: both; text-align: left;">
Est ce que j'ai bien entendu? Qu'est ce que je sais déjà? Comment vais-je m'y prendre? Je construis des images mentales en même temps que j'écoute. </blockquote>
<br />
<h3>
Les Métaconnaissances </h3>
<div>
Pour rappel, les métaconnaissances se mettent en route grâce au langage sensoriel. </div>
<div>
Les métaconnaissances sont divisées en 3 items, </div>
<div>
- La connaissance de soi-même </div>
<div>
- La connaissance de la tâche</div>
<div>
- La connaissance des stratégies</div>
<div>
<br /></div>
<h4>
La connaissance de soi-même. </h4>
<div>
Les élèves vont s'appuyer sur la connaissance de soi-même pour réussir la tâche : ses forces, ses faiblesses, ses préférences. </div>
<blockquote class="tr_bq">
Je n'aime pas la musique. Je suis fort en mathématiques. Je n'arrive pas à écouter et à me faire des images mentales en même temps. </blockquote>
Ils vont s'appuyer sur la connaissance des autres. Cela aura un impact important dans le travail de groupe.<br />
<blockquote class="tr_bq">
Paul est plus fort que moi. Mamadou est bon en calcul mental. Rodolphe se moque de moi tout le temps. </blockquote>
Enfin, ils vont s'appuyer sur des connaissances universelles. Ces connaissances, si elles sont inconnues des élèves, méritent qu'on leur en parle. Ils comprendront mieux leur fonctionnement et surtout comprendront que certaines difficultés ne sont pas seulement de leur fait, mais sont universelles...<br />
<blockquote class="tr_bq">
Il est difficile de se concentrer lorsqu'il y a du bruit. La mémoire n'est pas illimitée. </blockquote>
<h4>
La connaissance de la tâche </h4>
<div>
C'est une question primordiale. Il faut que l'élève sache ce que l'on attend de lui et surtout parvienne à analyser la tâche pour la comprendre. Cela s'apprend au fur et à mesure de la scolarité bien évidemment. </div>
<blockquote class="tr_bq">
Une poésie doit être apprise par contre, la leçon de français par contre doit être appliquée. Cet exercice de maths est difficile car il y a plusieurs étapes. </blockquote>
<h4>
La connaissance des stratégies </h4>
<h4>
<span style="font-weight: normal;">C'est là encore une question primordiale : Comment je fais pour y arriver? Cette année, j'ai insisté principalement sur cette métaconnaissance. En mathématiques, par exemple, nous listions toutes les stratégies possibles pour réussir et nous </span><span style="font-weight: 400;">entraînions</span><span style="font-weight: normal;"> avec chaque stratégie . En fin de séquence, les élèves avaient le matériel utile pour réussir chaque stratégie et utilisait la stratégie qu'ils souhaitaient. Ils avaient le droit de changer de stratégie si celle choisie ne les satisfaisait pas. </span></h4>
<div>
Je vous mets un exemple pour que ce soit plus clair, car normalement je passe un petit film à ce moment, mais bien évidemment je ne veux pas mettre mes élèves sur le blog et la technique pour flouter les visages est tellement compliquée que j'ai abandonnée l'idée! </div>
<div>
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-2E-v1yaj5AI/W2xs0bPKlPI/AAAAAAAACeg/2DR-2BgJ0rEk_utXhxjNBa12LV1kn_zhgCLcBGAs/s1600/2018-08-09%2B18_31_46-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="616" data-original-width="892" height="220" src="https://1.bp.blogspot.com/-2E-v1yaj5AI/W2xs0bPKlPI/AAAAAAAACeg/2DR-2BgJ0rEk_utXhxjNBa12LV1kn_zhgCLcBGAs/s320/2018-08-09%2B18_31_46-D%25C3%25A9marrer.png" width="320" /></a></div>
<div>
Les élèves ont, en fin de séquence sur le calcul réfléchi de la soustraction (avant que cela devienne du calcul mental) j'ai proposé aux élèves cette fiche (prise sur internet mais je ne sais plus où...) et j'ai ajouté la file numérique. Les élèves avaient donc 2 stratégies à portée de main : soit poser les jetons et enlever ceux qu'on doit soustraire, ou reculer sur la file des nombres. </div>
<div>
L'important pour moi était surtout que l'élève mette un point de couleur devant la stratégie utilisée. Si ils changeaient de stratégie, ils changeaient de couleur pour répondre. </div>
<div>
Cela m'a permis ensuite de reprendre les élèves qui avaient échoué à cette tâche et les inviter à changer. Certains par exemple utilisaient la stratégie : je connais le résultat par cœur.... Bon bah cette stratégie là, elle permet de croire qu'on est trop fort ! Un élève choisissait systématiquement cette stratégie, et écrivait des nombres au hasard "car ça fait joli". Vous l'avez compris avec lui nous avons travailler sur la connaissance de la tâche pour revenir ensuite aux stratégies. </div>
<div>
<br /></div>
<div>
<br /></div>
<h3>
Les fonctions exécutives</h3>
<div>
C'est à partir de là qu'un raisonnement nouveau se met en route, et permettent aux stratégies métacognitives de se mettre en route. </div>
<div>
Pour travailler les stratégies, j'ai tenté de lister les activités au quotidien. En cliquant sur l'image, vous aurez l'intégralité des pistes. </div>
<div>
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/1kEQLHKoozGrsZSIIgTzM2y6_uzzFmgjH/view?usp=sharing"><img border="0" data-original-height="211" data-original-width="669" height="100" src="https://3.bp.blogspot.com/-80os__B3STo/W2xxVQSF1qI/AAAAAAAACes/s4p4ccWAKSEjYmqVgO84E08KFV4nZCy2wCLcBGAs/s320/2018-08-09%2B18_52_11-D%25C3%25A9marrer.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<h4 style="clear: both; text-align: left;">
Quand un apprenant s’engage dans une activité:</h4>
<div class="separator" style="clear: both;">
1. Il considère le matériel à apprendre</div>
<div class="separator" style="clear: both;">
2. Il examine les stratégies possibles en fonction du type et de la longueur de la tâche</div>
<div class="separator" style="clear: both;">
3. Il tient compte de ses propres capacités pour utiliser l’une ou l’autre des stratégies parmi celles qu’il a identifiées</div>
<h3>
Les stratégies cognitives </h3>
C'est l'application d'un ensemble de procédures pour accomplir quelque chose, c'est une tactique.<br />
Cela facilite l'acquisition, le stockage, le rappel et l'application de connaissance au moment de l'apprentissage.<br />
<blockquote class="tr_bq">
Les recherches ont montré que les élèves les plus efficaces mobilisent des stratégies cognitives et métacognitives qui facilitent l'apprentissage et la performance. (Pressley, Graham et Harris) </blockquote>
<blockquote class="tr_bq">
Les recherches ont montré que l'enseignement explicite des stratégies dans des domaines comme les maths, la lecture et la rédaction offrent des bénéfices significatifs. (Pressley, Graham et Harris) </blockquote>
<br />
Les stratégies cognitives les plus utilisées sont la répétition, l'élaboration, l'organisation, la discrimination, la généralisation et l'automatisation.<br />
<br />
<h4>
La répétition: </h4>
C'est renforcer la trace mnésique ou mieux comprendre, cela veut dire apprendre par coeur en répétant ou en écrivant.<br />
L'avantage : focaliser l'attention<br />
L'inconvénient : pas d'apprentissage en profondeur, difficulté à réutiliser, peu efficace pour des tâches complexes.<br />
<h4>
L'élaboration :</h4>
C'est faire des inférences pour établir de nouveaux réseaux d'informations pour acquérir des connaissances déclaratives et ainsi favoriser l'établissement des liens permettant de lier un contenu abstrait à quelque chose de plus concret.<br />
L'avantage : Etablir des liens, se poser des questions et répondre pour vérifier la mémorisation, l'ancrage permet une meilleure compréhension<br />
