Dossier
Anita Archer
![dossier dossier](/images/stories/dossier.jpg)
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)
Dr Anita Archer
Utilizing Explicit Instruction
![video video](/images/stories/video2.jpg)
Le Dr. Anita Archer, experte en enseignement explicite, explique le principe et donne un aperçu de l’instruction explicite et de ses avantages pour les élèves.
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)
Voir la vidéo sur YouTube
Explicit Instruction
Elementary
Anita Archer
Source : Explicit Instruction
Vidéos mises en ligne sur le site Form@PEx avec l'autorisation expresse du Dr Anita Archer
Traduction : Françoise Appy
![video video](/images/stories/video2.jpg)
Description: Le Dr. Archer a eu l’occasion de faire des leçons en enseignement explicite dans de nombreuses classes, normales ou spécialisées. Ces clips vidéo illustrent de nombreux concepts et des façons de faire qui sont introduites dans Explicit Instruction: Effective and Efficient Teaching. Les enseignants, les universitaires et les formateurs sont invités à visionner ces clips afin d’analyser et de porter un œil critique sur ces procédures pédagogiques.
Suggestions d’utilisation: Chaque vidéo est accompagnée d’un guide. Nous vous suggérons de le télécharger et de l’imprimer avant de visionner la vidéo. Lisez la description et les points importants qui sont suggérés. Pendant que vous regardez, prenez des notes relatives au point important. Après avoir vu la vidéo, partagez vos remarques avec vos collègues et lisez le feedback fourni par Dr. Archer.
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Vidéo #1
Enseigner une participation active – CE1
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)
Voir la vidéo sur YouTube
Niveau : CE1 - Roosevelt Elementary School
Lieu : Vancouver, Washington
Vidéaste : Dima Yaremenko
Durée : 06:12
Introduction : Il est possible d’avoir adopté une méthode basée sur les données probantes ou mis en place un programme particulier et de n’avoir pas obtenu les résultats attendus. Les leçons doivent être délivrées de sorte qu’elles maintiennent l’attention des élèves et leur engagement. Dans cette vidéo, le Dr Archer enseigne aux élèves comment répondre durant la leçon. Remarquez qu’elle ne se contente pas de dire aux élèves ce qu’elle désire. Elle enseigne les comportements en utilisant les même démarches et étapes pédagogiques du modelage et de la pratique guidée que lors de l’enseignement des disciplines.
Point importants :
En regardant cette vidéo : 1) Notez les procédures de participation active qui sont enseignés directement aux élèves. 2) Identifier d’autres bonnes procédures pédagogiques.
Feedback :
1. Notez les procédures de participation active qui sont directement enseignées aux élèves.
Le Dr. Archer a enseigné aux élèves deux façons spécifiques de répondre : par réponses chorales et par les réponses à un partenaire. Les pratiques suivantes sont modelées puis pratiquées.
- Réponses chorales (en groupe)
Utilisation – Lorsque les réponses sont courtes et identiques pour chacun. Procédure – Pour indiquer qu’il faut répondre, l’enseignante a posé une question, a levé ses mains, a donné le temps de réfléchir, et ensuite a baissé ses mains et a dit “à vous” pour déclencher la réponse. Enseignement – L’enseignante a introduit la procédure, l’a modelée, et ensuite l’a faite pratiquer jusqu’à ce que les élèves répondent systématiquement.
- Réponses à un partenaire
Utilisation – lorsque les réponses sont longues et qu’il y a plusieurs réponses possibles. Consignes aux partenaires – a. L’enseignante a désigné les partenaires et leur a donné les numéros 1 et 2 afin de distribuer les réponses. b. L’enseignante s’est assurée que les élèves se souvenaient de leur numéro. c. L’enseignante a introduit une stratégie de partenariat (regarder, se pencher, et chuchoter), a modelé cette stratégie et l’a faite pratiquer par les élèves ainsi qu’elle l’a montré.