L'inconvénient : pas de réorganisation. Les images mentales ne fonctionne pas bien pour les tâches complexes.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://maitressedelfynus.blogspot.com/2017/02/poesie-les-crayons-de-couleur-de.html"><img border="0" data-original-height="188" data-original-width="249" src="https://3.bp.blogspot.com/-TviU4p9YUYM/W2x0DSH96RI/AAAAAAAACe4/KRohgcwtSxgw2Sw-Vu-bNSek0z6702f0ACLcBGAs/s1600/2018-08-09%2B19_03_51-D%25C3%25A9marrer.png" /></a></div>
<br />
<h4>
L'organisation</h4>
C'est l'organisation de la matière à apprendre soir pour mieux la comprendre soit pour mieux la retenir afin d'acquérir des connaissances déclaratives et ainsi favoriser l'es liens enter les diverses informations pour en dégager les structure.<br />
C'est les cartes mentales par exemple.<br />
L'avantage : construction du sens, apprentissage en profondeur<br />
L'inconvénient : prend du temps.<br />
<br />
<blockquote class="tr_bq">
Les élèves en difficultés s'arrêtent à ses trois fonctions cognitives.... Celles qui sont les moins efficaces. </blockquote>
<h4>
La généralisation</h4>
C'est faire des hypothèses, trouver des raisons pour lesquelles un exemple donné est un exemple du concept.<br />
L'élève identifie des exemple et invente des exemples, il trouve des ressemblances.<br />
<br />
<h4>
La discrimination </h4>
<div>
C'est faire des hypothèses, trouver des raisons pour lesquelles un exemple donné n'est pas un exemple du concept.<br />
L'élève trouve les différences entre exemple et contre-exemple. </div>
<div>
<br /></div>
<h4>
L'automatisation</h4>
<div>
C'est trouver un exemple et le suivre étape par étape, faire une liste des étapes à suivre... </div>
<div>
Tout un programme! </div>
<div>
<br /></div>
<div>
<br /></div>
<div>
Vous êtes arrivés au bout? </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-ybTzsgvN_B8/W2x2UHCFtnI/AAAAAAAACfE/8cI_cbLd8Sk4CjWmQfqNr0pjXFd7aDRfQCLcBGAs/s1600/mj39snUenWsoUpSqRv9ONjykA3o.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="296" data-original-width="372" height="254" src="https://3.bp.blogspot.com/-ybTzsgvN_B8/W2x2UHCFtnI/AAAAAAAACfE/8cI_cbLd8Sk4CjWmQfqNr0pjXFd7aDRfQCLcBGAs/s320/mj39snUenWsoUpSqRv9ONjykA3o.png" width="320" /></a></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
Vous voulez en savoir plus? </div>
<div>
<br /></div>
<div>
<iframe frameborder="0" marginheight="0" marginwidth="0" scrolling="no" src="//ws-eu.amazon-adsystem.com/widgets/q?ServiceVersion=20070822&OneJS=1&Operation=GetAdHtml&MarketPlace=FR&source=ac&ref=tf_til&ad_type=product_link&tracking_id=httpmaitres07-21&marketplace=amazon&region=FR&placement=2240035641&asins=2240035641&linkId=ffdcbf786923d10955216b844fd02046&show_border=false&link_opens_in_new_window=false&price_color=333333&title_color=0066c0&bg_color=ffffff" style="height: 240px; width: 120px;">
</iframe> <iframe frameborder="0" marginheight="0" marginwidth="0" scrolling="no" src="//ws-eu.amazon-adsystem.com/widgets/q?ServiceVersion=20070822&OneJS=1&Operation=GetAdHtml&MarketPlace=FR&source=ac&ref=tf_til&ad_type=product_link&tracking_id=httpmaitres07-21&marketplace=amazon&region=FR&placement=2240041293&asins=2240041293&linkId=b79995239becd8fc304448f79a6482f2&show_border=false&link_opens_in_new_window=false&price_color=333333&title_color=0066c0&bg_color=ffffff" style="height: 240px; width: 120px;"></iframe> <iframe frameborder="0" marginheight="0" marginwidth="0" scrolling="no" src="//ws-eu.amazon-adsystem.com/widgets/q?ServiceVersion=20070822&OneJS=1&Operation=GetAdHtml&MarketPlace=FR&source=ac&ref=tf_til&ad_type=product_link&tracking_id=httpmaitres07-21&marketplace=amazon&region=FR&placement=2367170282&asins=2367170282&linkId=bba21e1855cac3097d47d53700e619b9&show_border=false&link_opens_in_new_window=false&price_color=333333&title_color=0066c0&bg_color=ffffff" style="height: 240px; width: 120px;"></iframe><br />
<br />
<br />
<br /></div>
<blockquote class="tr_bq">
</blockquote>
maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com5tag:blogger.com,1999:blog-6706980923453506026.post-41596788549849643772018-08-06T09:28:00.001+02:002018-08-07T20:39:15.176+02:00MHM : Les cartes énigmes augmentéesA la rentrée, je vais utiliser la méthode de Mr Pinel : <a href="https://methodeheuristique.com/">MHM</a>.<br />
<br />
Je me demandais comment j'allais gérer l'autonomie de la boite à énigmes. En effet, les cartes étaient rédigées et les CP peuvent être capable de résoudre les énigmes mais pour les lire il faudra attendre quelques semaines!<br />
<br />
Suite à une conversation, sur Twitter, amorcée par <a href="https://twitter.com/ClasseGillesTis">Gilles</a>, je me suis dit que j'allais les mettre en son. Mr Pinel avait déjà commencé le travail en mettant en voix les problèmes.<br />
<br />
Vous savez que j'adore le travail collaboratif (coucou Teacher Charlotte et Julie!), Define a proposé d'augmenter la mise en voix par un QR-code!<br />
<br />
Vous imaginez! Les cartes énigmes sont donc mises en voix et avec une tablette, un Smartphone, ou une web cam, on peut les écouter!<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/15N59azQ3yZDz5FSvixfDlMz5_60gmRbW/view?usp=sharing"><img border="0" data-original-height="246" data-original-width="389" height="202" src="https://4.bp.blogspot.com/-w5EpDWVJKxg/W2f4B_LpZRI/AAAAAAAACdc/QBLDhN3U2HAmdwnRLVbYpREsyIalUwhVACLcBGAs/s320/2018-08-06%2B09_25_39-D%25C3%25A9marrer.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/1-ebnSCxXYZ_XZeNXwiWoqvB7_ApVg015/view?usp=sharing"><img border="0" data-original-height="233" data-original-width="367" height="203" src="https://1.bp.blogspot.com/-ZaTZeT5o70c/W2nnL2ZGCZI/AAAAAAAACd0/uGpmjZV4b8EugXtm5PlbnLQkVohe_7uYACLcBGAs/s320/2018-08-07%2B20_38_18-D%25C3%25A9marrer.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />
<br />
Et Define a fait la même chose avec les problèmes, mis en voix par Mr Pinel.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.laclassededefine.fr/"><img border="0" data-original-height="310" data-original-width="976" height="101" src="https://1.bp.blogspot.com/-CIKjvg-gaxA/W2f4Pw_yrfI/AAAAAAAACdg/urBaDC-r2HkQ3DnPhuPaTdctjxmReUTLQCLcBGAs/s320/2018-08-06%2B09_23_42-D%25C3%25A9marrer.png" width="320" /></a></div>
<br />
<br />
A vos plastifieuses les amis!maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com1tag:blogger.com,1999:blog-6706980923453506026.post-91618671202704160542018-07-14T15:20:00.000+02:002018-07-14T15:22:02.310+02:00Fiches de sons à la manière de Patati et Patata Un travail de longue haleine : revoir les fiches de sons de la méthode de lecture Lire avec Patati et Patata.<br />
Depuis 9 ans, j'utilise cette méthode de lecture. Mais cette année, j'ai pris mon courage à deux mains pour reprendre les fiches de sons. En effet, j'ai particulièrement aimé <a href="https://lamaitresseetsesmonstrueux.wordpress.com/2017/04/07/exercices-etude-du-code/">les fiches de Valentinou</a> : les images pour repérer le son me plaisent! Et je rajoutais toujours une fiche avec des phrases.<br />
Mais ça ne faisait pas joli dans le cahier! Alors je me suis attelée à la remise en page.<br />
<br />
Ajout d'images et de phrases signifie forcément retirer d'autres choses.<br />
Il y a donc moins de syllabes. Cette fiche ayant pour mission principale d'être lue à la maison, c'est très bien qu'il y en ai moins.<br />
Il y a moins de mots également. Mais j'ai retiré tous ceux que les élèves ne comprennent pas et n'intègrent pas. Je pense à "étoffe" "primevère".<br />
Une des missions de l'école est, je vous l'accorde, d’accroître le lexique des élèves. Mais comment lire des mots quand on ne peut pas se faire d'images mentales de ce même mot.<br />
Je travaillerai le lexique autrement mais cela me paraissait important de ne pas trop s'éloigner du lexique de base.<br />