2. Identifier d’autres bonnes pratiques pédagogiques.
- Gestion
a. Anticiper : L’enseignante a anticipé les attitudes des élèves. Ceux-ci s’attendaient à ce que les enseignants se tiennent au fond de la classe ; par conséquent, ils se tourneraient vers eux et en profiteraient pour leur faire un salut ainsi qu’au caméraman. b. Des attentes claires : - L’enseignante a formulé des attentes claires pour chaque segment de la leçon. - L’enseignante a introduit des comportements appropriés à cette leçon (redresse-toi, regarde-moi, sois malin) a modelé ces comportements et a fourni une pratique sur ces comportements. c. Organisation de la salle de classe - Les élèves sont installés pour faire face à l’enseignante pendant la leçon. - Les élèves sont assis à côté de leurs partenaires.
- Attention des élèves
Un certain nombre de facteurs soutiennent l’attention des élèves. Parmi eux : a. une allure soutenue, b. un contact avec les élèves par l’utilisation du sourire, des prénoms, du contact visuel, du toucher, c. l’utilisation d’astuces pour gagner l’attention (“Les yeux sur moi”), d. une proximité avec les élèves, e. une surveillance, f. et l’utilisation des éloges.
Vidéo #2
Procédures pour la lecture – CE2
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)
Voir la vidéo sur YouTube
Niveau : CE2 - Aloha Huber Park Elementary School
Lieu : Beaverton, Oregon
Vidéaste : Dima Yaremenko
Durée : 07:18
Introduction : Le plus souvent, les enseignants font lire les élèves chacun à leur tour. Les inconvénients de cette pratique sont bien connus de tous : 1/ elle réduit la quantité de pratique, puisque la lecture est distribuée alternativement à chacun, 2/ parfois les voix ne portent pas, 3/ les élèves faibles n’osent pas, 4/ certains élèves décrochent, 5/ les élèves non sollicités pour lire peuvent poser des problèmes de comportements, 6) l’ennui s’installe, et 7) encore bien d’autres que vous ajouterez vous-mêmes. Dans cette vidéo, le Dr Archer nous rappelle simplement d’autres façons de faire lire les élèves. Bien qu’elle le fasse très rapidement pour les besoins d’une courte vidéo, ces pratiques devraient être utilisées souvent pour la relecture ultérieure de passages dans un grand ou petit groupe.
Point importants :
En regardant cette vidéo : 1) Vous identifierez les procédures de lecture utilisées. 2) Vous noterez les autres bonnes pratiques pédagogiques. 3) Vous réfléchirez à diverses suggestions que vous pourriez faire à l’enseignante.
Feedback :
1) Identifier les procédures de lecture utilisées.
a. Lecture silencieuse
* Avantages
• A l’école élémentaire, les élèves peuvent lire silencieusement avant de lire oralement. Le résultat est qu’ils seront plus précis et plus confiants lors de la lecture orale. • Les élèves ont l’opportunité de mettre en pratique leurs habiletés de décodage sur les mots inconnus. • Tous les élèves lisent. Cependant, sauf si de très bonne procédures sont utilisées, il y a aura toujours un certain nombre de « simulateurs de lecture silencieuse ».
* Procédure (Lecture silencieuse)
• L’enseignante indique ce qui doit être lu silencieusement. • Sachant qu’il y a toujours des élèves qui lisent plus vite, l’enseignant leur demande de relire une fois qu’ils ont fini. • L’enseignante annonce aux élèves qu’ils liront à voix basse lorsqu’il touchera leur livre ou leur dos. • L’enseignante se déplace dans la classe en écoutant les élèves et en collectant des données sur leur façon de lire (3. Courante et juste; 2. Juste mais non courante; 1. Ni courante ni juste).
b. Lecture chorale
* Avantages
• Tous les élèves lisent. Il y a beaucoup de pratique. • L’enseignante modèle une lecture expressive et courante. • Cela permet aux élèves faibles de se structurer. S’ils ne connaissent pas un mot, ils l’entendent.