<br />
Je vous mets donc les fiches de sons, elles sont en format Publisher, pour que vous puissiez ajouter vos propres images. Moi, je mettrais les mots proposés par les élèves. Ces images nous servirons à travailler la place du son dans le mot.<br />
<br />
J'ai rajouté également une bulle avec la couleur du son en lien avec <a href="http://maitressedelfynus.blogspot.fr/2015/08/les-sons-en-couleur.html">ma méthode colorée des sons</a> (enfin... ma méthode!! Celle inspirée de Facilecture)<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-L_se9K2sCdQ/WaEkoRUk3CI/AAAAAAAACK4/f8S3A_uKs38Z2Vdwc_CRp-dUIu9KbvonQCLcBGAs/s1600/2017-08-26%2B09_34_08-Nouvelle%2Bnotification.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="538" data-original-width="776" height="442" src="https://2.bp.blogspot.com/-L_se9K2sCdQ/WaEkoRUk3CI/AAAAAAAACK4/f8S3A_uKs38Z2Vdwc_CRp-dUIu9KbvonQCLcBGAs/s640/2017-08-26%2B09_34_08-Nouvelle%2Bnotification.png" width="640" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/drive/folders/0B-vb99cz9SdsYTBuRUpPZkhSdWc?usp=sharing"><img border="0" data-original-height="141" data-original-width="554" height="81" src="https://4.bp.blogspot.com/-pihKvidc4dE/WaElUgZbOpI/AAAAAAAACLA/OiUc291viyA9I-TVS0_1x2rj3s9A2-opACLcBGAs/s320/2016-08-26%2B18_01_55-Photos.png" width="320" /></a></div>
<br />
Au fur et à mesure de l'année, j'ai supprimé les images pour les remplacer par une plus grande quantité de syllabes. Certains élèves avaient un grand besoin d'automatiser et de faire cette gymnastique cérébrale!<br />
<br />
<br />
Je vous conseille également d'aller faire un tour vers les fiches que j'ai ajoutées à la méthode :<br />
<br />
- <a href="http://maitressedelfynus.blogspot.fr/2013/03/les-mots-croises-des-sons.html">Les mots croisés</a><br />
<a href="http://maitressedelfynus.blogspot.fr/2013/03/les-fiches-de-sons-pour-travailler-le.html">- Les fiches lexique</a> : au début de l'année, on le fait ensemble. Quand les élèves sont autonomes, ils ont cette fiche dans les activités supplémentaires, le plan de travail.<br />
- <a href="http://maitressedelfynus.blogspot.fr/2013/03/devinettes-autour-des-sons.html">Les devinettes </a>au début de l'année, on le fait ensemble. Quand les élèves sont autonomes et capables de lire seuls les devinettes, ils ont cette fiche dans les activités supplémentaires, le plan de travail.<br />
<br />
<br />maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com3tag:blogger.com,1999:blog-6706980923453506026.post-29564059196788737262018-04-29T13:46:00.003+02:002018-04-29T13:46:53.071+02:00dominos des sonsLa fin de l'année approche à grands pas. J'ai la chance de faire parti de la zone B et de reprendre pour 8 semaines.<br />
Nous avons terminé l'étude des sons, ou presque (reste quelques sons complexes pour les faibles lecteurs).<br />
La demie-semaine avant les vacances, j'ai fait passer une évaluation de fluence pour travailler en groupe de besoin en lecture rapide. Suite à cette évaluation, je me suis aperçue que certains avaient des lacunes sur certains sons complexes.<br />
<br />
J'ai donc décidé de créer des ateliers autonomes pour réviser ces sons complexes.<br />
<br />
Chaque atelier est en 3 niveaux :<br />
A - seules les lettres muettes sont marquées<br />
B- les sons complexes sont en couleurs (la plupart du temps)<br />
C- les mots sont découpés en syllabes (une bleue, une rouge)<br />
<br />
<u>Dominos sans sons complexes : </u><br />
<u><br /></u>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/open?id=1nv3eCr3Ajs3jhFomqjUu14df2Vc5Mvds"><img border="0" data-original-height="114" data-original-width="273" height="83" src="https://2.bp.blogspot.com/-QGUX29ysGII/WuWtSsjzJ6I/AAAAAAAACak/157mLej5FSMRcTaLvmDSnCnCb5euNSVtwCEwYBhgL/s200/2018-04-29%2B12_57_05-D%25C3%25A9marrer.png" width="200" /></a> <a href="https://drive.google.com/open?id=1uHKfEAlHcC3v6Gh8LRmBKFOHJbiUoGib"><img border="0" data-original-height="115" data-original-width="273" height="84" src="https://4.bp.blogspot.com/-mNgwnXWuXzo/WuWtSEu691I/AAAAAAAACaQ/WJ4IOtENaeAJUPSZrBoUHPfqL1VjSREHwCEwYBhgL/s200/2018-04-29%2B12_56_54-D%25C3%25A9marrer.png" width="200" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<u>Dominos OU/OI :</u><br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/open?id=1nLZROWc03a3nMj1bqrXoKESCvZM-ipHJ"><img border="0" data-original-height="112" data-original-width="272" height="81" src="https://4.bp.blogspot.com/-iagb_SqvGdo/WuWtXB9xw4I/AAAAAAAACao/pjIisHcOujoABHq7pNUQC2f-kpsf62yWACEwYBhgL/s200/2018-04-29%2B13_31_25-D%25C3%25A9marrer.png" width="200" /></a><a href="https://drive.google.com/open?id=1xw4QwkbQW_KCBE35itR0Siro_XPp_uQk"><img border="0" data-original-height="112" data-original-width="275" height="81" src="https://3.bp.blogspot.com/-JKTjAr8ftiU/WuWtWw_VO6I/AAAAAAAACak/f9mn9FtOIFUWepUROo3d-pilmDohyH0jwCEwYBhgL/s200/2018-04-29%2B13_31_14-D%25C3%25A9marrer.png" width="200" /></a> <a href="https://drive.google.com/open?id=1BvSZIDJ_SINRwEtKKyJrBf8zdsUxq6Du"><img border="0" data-original-height="112" data-original-width="272" height="81" src="https://1.bp.blogspot.com/-ieOGwuSVhc0/WuWtWWbIBfI/AAAAAAAACak/twWdPw0c7SE5p88Ung-gWrK4wR4znADPwCEwYBhgL/s200/2018-04-29%2B13_30_42-D%25C3%25A9marrer.png" width="200" /></a></div>
<br />
<u>Dominos ON/AN </u><br />
<u><br /></u>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/open?id=1J0NPwSb8JXl_qOsqDKP_4wkubtQ3G9fg"><img border="0" data-original-height="113" data-original-width="274" height="82" src="https://3.bp.blogspot.com/-AnlqZqZs0jE/WuWtWWdQKGI/AAAAAAAACag/SM2-JbcJyrgmlwTDZkcacT2H6G9V7tn1wCEwYBhgL/s200/2018-04-29%2B13_30_30-D%25C3%25A9marrer.png" width="200" /></a> <a href="https://drive.google.com/open?id=1L9Bvc3XTQMYg2-eLbupvVRQ-OuyH5ExU"><img border="0" data-original-height="111" data-original-width="276" height="80" src="https://1.bp.blogspot.com/-3wA5e0OMHts/WuWtV5EuDrI/AAAAAAAACac/xnigGIYzZKE7S7pQ4-KCPOcv_oiur86BwCEwYBhgL/s200/2018-04-29%2B12_58_07-D%25C3%25A9marrer.png" width="200" /></a> <a href="https://drive.google.com/open?id=1MVPPAW3QOCbx977j2yhlWhZ1sJkoM_nF"><img border="0" data-original-height="110" data-original-width="272" height="80" src="https://4.bp.blogspot.com/-QCXMwv74HNo/WuWtWCQB34I/AAAAAAAACak/Iq5yHHID5ScZ3LbWJtWy_KnmxeygWjgMQCEwYBhgL/s200/2018-04-29%2B13_30_18-D%25C3%25A9marrer.png" width="200" /></a></div>
<br />
<u>Dominos EI/EIN </u><br />
<u><br /></u>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/open?id=1lwt1i20mipOW4VfQQDl_1ADMqjC6ocJC"><img border="0" data-original-height="111" data-original-width="278" height="79" src="https://1.bp.blogspot.com/-w6nFPcZe4QU/WuWtUKtLC9I/AAAAAAAACak/ESi3aXNsKDsz5g0wm4kdu2Qb1Sp4ex7JgCEwYBhgL/s200/2018-04-29%2B12_57_32-D%25C3%25A9marrer.png" width="200" /></a> <a href="https://drive.google.com/open?id=1_h9LmBGtW1saqy0JjqGppHmhs0jhKLbr"><img border="0" data-original-height="113" data-original-width="272" height="82" src="https://2.bp.blogspot.com/-2tHx4ZEAocI/WuWtTM0LN0I/AAAAAAAACaU/TefJgmpDLsI12dqwDfNHSP14i4qSsz3owCEwYBhgL/s200/2018-04-29%2B12_57_13-D%25C3%25A9marrer.png" width="200" /></a> <a href="https://drive.google.com/open?id=1sFk2_HHFVfKbm9fB3XPJX5zssRNKuBkr"><img border="0" data-original-height="112" data-original-width="274" height="81" src="https://2.bp.blogspot.com/-A_zUmGBzOD8/WuWtTsqRSmI/AAAAAAAACag/lyfbEWB9qI8Jg7h1op89N2rHgAaArrGjgCEwYBhgL/s200/2018-04-29%2B12_57_22-D%25C3%25A9marrer.png" width="200" /></a></div>
<br /><u>Dominos O </u><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/open?id=1_AIRqAn8mVsnhxeyANBsSBEtL84diutd"><img border="0" data-original-height="117" data-original-width="271" height="86" src="https://4.bp.blogspot.com/-gnd5Sa5oy1k/WuWtVmsA0qI/AAAAAAAACaY/OfUrM7xIG8kVe13TbxLd9qJMuh-lXAwKwCEwYBhgL/s200/2018-04-29%2B12_57_58-D%25C3%25A9marrer.png" width="200" /></a> <a href="https://drive.google.com/open?id=1p89-r9OGIAazfzSH-W9adkZudAAEm52j"><img border="0" data-original-height="114" data-original-width="273" height="83" src="https://2.bp.blogspot.com/-XS4Vk59Etlw/WuWtUglV8GI/AAAAAAAACao/lBCQY_NCPS0_dtMeEcXFdvfnKQSjRaCUwCEwYBhgL/s200/2018-04-29%2B12_57_40-D%25C3%25A9marrer.png" width="200" /></a> <a href="https://drive.google.com/open?id=13sjCblAXb4Nb8yWgrlTbsl-FkDd-0_QV"><img border="0" data-original-height="111" data-original-width="274" height="80" src="https://3.bp.blogspot.com/-vNVl3Yq7hMU/WuWtVPYaiQI/AAAAAAAACao/CpHYsCFg2AEk5u6RkaWnRaSZVM5132QNwCEwYBhgL/s200/2018-04-29%2B12_57_50-D%25C3%25A9marrer.png" width="200" /></a></div>
<br />
<u>Dominos lettre G : G/J </u><br />
<u><br /></u>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/open?id=1gGWRg-Q1diwqP_OyawRDmqCvcZajOr3P"><img border="0" data-original-height="122" data-original-width="277" height="87" src="https://3.bp.blogspot.com/-8156J6Zcj0s/WuWtQ_-qYnI/AAAAAAAACZM/xSf9MKjveVQqe5zx85dD2xBbD1h7ABwyQCEwYBhgL/s200/2018-04-29%2B12_56_25-D%25C3%25A9marrer.png" width="200" /></a><span id="goog_1856233457"></span><a href="https://www.blogger.com/"></a><span id="goog_1856233458"></span> <a href="https://drive.google.com/open?id=1ADOE726rMyVKiL_IvsJOc4Fq5vn9QCAA"><img border="0" data-original-height="116" data-original-width="275" height="84" src="https://4.bp.blogspot.com/-ZGew3y4vhTA/WuWtQwOOsZI/AAAAAAAACZI/vxrdxQbMBcs49YmqegGJ5nhQBh5-MvlRwCEwYBhgL/s200/2018-04-29%2B12_56_09-D%25C3%25A9marrer.png" width="200" /></a></div>
<br />
<u>Dominos lettre C : C/S</u><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/open?id=1YugRqgp9SDqfXSPlST7DGtnWuBQED42G"><img border="0" data-original-height="112" data-original-width="274" height="81" src="https://2.bp.blogspot.com/-mux_xae5Xfg/WuWtRjaRPRI/AAAAAAAACac/o8Xh8Te-TbQIpp8diU7w9XpKJDAM4hAvgCEwYBhgL/s200/2018-04-29%2B12_56_45-D%25C3%25A9marrer.png" width="200" /></a> <a href="https://drive.google.com/open?id=1poku1M3eUUKJKu9D033DK6hXqFV4EZqv"><img border="0" data-original-height="114" data-original-width="275" height="82" src="https://4.bp.blogspot.com/-7Kre-u2gW5E/WuWtQ2RKg4I/AAAAAAAACao/c_4py6y0dxgQNXv_QT1KUaxErg1if1WeACEwYBhgL/s200/2018-04-29%2B12_56_37-D%25C3%25A9marrer.png" width="200" /></a></div>
<br />
<br />
A vos plastifieuses!maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com12tag:blogger.com,1999:blog-6706980923453506026.post-72882635438105825982018-04-04T10:56:00.000+02:002018-04-04T10:56:22.936+02:00Aider les élèves à mémoriser un texte Depuis que je suis enseignante, je cherche à trouver un moyen pour aider les élèves à mémoriser un texte de poésie ou de chanson.<br />
Je me souviens encore d'un élève à l'étude qui chantant la Marseillaise me dit: "Allons enfants de la batterie" ou encore "dans de verdes prairies". Preuve si il en est que le sens n'était clairement pas posé!<br />
<br />
Récemment, j'ai lu <a href="http://www.cahiers-pedagogiques.com/Comment-developper-les-capacites-de-memorisation-des-eleves">l'article de Mme BONIFACE</a>, IEN à Paris, dans les cahiers pédagogiques. Mme Boniface propose dans son article de<br />
<blockquote class="tr_bq">
<span style="background-color: #fdfdfc; border: 0px; font-family: Arial, Helvetica, sans-serif; font-size: 15.2015px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><i><span style="color: red;">Distinguer les différentes formes de mémorisation en repérant </span>(par exemple)<span style="color: red;"> les mots clés</span></i></span></blockquote>
Pour cela, j'ai lancé une expérimentation depuis quelques semaines. Dès que nous voyons un nouveau texte (en poésie, en musique pour une chanson) je leur lis le texte à mémoriser comme ça, pour le plaisir. Le lendemain, en général, à quelques jours après, je leur relis le texte et leur demande de me lister les mots qu'ils ont repérés dans le texte. Je représente (tant bien que mal!) les mots-clés.<br />
<br />
Nous tentons ensuite de<br />
<blockquote class="tr_bq">
<i><span style="color: red;"><strong style="background-color: #fdfdfc; border: 0px; font-family: Arial, Helvetica, sans-serif; font-size: 15.2015px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Structurer ce qui est à mémoriser</strong><span style="background-color: #fdfdfc; font-family: Arial, Helvetica, sans-serif; font-size: 15.2015px;"> </span><span style="background-color: #fdfdfc; font-family: Arial, Helvetica, sans-serif; font-size: 15.2015px;">Il est utile de faire apparaître l’organisation de ce qui est à apprendre : en dégageant le plan ; en faisant souligner les mots importants ; en utilisant des couleurs ; en créant une hiérarchie ; en distinguant clairement la règle et l’exemple, etc.</span></span></i></blockquote>
Pour cela, j'ai repris les différents éléments du texte à mémoriser et distribue aux élèves les illustrations. Je leur relis le texte pour qu'il soit bien frais dans leur tête. Ils doivent ensuite organiser les images-mots-clés qui vont ensemble.<br />
Pour une chanson par exemple, c'est très simple. Nous nous fions aux couplets : associer les illustrations qui vont dans le premier couplet, le second etc...<br />
Cela prend du temps mais le résultat est garanti! Une fois les illustrations associées à chaque couplet, nous avons une trame pour mémoriser, une aide à la lecture pour des CP pas en capacité encore de lire seuls une chanson.<br />
<br />
Madame Boniface conseille en effet d' :<br />
<blockquote class="tr_bq">
<i><span style="color: red;"><span style="background-color: #fdfdfc; font-family: Arial, Helvetica, sans-serif; font-size: 15.2015px;"> </span><strong style="background-color: #fdfdfc; border: 0px; font-family: Arial, Helvetica, sans-serif; font-size: 15.2015px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Associer les élèves à l’élaboration des connaissances à retenir</strong></span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="color: red;"><span style="background-color: #fdfdfc; font-family: Arial, Helvetica, sans-serif; font-size: 15.2015px;">Plutôt que de la donner toute faite par l’enseignant, sur une photocopie, l’élaboration d’une synthèse avec les élèves favorise la mémorisation. D’où la nécessité d’habituer les élèves à faire le point : “ qu’avons-nous appris ? Que faut-il retenir ? ”. Trop de connaissances restent “ rencontrées ”, à l’occasion, oralement, sans qu’on ait pris le temps de les formaliser : verba volent, scripta manent.</span></span></i></blockquote>
Dans le cas de la dernière chanson mémorisée, le résultat est bluffant principalement car les élèves en plus de la mémoriser facilement ont des images mentales en chantant. Ils miment la chanson.<br />
<br />
Voilà le rendu :<br />
<b>Le pingouin de Marie HENCHOZ </b><a href="http://doumdoumdoum.free.fr/index.php?page=chant&id=23">(texte et musique ici </a>)<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-KzaBmFg_UBw/WsSN4cjUGgI/AAAAAAAACYg/L9h7dh9JQf0624M9w9j3PnsGFsrOyUk6gCLcBGAs/s1600/2018-04-04%2B10_33_01-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="541" data-original-width="767" height="451" src="https://3.bp.blogspot.com/-KzaBmFg_UBw/WsSN4cjUGgI/AAAAAAAACYg/L9h7dh9JQf0624M9w9j3PnsGFsrOyUk6gCLcBGAs/s640/2018-04-04%2B10_33_01-D%25C3%25A9marrer.png" width="640" /></a></div>
<br />