* Procédure
• En anticipant et en sachant que certains élèves se précipitent et lisent plus vite que les autres, l’enseignante prévient : “maintenez votre voix sur la mienne”. • L’enseignante s’assure que tous les élèves sont au bon endroit en leur faisant placer le doigt au-dessous du premier mot et leur demande de se vérifier entre eux. • L’enseignante lit à allure modérée (mais aurait pu lire encore plus lentement). • Quand un élève ne lit pas, la classe relit une page. Ainsi, l’attente est claire : tous doivent lire.
c. Lecture Closure
* Avantages
• Tous les élèves lisent. Il y a beaucoup de pratique. • L’enseignante modèle la lecture courante avec expression. • Cette pratique contient une aide intégrée pour les élèves plus faibles. S’ils ne connaissent pas un mot, ils l’entendront. • C’est une bonne pratique quand tous les élèves sont concentrés et le matériel prêt rapidement. • Une excellente pratique pour lire des énoncés de problèmes, des consignes et des instructions.
* Procédure
• L’enseignante lit un morceau du texte, s’arrête puis les élèves lisent la suite. • L’enseignante omet les mots les plus porteurs de sens. • Si deux mots vont ensemble, (ex : bande dessinée, Moyen Age )il faut omettre le deuxième.
d. Lecture à un partenaire.
* Avantages
• Cela crée beaucoup de pratique. • L’enseignante peut se déplacer dans la classe et surveiller la lecture des élèves. • Excellente procédure pour la relecture d’un passage. • Aide à installer un climat coopératif dans la classe.
* Procédure
• L’enseignante compose les paires avec un élève faible accompagné d’un élève moyen. • L’enseignant leur attribue des numéros, 1 et 2 pour la répartition des tâches. • Les élèves savent déjà comment corriger les erreurs des autres. • L’enseignante surveille en maintenant les élèves sur la tâche et en corrigeant les erreurs de lecture orale.
2) Notez les autres bonnes pratiques pédagogiques.
• L’enseignante revoit la prononciation et le sens des mots difficiles avant la lecture. • Quand fait opérer la révision du sens des mots, l’enseignante utilise une routine pédagogique afin que les élèves soient plus attentifs au terme qu’à la tâche. (a. L’enseignant pose une question. b. Les élèves lèvent le pouce quand ils connaissent la réponse. c. Les élèves chuchotent la réponse à leurs partenaires. d. Les élèves disent la réponse.) • L’enseignante surveille constamment les performances des élèves. • Quand elle introduit une stratégie, l’enseignante “pense à haute voix”. • Un climat positif et d’entraide est créé.
3) Pensez à toute suggestion que vous pourriez faire à l’enseignant.
• Pendant la lecture chorale, ralentir un peu le débit pour être sûr que les élèves suivent votre rythme. • Lorsque vous posez une question de compréhension, suivez ces étapes :
o Posez la question. o Donnez à chacun le temps de réfléchir. o Permettez aux élèves de dire les réponses à leurs partenaires. o Sollicitez un élève et demandez-lui de répondre. o Discutez sa réponse.
Vidéo #3
Lire une histoire aux élèves : Wolf! – CE1
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)
Voir la vidéo sur YouTube
Niveau : CE1 - McKinley Elementary School
Lieu : Tacoma, Washington
Matériel : Wolf ! Beckie Bloom
Vidéaste : Dima Yaremenko
Durée : 14:16
Introduction : Dans les classes élémentaires, nous lisons souvent des livres aux enfants, non seulement pour les distraire ou pour meubler un temps mort, mais pour enrichir leur vocabulaire, améliorer leurs habiletés de compréhension, les introduire à des genres, à des auteurs, à des informations spécifiques. Quand la lecture à haute voix fait systématiquement partie de notre programme de français, diverses procédures basées sur les données probantes doivent être utilisées afin d’optimiser les bénéfices.