ou <b>Le Printemps de Claude ROY </b><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-vfWdI12S9gs/WsSRyYfD_EI/AAAAAAAACYs/AvZsWRx2IQ0jeaehHkR27o5hHodsWgoZQCLcBGAs/s1600/2018-04-04%2B10_49_39-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="536" data-original-width="730" height="468" src="https://4.bp.blogspot.com/-vfWdI12S9gs/WsSRyYfD_EI/AAAAAAAACYs/AvZsWRx2IQ0jeaehHkR27o5hHodsWgoZQCLcBGAs/s640/2018-04-04%2B10_49_39-D%25C3%25A9marrer.png" width="640" /></a></div>
<br />
A vous de jouer maintenant !maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com0tag:blogger.com,1999:blog-6706980923453506026.post-37535214712970003582018-02-15T22:07:00.004+01:002018-02-15T22:10:33.470+01:00La fourmi à travers un album de jeunesse et un documentaireDurant cette période, mes élèves ont travaillé sur le thème du handicap (<a href="http://maitressedelfynus.blogspot.fr/2018/01/projet-respect-theme-3-le-handicap.html">projet ici</a> ).<br />
Pour cela, nous avons lu l'album Mina la Fourmi.<br />
<br />
Les élèves ont beaucoup aimé cette histoire car elle leur a permis de faire des liens entre handicap et mis à l'écart, mais aussi handicap et capacité à faire comme les autres.<br />
<br />
Ils ont aussi découvert beaucoup d'informations sur les fourmis. Nous avons donc complété nos connaissances à travers un documentaire.<br />
<br />
<br />
Je vous propose donc une adaptation du texte de Mina la fourmi.<br />
<br />
<iframe frameborder="0" marginheight="0" marginwidth="0" scrolling="no" src="//ws-eu.amazon-adsystem.com/widgets/q?ServiceVersion=20070822&OneJS=1&Operation=GetAdHtml&MarketPlace=FR&source=ac&ref=tf_til&ad_type=product_link&tracking_id=httpmaitres07-21&marketplace=amazon&region=FR&placement=208138874X&asins=208138874X&linkId=49358752db11e2797f1f71b75ad5e3f0&show_border=false&link_opens_in_new_window=false&price_color=333333&title_color=0066c0&bg_color=ffffff" style="height: 240px; width: 120px;">
</iframe>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-L_Z1YC1yJ1c/WoXxucF7AHI/AAAAAAAACTk/NccuvjmwckUZEi-N-B6GJVh_DxelmNS7ACLcBGAs/s1600/2018-02-15%2B21_46_26-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="374" data-original-width="668" height="179" src="https://1.bp.blogspot.com/-L_Z1YC1yJ1c/WoXxucF7AHI/AAAAAAAACTk/NccuvjmwckUZEi-N-B6GJVh_DxelmNS7ACLcBGAs/s320/2018-02-15%2B21_46_26-D%25C3%25A9marrer.png" width="320" /></a></div>
<br />
<br />
<br />
<br />
Mina la fourmi <a href="https://drive.google.com/file/d/17dE3WvPb9MSz-HWjNsWHaH6lIXMgWmYC/view?usp=sharing" style="text-align: center;"><img border="0" data-original-height="145" data-original-width="542" height="85" src="https://3.bp.blogspot.com/-auEM34emwSQ/WoXxPDFe7UI/AAAAAAAACTc/iPq5HcBcK_gST08LAU0t-1X8Q_bPZnhlQCLcBGAs/s320/2016-08-26%2B18_02_04-Photos.png" width="320" /></a><br />
<br />
Mina la fourmi texte en couleurs <a href="https://drive.google.com/file/d/1ITSywxNi0nNKUpax8w5aQeAiMy-O0jsm/view?usp=sharing"><img border="0" data-original-height="145" data-original-width="542" height="85" src="https://2.bp.blogspot.com/-auEM34emwSQ/WoXxPDFe7UI/AAAAAAAACTc/J2T5BF5yvI4Nhjz7uS3Ubv-h3uNQhXp_wCEwYBhgL/s320/2016-08-26%2B18_02_04-Photos.png" width="320" /></a><br />
<br />
<br />
<br />
Je vous propose également un documentaire sur les fourmis à travers tout ce que l'on a appris.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/1z3TuyQvC_pt9twLEsyYSj5uq-KyaAuk0/view?usp=sharing"><img border="0" data-original-height="515" data-original-width="360" height="400" src="https://1.bp.blogspot.com/-AxBaFKrHjn0/WoX0V8x0ZkI/AAAAAAAACT4/PbQoSv_mqq88dISY23dlPQYYREqfjmDfwCLcBGAs/s400/2018-02-15%2B21_57_06-D%25C3%25A9marrer.png" width="278" /></a></div>
J'ai utilisé 2 documentaires pour créer la fiche élève et les images en sont issues.<br />
<br />
<br />
<iframe frameborder="0" marginheight="0" marginwidth="0" scrolling="no" src="//ws-eu.amazon-adsystem.com/widgets/q?ServiceVersion=20070822&OneJS=1&Operation=GetAdHtml&MarketPlace=FR&source=ac&ref=tf_til&ad_type=product_link&tracking_id=httpmaitres07-21&marketplace=amazon&region=FR&placement=2070656853&asins=2070656853&linkId=a941031b44a95626ee9950e807562bac&show_border=false&link_opens_in_new_window=false&price_color=333333&title_color=0066c0&bg_color=ffffff" style="height: 240px; width: 120px;">
</iframe> <iframe frameborder="0" marginheight="0" marginwidth="0" scrolling="no" src="//ws-eu.amazon-adsystem.com/widgets/q?ServiceVersion=20070822&OneJS=1&Operation=GetAdHtml&MarketPlace=FR&source=ac&ref=tf_til&ad_type=product_link&tracking_id=httpmaitres07-21&marketplace=amazon&region=FR&placement=B01MU0824V&asins=B01MU0824V&linkId=0323fd0e38449c76ae885790ae64b6cb&show_border=false&link_opens_in_new_window=false&price_color=333333&title_color=0066c0&bg_color=ffffff" style="height: 240px; width: 120px;">
</iframe><br />
<br />
Je vous envoie également voir ce petit dessin animé qui permet d'aider les élèves à mieux comprendre encore le fonctionnement d'une fourmilière.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://education.francetv.fr/matiere/decouverte-des-sciences/ce1/video/les-fourmis-sid-le-petit-scientifique"><img border="0" data-original-height="363" data-original-width="621" height="187" src="https://1.bp.blogspot.com/-dKLxzzIvWN8/WoXzy7iCTPI/AAAAAAAACTw/-K_kT4wWr6IM16tzYeHW8diU1rgj1-OawCLcBGAs/s320/2018-02-15%2B21_55_14-D%25C3%25A9marrer.png" width="320" /></a></div>
<br />
<br />
Il manquerait un travail d'observation, mais en ce moment, avec ce froid et toute cette neige, les fourmis, on ne les voit pas de trop !<br />
<br />maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com4tag:blogger.com,1999:blog-6706980923453506026.post-35216421601308581892018-01-05T16:35:00.003+01:002018-01-05T16:35:53.985+01:00Bilan du projet Respect thème 2 sur la politesse Lors de la première période, j'ai travaillé 1 fois par semaine sur le thème de la Politesse (avant d'être débordée par Noël et les répétitions de la chorale!)<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
Un petit bilan :<br />
<br />
Le bilan est moins positif que lors de la première période, car le thème a moins motivé les élèves (et surement parce que j'y ai mis moins d'énergie!)<br />
Le problème principal, je pense, c'est que la Politesse, pour la plus part des élèves c'est quelque chose de connu depuis déjà 6 ans! Ils savent ce que l'on doit faire ou dire (même si ils ne le font pas) donc ils n'ont pas eu l'impression d'apprendre grand chose.<br />
<br />
La séance qui leur a beaucoup plu c'est celle sur le langage des signes! ça tombe bien vu que le prochain projet est sur le handicap...<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/1hdd0ytGyKT0j8pXGaZYOsf4wFy_DGasM/view?usp=sharing"><img border="0" data-original-height="542" data-original-width="767" height="452" src="https://3.bp.blogspot.com/-Sdw4qWcg4mw/Wk-a4uaCF9I/AAAAAAAACS4/4NMthW0tNHM6v18xeS_LfuFn-OJ7gKh9wCLcBGAs/s640/2018-01-05%2B16_33_20-D%25C3%25A9marrer.png" width="640" /></a></div>
<br />
<br />maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com2tag:blogger.com,1999:blog-6706980923453506026.post-2407579628465773722018-01-05T16:01:00.001+01:002018-02-15T22:14:40.461+01:00Projet Respect : Thème 3 le handicapVoici la suite du projet Respect<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://maitressedelfynus.blogspot.fr/2017/08/projet-annuel-je-me-respecte-on-se.html"><img border="0" data-original-height="450" data-original-width="640" height="225" src="https://2.bp.blogspot.com/-AiPuBnM5LZA/Wfiwinwv7EI/AAAAAAAACOo/0J76gXDFTEkpjWAmtieAzaMOwcvaMDcMACLcBGAs/s320/2017-08-18%2B15_15_02-Nouvelle%2Bnotification.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Pour la prochaine période, nous allons aborder le handicap. ça tombe bien puisque les JO vont commencer et les jeux paralympiques également! </div>