Point importants :
En regardant cette vidéo, 1) Vous identifierez les pratiques utilisées pour étayer la compréhension des nouveaux mots de vocabulaire. 2) Vous identifierez les procédures utilisées pour permettre la compréhension de l’histoire. 3) Vous noterez les autres procédures pédagogiques efficaces.
Feedback :
1. Identifier les pratiques utilisées pour permettre aux élèves de comprendre les nouveaux mots de vocabulaire.
a) Une brève explication des mots nouveaux est incluse dans la lecture à haute voix, sans interrompre le flux de l’histoire. b) L’enseignante montre les illustrations pour favoriser la compréhension du vocabulaire. c) L’enseignante ajoute des gestes (ex : observer, avoir faim) pour enrichir le vocabulaire.
2. Identifier les procédures utilisées pour faciliter la compréhension du livre.
Voici les pratiques basées sur les données probantes qui ont été utilisées : a) Un livre attractif a été utilisé. b) La lecture basée sur la réussite a été utilisée. c) Des questions sont posées pour vérifier la compréhension, pour concentrer l’attention des élèves sur l’information importante, et pour augmenter le degré d’implication sur la tâche. d) Les élèves sont engagés activement dans la lecture du livre.
3. Notez les autres bonnes procédures pédagogiques.
Les pratiques ont pu être relevées : a) L’allure était vive mais non frénétique. b) L’enseignante était connectée avec les élèves. c) Le climat de classe était positif. d) L’enseignante a obtenu des réponses de la part des élèves comprenant : - des réponses de groupe (chorales) - des réponses à un partenaire - des réponses à un partenaire suivies de tours individuels - lever le pouce e) Quand un élève n’avait pas la réponse, l’enseignante ne le laissait pas mais lui fournissait des éléments pour trouver et lui donnait ensuite la réponse.
NOTE: La vidéo intitulée Vocabulary Instruction – 2nd met en scène le même groupe d’élèves. Dans la deuxième vidéo, les élèves suivent l’enseignement du vocabulaire important à partir du livre de lecture à haute voix.
Vidéo #4
Enseignement du vocabulaire – CE1
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)
Voir la vidéo sur YouTube
Niveau : CE1 - McKinley Elementary School
Lieu : Tacoma, Washington
Matériel : Wolf! (Becky Bloom)
Vidéaste : Dima Yaremenko
Durée : 07:54
Introduction : Les élèves ont écouté l’histoire Wolf ! de Becky Bloom, lue à haute voix. Pendant la lecture, de courtes explications ont été données. Trois mots ont été sélectionnés pour un enseignement solide et explicite du vocabulaire : concentrate, impressed, et educated.
Point importants :
En regardant cette vidéo, demandez-vous : 1) Quelles sont les étapes dans l’introduction de chacun des mots de vocabulaire ? 2) Quelles autres bonnes pratiques pédagogiques avez-vous observées?
Feedback :
1. Quelles étapes pédagogiques sont utilisées pour introduire chaque mot ?
Les étapes suivantes ont été utilisées : a. Introduire le mot. - Écrire le mot au tableau ou le montrer. - Prononcer le mot ou aider les élèves à le déchiffrer. - Faire prononcer le mot par les élèves, le faire répéter un certain nombre de fois s’il s’agit d’un mot non familier ou difficile à prononcer. b. Proposer une explication compréhensible par les enfants. - Assurez-vous que la définition contienne des mots connus et soit facile à comprendre. c. Illustrer par des exemples. - Les exemples peuvent être concrets, visuels ou verbaux. - Les exemples verbaux ont été utilisés pour illustrer les mots concentrate, impressed, et educated. d. Vérifier la compréhension des élèves. - Utilisez une des méthodes suivantes : * Posez des questions de fond. * Montrez la différence entre exemples et contre-exemples. * Demandez aux élèves de donner des exemples.