<div class="separator" style="clear: both; text-align: left;">
Ludo sera de la partie vu que dans son école, Colas est en fauteuil roulant, et est bien embêté pour entrer dans la classe vu qu'il y a des marches! </div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/10nlcgwcPCj6QIqhma5fF-v_CrruI_Ef9/view?usp=sharing"><img border="0" data-original-height="490" data-original-width="768" height="204" src="https://1.bp.blogspot.com/-wKjoQoH54so/Wk-RRU42FwI/AAAAAAAACSI/55X6Sc_AV1ATizpXPUOyULdFUbosmBtdgCLcBGAs/s320/2018-01-05%2B15_51_57-D%25C3%25A9marrer.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Le projet sur le handicap et les aménagements (fabriqués par ma collègue!) </div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/1LjSk_tTZgu6Co0lF-mT8Ez4aCYZAq5CU/view?usp=sharing"><img border="0" data-original-height="474" data-original-width="1064" height="142" src="https://2.bp.blogspot.com/-BaUX73IPo_Y/Wk-R1lH-gkI/AAAAAAAACSM/t31Ky_frvHUfrCN2AjG8N16mzDYbjh7kACLcBGAs/s320/2018-01-05%2B15_54_29-D%25C3%25A9marrer.png" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/1i0dLdGdZcFZlN0u7YU2D83wT_nJeYDga/view?usp=sharing"><img border="0" data-original-height="575" data-original-width="806" height="228" src="https://4.bp.blogspot.com/-BLr-emtD3bc/Wk-R2uZ8WPI/AAAAAAAACSU/YSqmdFMICJ4wr5ap94C0Wxe7_7RRyzCIgCLcBGAs/s320/2018-01-05%2B15_54_53-D%25C3%25A9marrer.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Le projet sur les jeux paralympiques </div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/1KmIwc0WVdIw_lqGTv1HTTz9PeCgb-r-k/view?usp=sharing"><img border="0" data-original-height="531" data-original-width="810" height="209" src="https://1.bp.blogspot.com/-m7wvi9LY0ak/Wk-SZuC5QkI/AAAAAAAACSk/Mk1JmEDtH8MgYoibSaWVndDpNP6VzP6sQCEwYBhgL/s320/2018-01-05%2B15_51_27-D%25C3%25A9marrer.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: right;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-NbKu7rMFBKk/Wk-SZB2PwSI/AAAAAAAACSg/0bwyPRP07G07MH-zJiwjbywUzEugTZntQCLcBGAs/s1600/2018-01-05%2B15_50_50-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="449" data-original-width="355" height="320" src="https://4.bp.blogspot.com/-NbKu7rMFBKk/Wk-SZB2PwSI/AAAAAAAACSg/0bwyPRP07G07MH-zJiwjbywUzEugTZntQCLcBGAs/s320/2018-01-05%2B15_50_50-D%25C3%25A9marrer.png" width="253" /></a> <a href="https://1.bp.blogspot.com/-1F5DFH6Dg2w/Wk-SZzyh5xI/AAAAAAAACSo/pSxQGX2YWQUizkrqSqVghVH4_RWq2e4BQCEwYBhgL/s1600/2018-01-05%2B15_51_05-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="497" data-original-width="354" height="320" src="https://1.bp.blogspot.com/-1F5DFH6Dg2w/Wk-SZzyh5xI/AAAAAAAACSo/pSxQGX2YWQUizkrqSqVghVH4_RWq2e4BQCEwYBhgL/s320/2018-01-05%2B15_51_05-D%25C3%25A9marrer.png" width="227" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/1ZJqXJz4_0oWMwc0sdv4ISI4XrPo0w5jO/view?usp=sharing">documentaire version sons en couleurs</a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/1rzjc14tdtjZFBBovE6WJszkU6PqCkrG9/view?usp=sharing">Documentaire sans les sons en couleurs</a></div>
<br />
<div class="separator" style="clear: both; text-align: left;">
Pour les documentaires, je me suis inspirée du travail de Vanessa, trouvé Dans <a href="http://www.livredesapienta.fr/2018/01/les-jeux-paralympiques.html">le Livre de Sapienta</a>. Merci à elles! </div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Pour la lecture suivie, nous avons lu Mina la fourmi. Vous pouvez retrouver les documents en suivant le lien </div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://maitressedelfynus.blogspot.fr/2018/02/la-fourmi-travers-un-album-de-jeunesse.html"><img border="0" data-original-height="250" data-original-width="250" src="https://3.bp.blogspot.com/-183s5Lq2ROw/WoX4Ma_DffI/AAAAAAAACUI/6qNC1LGYFR4njiW4bIYs-4CBrsAkXqbWACLcBGAs/s1600/scrap_tampon_par_ici.jpg" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com9tag:blogger.com,1999:blog-6706980923453506026.post-14727631526888654382017-12-03T12:24:00.004+01:002017-12-03T12:24:49.664+01:00Doc' du mois de Novembre 2017<span style="color: #485c1b; font-family: "verdana" , "arial" , "helvetica" , sans-serif;"><span style="background-color: white; font-size: 14px;">Voici la sélection des doc' du mois de novembre 2017. Bonne ballade de blog en blog. </span></span><br />
<span style="color: #485c1b; font-family: "verdana" , "arial" , "helvetica" , sans-serif;"><span style="background-color: white; font-size: 14px;"><br /></span></span>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-xroyHJAbIk8/WiPe1VLdIkI/AAAAAAAACQg/8W3Y5IkSIZAlAxDo6qpxdkxqPxQ2NFc8gCLcBGAs/s1600/assiettes_en_papier_ho_ho_ho_pere_noel_saluant_noel_vert-r14f89e2febb3499fb86b35464ba8d06e_zkbhg_324.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="324" data-original-width="324" height="320" src="https://4.bp.blogspot.com/-xroyHJAbIk8/WiPe1VLdIkI/AAAAAAAACQg/8W3Y5IkSIZAlAxDo6qpxdkxqPxQ2NFc8gCLcBGAs/s320/assiettes_en_papier_ho_ho_ho_pere_noel_saluant_noel_vert-r14f89e2febb3499fb86b35464ba8d06e_zkbhg_324.jpg" width="320" /></a></div>
<br />
<br />
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<div class="separator" style="clear: both; text-align: center;">
</div>
<a href="http://cyberprofs.forumactif.org/t7081-public-les-doc-du-mois-de-novembre-2017#285441"><img alt="logo_cpb_grand" border="0" class="width150 nonealign" src="https://ekladata.com/79DaDg0zTGaNPgwNPAzSqbg2cZc.png" /></a> </div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com0tag:blogger.com,1999:blog-6706980923453506026.post-25091123202778731632017-11-03T22:00:00.000+01:002017-11-03T22:00:34.246+01:00Bilan du projet "Amitié" Lors de la première période, j'ai travaillé 1 fois par semaine (en plus de l'album suivi) sur le thème de l'Amitié.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://maitressedelfynus.blogspot.fr/2017/08/projet-respect-theme-1-lamitie.html"><img border="0" data-original-height="414" data-original-width="640" height="207" src="https://4.bp.blogspot.com/-phf9xVMnQfU/WfzPDeDOQjI/AAAAAAAACPk/mzYkY8QV8F8nqnU-DcXPLfKZhdGYKIuYgCLcBGAs/s320/2017-08-22%2B21_50_00-Nouvelle%2Bnotification.png" width="320" /></a></div>
Un petit bilan : <br />
<br />
Tout d'abord, le fait de retrouver Ludo et ses aventures chaque semaine ou presque a vraiment été un point fort du projet. Les élèves s'y sont reconnus. Les aventures de Ludo sont proches de celles que vivent mes élèves. Le fait d'avoir la mascotte, qu'ils l'emmènent à la maison le soir, leur permet de réellement investir le personnage et d'être pressé de découvrir ce qui arrive à Ludo.<br />
Petit anecdote : Ils ont été sidéré que Ludo et Léo se fâchent. Mais la conclusion c'est que Ludo est trop gentil pour rester trop longtemps fâché avec son meilleur ami!<br />
<br />
Quand je dis ça, je ne parle finalement pas tellement du projet sur l'Amitié, ou plutôt les compétences que je souhaitais travailler à travers ce projet.<br />
<br />
- Le point positif (si on ne parle pas de l'investissement des élèves dans un projet présenté au dessus) c'est la prise de parole. Mes élèves ont réellement progressé dans les règles du débat.<br />
- S'écouter<br />
- Accepter que tout le monde n'ait pas le même avis<br />
- Ne pas couper la parole<br />
<br />
Ce qui reste encore très difficile c'est de<u> rebondir ce qui a été dit pour le compléter, le contester, l'argumenter, etc. </u><br />
Cela me parait assez logique en début de CP, pour des enfants encore très auto-centrés.<br />
Je dois donc trouver des pistes de travail pour améliorer cette compétence. Cela va faire parti de mes objectifs prioritaires de la prochaine période. Je pense qu'à travers Auditor et Auditrix nous allons aussi avancer sur l'acquisition de cette compétence.<br />
Par contre, si vous avez des pistes, je suis preneuse!<br />
<br />
Autre point faible, forcément dû à l'effectif, <u>le temps de parole de chaque élève</u> est limité et les grands bavards empêchent les timides de participer. Il me faut trouver des moments où le langage oral sera travaillé en petit groupe. Dur dur .... Je sais d'avance que cela va être compliqué alors que je sais aussi que c'est une priorité...<br />
Je vais donc proposer lors de la période suivante des séances sur le thème de la politesse et l'honnêteté où le travail se fera par groupe, pour que je puisse passer dans chaque groupe et entendre le plus d'élèves possible.<br />
<br />
Dernier point qui me parait un peu faible : <u>La transmission de notre travail. </u><br />
En effet, j'ai choisi de travailler ce thème car l'ambiance de l'école se dégrade et donc j'avais envie que l'année soit centrée sur le respect de tous.<br />
Sauf que nos réflexions devraient pouvoir être diffusées, partagées, et même augmentées par les réflexions des autres.<br />
Je n'ai pas encore trouvé de solutions. Je vais en toucher 2 mots à mes collègues après les vacances.<br />
Et vous? Vous avez partagé vos réflexions avec d'autres classes? <br />
<br />
Par contre, je vais vous présenter le document que nous avons réalisé pour garder mémoire du travail fait, et qui sera ajouté à notre parcours civique.<br />
On y retrouve les livres lus, les histoires de Ludo découvertes et les conclusions qu'on en a faites.<br />
<br />
Je regrette un peu d'avoir classé par "albums" "histoire de Ludo" et non par thème. On aurait du mette la couverture de La brouille avec La dispute entre Ludo et Léo, surtout qu'on a travaillé les deux en même temps.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-vvlLrZrtGDo/WfzYE0f426I/AAAAAAAACP0/1k_GDn1XNp8_qeJRtcWrYjFNCDvoA_MzQCLcBGAs/s1600/2017-11-03%2B21_56_23-Photos.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="527" data-original-width="767" height="436" src="https://3.bp.blogspot.com/-vvlLrZrtGDo/WfzYE0f426I/AAAAAAAACP0/1k_GDn1XNp8_qeJRtcWrYjFNCDvoA_MzQCLcBGAs/s640/2017-11-03%2B21_56_23-Photos.png" width="640" /></a></div>
<br />
<br />maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com3tag:blogger.com,1999:blog-6706980923453506026.post-22813981266760678722017-11-02T16:10:00.004+01:002017-11-02T16:10:41.411+01:00Les doc' du mois d'octobre 2017<span style="color: #485c1b; font-family: "verdana" , "arial" , "helvetica" , sans-serif;"><span style="background-color: white; font-size: 14px;">Voici la sélection des doc' du mois d'octobre 2017. Bonne ballade de blog en blog. </span></span><br />
<br />
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-rIBACNyADmI/Wfs1P_G9TnI/AAAAAAAACPU/HheyoDpFfREzgBy6APASYVqjjZqZsms2QCLcBGAs/s1600/2017-11-02%2B16_09_22-Composition1.pdf%2B%25E2%2580%258E-%2BMicrosoft%2BEdge.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="454" data-original-width="662" height="273" src="https://2.bp.blogspot.com/-rIBACNyADmI/Wfs1P_G9TnI/AAAAAAAACPU/HheyoDpFfREzgBy6APASYVqjjZqZsms2QCLcBGAs/s400/2017-11-02%2B16_09_22-Composition1.pdf%2B%25E2%2580%258E-%2BMicrosoft%2BEdge.png" width="400" /></a></div>
<a href="http://cyberprofs.forumactif.org/t7041-public-les-doc-du-mois-d-octobre-2017#283899"><img alt="logo_cpb_grand" border="0" class="width150 nonealign" src="https://ekladata.com/79DaDg0zTGaNPgwNPAzSqbg2cZc.png" /></a> </div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com0tag:blogger.com,1999:blog-6706980923453506026.post-3770650881481916672017-10-31T18:27:00.003+01:002017-10-31T18:27:56.120+01:00Projet respect - thème 2 : politesse et honnêtetéVoici la suite du projet Respect<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://maitressedelfynus.blogspot.fr/2017/08/projet-annuel-je-me-respecte-on-se.html"><img border="0" data-original-height="450" data-original-width="640" height="225" src="https://2.bp.blogspot.com/-AiPuBnM5LZA/Wfiwinwv7EI/AAAAAAAACOo/0J76gXDFTEkpjWAmtieAzaMOwcvaMDcMACLcBGAs/s320/2017-08-18%2B15_15_02-Nouvelle%2Bnotification.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Pour la prochaine période, nous allons aborder la politesse et l'honnêteté. </div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/0B-vb99cz9SdsMTBXNEd2T0hNS0k/view?usp=sharing"><img border="0" data-original-height="514" data-original-width="759" height="216" src="https://1.bp.blogspot.com/-txL9SPhgtMo/Wfixo5wEa0I/AAAAAAAACO0/iy-dwK3IhJ0ZvCOagv6Iu7nEPQK4aEu3QCLcBGAs/s320/2017-10-31%2B18_21_30-Microsoft%2BEdge.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Ludo sera une nouvelle fois de la partie pour la trace écrite des mots "magiques" </div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/0B-vb99cz9SdsaHBfNGNrdHgzQk0/view?usp=sharing"><img border="0" data-original-height="513" data-original-width="369" height="320" src="https://3.bp.blogspot.com/-cJMcyQ_595g/Wfix_-Ghh0I/AAAAAAAACO4/BpAdSU83beIujOSOhzHXsFLyZTCeWQkjACLcBGAs/s320/2017-10-31%2B18_24_58-trace%2B%25C3%25A9crite%2BLudo.pdf%2Bet%2B6%2Bpages%2Bsuppl%25C3%25A9mentaires%2B%25E2%2580%258E-%2BMicrosoft%2BEdge.png" width="230" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Et les mots "magiques" version langues maternelles des élèves de ma classe.</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/0B-vb99cz9SdsWTlYX3E5ZVVRWUU/view?usp=sharing"><img border="0" data-original-height="602" data-original-width="525" height="320" src="https://4.bp.blogspot.com/-8D_p3u_PC-Y/WfiyVgW9K_I/AAAAAAAACPA/TSN66JXtAYUlOeRAp-t2SMaOrt9Hi5nQgCLcBGAs/s320/2017-10-31%2B18_26_26-H%25C3%25B4te%2Bde%2Bl%25E2%2580%2599exp%25C3%25A9rience%2BWindows%2BShell.png" width="279" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
La politesse et l'honnêteté en période 2 où comment amadouer le Père Noël !!</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com0tag:blogger.com,1999:blog-6706980923453506026.post-5649249279794854082017-10-10T22:27:00.001+02:002017-10-11T21:07:16.704+02:00Décomposer les nombres Depuis 1 grosse semaine, nous abordons la décomposition des nombres dans la classe.<br />
Cette notion est travaillée à travers la <a href="http://www.lalibrairiedesecoles.com/produit/guide-pedagogique-de-singapour-cp/">Méthode de Singapour</a>.<br />
<iframe frameborder="0" marginheight="0" marginwidth="0" scrolling="no" src="//ws-eu.amazon-adsystem.com/widgets/q?ServiceVersion=20070822&OneJS=1&Operation=GetAdHtml&MarketPlace=FR&source=ac&ref=tf_til&ad_type=product_link&tracking_id=httpmaitres07-21&marketplace=amazon&region=FR&placement=2369400722&asins=2369400722&linkId=b2aa4adffd178e8576911c08630f8513&show_border=false&link_opens_in_new_window=false&price_color=333333&title_color=0066c0&bg_color=ffffff" style="height: 240px; width: 120px;">
</iframe>
<b><u>La première séance</u></b> est déclinée autour de compétences langagières. L'idée est de présenter l'image que les élèves ont sous les yeux. Un temps est laissé aux élèves pour observer l'image et ensuite, ils échangent avec leurs voisins pour trouver le plus d'éléments possibles à présenter aux autres.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-ITm6w0tive0/Wd0g4uqhvxI/AAAAAAAACNI/SB4vXzVxlPIafzj8Wz7D9hmqSspGcR3HgCLcBGAs/s1600/2017-10-10%2B21_25_36-Photos.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="310" data-original-width="213" height="400" src="https://4.bp.blogspot.com/-ITm6w0tive0/Wd0g4uqhvxI/AAAAAAAACNI/SB4vXzVxlPIafzj8Wz7D9hmqSspGcR3HgCLcBGAs/s400/2017-10-10%2B21_25_36-Photos.png" width="274" /></a></div>