2. Quelles autres bonnes pratiques pédagogiques avez-vous observées ?
L’enseignant a. A impliqué activement les élèves dans l’apprentissage par l’utilisation : - De réponses en groupe (réponses chorales) quand les réponses étaient identiques et courtes. - De réponses au partenaire quand les réponses étaient multiples et longues. - De réponses au partenaire suivies de tours individuels. - Du pouce en l’air pour indiquer qu’ils avaient une réponse. b. A enrichi l’enseignement du vocabulaire en: - Faisant appel au décodage dans la présentation des mots en demandant aux élèves de lire en décomposant syllabiquement, pour les mots longs. - Impliquant les élèves dans les exemples. - Fournissant des expositions multiples à chaque mot. - Reliant les mots à leur utilisation dans la lecture à haute voix de l’histoire. - Révisant les mots à la fin avec des associations de mots simples. - Suggérant des façons d’utiliser les mots. c. A aidé les élèves lors des réponses à un partenaire, leur permettant de réussir lorsqu’ils devaient répondre devant leurs camarades de classe.
NOTE: Dans la vidéo intitulée Lire une histoire aux élèves : Wolf – les élèves participent à la lecture du livre Wolf!. Après la lecture de l’enseignante, on leur enseigne trois mots de l’histoire, ainsi que le montre la présente vidéo.
Vidéo #5
Dictée de mots et de phrases – CE1
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)
Voir la vidéo sur YouTube
Niveau : CE1 - Roosevelt Elementary School
Lieu : Vancouver, Washington
Vidéaste : Dima Yaremenko
Durée : 08:28
Sujet : orthographe (encoder pour aider à l’enseignement du décodage)
Introduction : L’enseignement de l’orthographe est important pour de multiples raisons. De toute évidence, une bonne orthographe est une habileté nécessaire pour tous les types de communication. Quand les élèves parviennent à orthographier de manière automatisée, ils peuvent mettre toute leur énergie cognitive au service de leurs idées, augmentant ainsi la qualité de leurs productions. De plus, quand ils sont guidés pour écrire des mots contenant des éléments spécifiques (ex : associations phonèmes-graphèmes, préfixes, suffixes, terminaisons flexionnelles) ayant été enseignés lors des leçons de décodage, cela permet de renforcer à la fois la lecture et l’orthographe. Souvent, la pratique de l’orthographe passe par des fiches à compléter qui ne participant pas forcément à l’amélioration de la performance (ex : épeler des mots, chercher des mots dans le dictionnaire). La dictée de mots par l’enseignant ou par un élève avec correction immédiate est une excellente alternative aux activités d’épellation. Dans cette mini leçon, ont été intégrées à la dictée de mots et de phrases, plusieurs pratiques basées sur les données probantes.
Point importants :
En regardant cette vidéo : 1) Identifiez les étapes utilisées pour chaque mot. Concentrez-vous sur les procédures pour la dictée des mots et pour la correction/rétroaction. 2) Identifiez les procédures utilisées pour échafauder la dictée de phrases. 3) Remarquez les autres procédures pédagogiques importantes.
Feedback :
1. Identifier les étapes utilisées pour chaque mot. Concentrez-vous sur les procédures pour la dictée des mots et pour la correction/rétroaction.
Les étapes suivantes ont été utilisées : - L’enseignante dit le mot. - L’enseignante dit le mot dans une phrase. - Les élèves répètent le mot. - L’enseignante et les élèves lèvent un doigt pour chaque son du mot. - Les élèves prononcent eux-mêmes les sons pendant qu’ils écrivent le mot. - L’enseignante écrit le mot sur le tableau pour corriger. - Si un élève a fait une erreur, il barre le mot et le réécrit.