<br />
Lors de la mise en commun, j'écris au tableau ce que les élèves disent, en utilisant la représentation de la décomposition du nombre.<br />
Voilà ce que cela donne... sans mes dessins! Et cela ne vous manque pas du tout, sauf pour un fou-rire!<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-gL260LTQAG8/Wd0h9yM-PFI/AAAAAAAACNU/ZmxZn4FA5qcyTJkHWBKcgzh6FCd_ryxZgCLcBGAs/s1600/2017-10-10%2B21_39_22-Microsoft%2BEdge.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="246" data-original-width="297" height="165" src="https://2.bp.blogspot.com/-gL260LTQAG8/Wd0h9yM-PFI/AAAAAAAACNU/ZmxZn4FA5qcyTJkHWBKcgzh6FCd_ryxZgCLcBGAs/s200/2017-10-10%2B21_39_22-Microsoft%2BEdge.png" width="200" /></a></div>
<br />
Suite à cette séance, j'ai rempli des affiches listant les décompositions trouvées dans cette image.<br />
<b><u>Lors de la séance suivante</u></b>, nous nous sommes rendus sur le terrain de sport, les cerceaux à la main !<br />
<br />
L'objectif : trouver toutes les décompositions du nombre 6.<br />
Mon histoire : Votre famille est composée de 6 membres. Sauf que vous n'habitez pas tous dans la même maison. Il y a deux maisons (2 cerceaux de couleurs différentes) et vous devez trouver toutes les solutions possibles pour installer votre famille dans les deux maisons.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-5eX7QJYMDwM/Wd0kvCP5NII/AAAAAAAACNo/BKltpVjGRgkOjsj402U_RrAqLkurr4q9QCLcBGAs/s1600/B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://1.bp.blogspot.com/-5eX7QJYMDwM/Wd0kvCP5NII/AAAAAAAACNo/BKltpVjGRgkOjsj402U_RrAqLkurr4q9QCLcBGAs/s320/B.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-m83hSVV7m_A/Wd0kpPcm2SI/AAAAAAAACNg/lewFyHbPM1gWY-ATYgGUifTSo_loRKIzgCLcBGAs/s1600/A.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://2.bp.blogspot.com/-m83hSVV7m_A/Wd0kpPcm2SI/AAAAAAAACNg/lewFyHbPM1gWY-ATYgGUifTSo_loRKIzgCLcBGAs/s320/A.jpg" width="320" /></a></div>
<br />
<br />
De retour en classe, nous avons regardé les photos, et noté les décompositions trouvées. Nous avons cherché les décompositions qui manquaient.<br />
Enfin, les élèves ont reçu une fiche <a href="https://cpdesanleane.blogspot.fr/2016/08/maisons-de-nombres.html">"maison des nombres" de chez Sanleane</a> pour que par deux, à l'aide des cubes, ils retrouvent toutes les décompositions.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-6mLbAFFWUZs/Wd0kuZDqubI/AAAAAAAACNs/lzTfjNbtEEYLOfM6F3s0tIp8b3zGyjKgACEwYBhgL/s1600/IMG_0158.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://1.bp.blogspot.com/-6mLbAFFWUZs/Wd0kuZDqubI/AAAAAAAACNs/lzTfjNbtEEYLOfM6F3s0tIp8b3zGyjKgACEwYBhgL/s320/IMG_0158.JPG" width="240" /></a></div>
<br />
<br />
<br />
<b><u>troisième séance </u></b>: Les élèves reçoivent un dossard. Ils courent et quand je siffle, ils doivent le plus vite possible se rejoindre avec leur mari/leur femme pour rentrer dans leur maison. Ils sont complémentaires (évidemment quand on est mari et femme!!!!) et ensemble ils font 7 !<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-_9JgwXdXOhw/Wd0oT5lNqsI/AAAAAAAACN0/pq3Wp80ErxMfRwvIilljOLhUe7RoxIoLwCLcBGAs/s1600/C.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://2.bp.blogspot.com/-_9JgwXdXOhw/Wd0oT5lNqsI/AAAAAAAACN0/pq3Wp80ErxMfRwvIilljOLhUe7RoxIoLwCLcBGAs/s320/C.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-vp9kN22q30Q/Wd0oup95RdI/AAAAAAAACN4/JW6EMM94MjYrmEl3zS4zVQTZafxgyNxLwCLcBGAs/s1600/D.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://4.bp.blogspot.com/-vp9kN22q30Q/Wd0oup95RdI/AAAAAAAACN4/JW6EMM94MjYrmEl3zS4zVQTZafxgyNxLwCLcBGAs/s320/D.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Séance 4 (pas encore faite!) : Je vais réaliser 3 ateliers</div>
- Avec les dominos (idée de Petite Graine)<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-tVLt0aP-5Dc/Wd0pe6nwnvI/AAAAAAAACOA/ER1kjbclBIw8l7J8Bdqz0sFD2DAnBcJrwCLcBGAs/s1600/2017-10-10%2B22_10_59-Petitegraine%2Bsur%2BTwitter%2B_%2B_%2540delfynus%2B%2540emapi_tweet%2BAvec%2Bplaisir%2B%25F0%259F%2598%258A_.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="555" data-original-width="601" height="295" src="https://3.bp.blogspot.com/-tVLt0aP-5Dc/Wd0pe6nwnvI/AAAAAAAACOA/ER1kjbclBIw8l7J8Bdqz0sFD2DAnBcJrwCLcBGAs/s320/2017-10-10%2B22_10_59-Petitegraine%2Bsur%2BTwitter%2B_%2B_%2540delfynus%2B%2540emapi_tweet%2BAvec%2Bplaisir%2B%25F0%259F%2598%258A_.png" width="320" /></a></div>
<br />
- Avec des frites de piscine sur une idée de Val 10 (pour les plus grands!)<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-2_BoH2fOeyw/Wd0qGI0X7HI/AAAAAAAACOI/G3kAt6QnycY0oOhMPNh3Cyot90P7Q9JswCLcBGAs/s1600/2017-10-10%2B22_13_38-D%25C3%25A9marrer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="203" data-original-width="241" src="https://4.bp.blogspot.com/-2_BoH2fOeyw/Wd0qGI0X7HI/AAAAAAAACOI/G3kAt6QnycY0oOhMPNh3Cyot90P7Q9JswCLcBGAs/s1600/2017-10-10%2B22_13_38-D%25C3%25A9marrer.png" /></a></div>
<br />
- Le jeu du Greli-grelo : Les élèves jouent par deux. Ils ont 8 jetons. Un élève est le meneur et l'autre doit trouver. Le meneur cache des jetons dans la boite et montre ce qu'il reste (qui n'est pas caché) l'autre doit trouver combien de jetons sont cachés.<br />
<br />
<br />
<br />
Les fiches de prep' des séances 2 et 3 se trouvent par ici<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/0B-vb99cz9SdsWldHZm1CM3lTN1E/view?usp=sharing"><img border="0" data-original-height="145" data-original-width="542" height="85" src="https://1.bp.blogspot.com/-hW_625KLAAU/Wd0rRXN8PcI/AAAAAAAACOU/ZN8hQdb6Ps0pgY5dvVzUJyugQuH7G7BzACLcBGAs/s320/2016-08-26%2B18_02_04-Photos.png" width="320" /></a></div>
<br />maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com4tag:blogger.com,1999:blog-6706980923453506026.post-19900014812262858872017-10-01T22:14:00.000+02:002017-10-01T22:14:05.559+02:00Lexiques Fruits et Légumes J'ajoute 2 nouveaux lexiques : Les fruits et les légumes<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-K_3VIuPpIXg/WdFMXYLjpvI/AAAAAAAACM4/WoppCttFX1oOhYnuEoAKO9PmtJ8Ne9L4gCLcBGAs/s1600/2017-10-01%2B22_12_23-lexiques%2Bles%2Bfruits.pdf%2B%25E2%2580%258E-%2BMicrosoft%2BEdge.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="469" data-original-width="346" height="320" src="https://3.bp.blogspot.com/-K_3VIuPpIXg/WdFMXYLjpvI/AAAAAAAACM4/WoppCttFX1oOhYnuEoAKO9PmtJ8Ne9L4gCLcBGAs/s320/2017-10-01%2B22_12_23-lexiques%2Bles%2Bfruits.pdf%2B%25E2%2580%258E-%2BMicrosoft%2BEdge.png" width="236" /></a> <a href="https://4.bp.blogspot.com/-ITk7iaaYxAE/WdFMXBcAiII/AAAAAAAACM0/4ybJCGvMjmUBKOTrQH_LwWiKN_eLG8cAQCLcBGAs/s1600/2017-10-01%2B22_12_52-lexiques%2Bles%2Bl%25C3%25A9gumes.pdf%2Bet%2B1%2Bpage%2Bsuppl%25C3%25A9mentaire%2B%25E2%2580%258E-%2BMicrosoft%2BEdge.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="469" data-original-width="354" height="320" src="https://4.bp.blogspot.com/-ITk7iaaYxAE/WdFMXBcAiII/AAAAAAAACM0/4ybJCGvMjmUBKOTrQH_LwWiKN_eLG8cAQCLcBGAs/s320/2017-10-01%2B22_12_52-lexiques%2Bles%2Bl%25C3%25A9gumes.pdf%2Bet%2B1%2Bpage%2Bsuppl%25C3%25A9mentaire%2B%25E2%2580%258E-%2BMicrosoft%2BEdge.png" width="241" /></a></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://maitressedelfynus.blogspot.fr/p/les-imagiers-pour-bien-ecrire.html"><img border="0" data-original-height="198" data-original-width="568" height="111" src="https://2.bp.blogspot.com/-sEa63242Tg4/WdFLG57Tp5I/AAAAAAAACMk/AWIX7_O2HEc92vEz6tS452SfKrY_wq2XwCLcBGAs/s320/2017-09-21%2B21_49_45-Microsoft%2BEdge.png" width="320" /></a></div>
<br />maitresse Delfynushttp://www.blogger.com/profile/00051865535280810248noreply@blogger.com0