2. Identifiez les procédures utilisées pour échafauder la dictée de phrases.
Les procédures suivantes ont été utilisées pour permettre aux élèves de réussir la dictée de phrases. Dictée de phrases - L’enseignante dit la phrase en entier et la fait répéter aux élèves. - Puis, l’enseignante dicte la première partie de la phrase et donne assez de temps aux élèves pour l’écrire. - Pendant que les élèves écrivent, l’enseignante se déplace dans la classe et surveille le travail. Feedback - L’enseignante a fourni une rétroaction sur chaque mot. - Les élèves recevaient des points pour une bonne orthographe, pour le respect des majuscules et de la ponctuation. L’usage des points permet aux élèves d’être plus intéressés par la tâche et plus attentifs.
3. Remarquez les autres procédures pédagogiques importantes.
Surveiller L’enseignante se déplace constamment dans la classe pour surveiller et guider le travail des élèves. Un enseignement routinier Les mêmes étapes pédagogiques ont été utilisées dans la dictée de chacun des mots. Quand on utilise des routines, les élèves peuvent centrer leur attention sur le contenu de la leçon plutôt que sur la tâche. De la même façon, l’enseignant familier de cette routine peut accélérer le rythme de la leçon. Un feedback immédiat La correction-rétroaction sur chaque mot ou phrase a été donnée immédiatement. Le temps passé à la tâche Alors que le climat de classe était très positif, les élèves et l’enseignant ont été occupés à leurs tâches tout au long de la leçon. Renforcement positif Tout au long de la leçon, les élèves ont été encouragés pour leur implication à la tâche et leur bonne orthographe. Le renforcement était prodigué par le biais de commentaires positifs, de signes indiquant les bonnes réponses relatives à des mots nouveaux, la délivrance de points, ainsi que des éléments de communication non verbale (sourires, signes d’acquiescement).
Vidéo #6
Écrire un résumé avec un guide – CP
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)
Voir la vidéo sur YouTube
Niveau : CP - Waiakea Elementary School
Lieu : Hilo, Hawaii
Vidéaste : Dima Yaremenko
Durée : 10:13
Introduction : L’une des procédures les plus efficaces pour améliorer la compréhension est de demander aux élèves un résumé de ce qu’ils ont lu. Quand il écrit un résumé, l’élève doit réfléchir attentivement à l’information contenue dans le passage, sélectionner la plus importante pour le résumé écrit et combiner les idées, si possible en une seule phrase. Lors du processus, l’élève doit être conscient de l’organisation du paragraphe, des enchaînements entre les phrases, et des conventions d’écriture comme l’orthographe et la ponctuation. A cause de la complexité de cet exercice, les élèves d’élémentaire ont besoin de beaucoup d’aide pour réussir. Leur donner un guide d’écriture est un moyen pour les aider à écrire des résumés. Dans cette vidéo, les élèves complètent un plan d’écriture (il s’agit d’un texte à trous) résumant un article documentaire qu’ils ont lu ; il parle des stades de la vie d’un papillon.
Point importants :
En regardant cette vidéo : 1) Listez toutes les bonnes pratiques que vous observez.
Feedback :
1. Listez toutes les bonnes pratiques que vous observez.
Pendant la leçon, l’enseignant.
- Des réponses de groupe (réponses chorales)
- Des réponses aux partenaires
- Des réponses aux partenaires suivies de réponses individuelles et
- A fait utiliser le pouce (en haut ou en bas).
- A maintenu l’attention des élèves :
- En ayant préparé son enseignement
- En utilisant un rythme soutenu
- En accompagnant les élèves lors du travail avec les partenaires et,
- En créant un environnement positif.
- A aidé les élèves dans l’écriture du résumé en :
- Les guidant pour remplir le texte à trous
- Modelant la relecture du texte pendant leur travail et en leur demandant « Est-ce que cela a du sens ? »
- Modelant les stratégies orthographiques comme : Demander à l’élève « regarde et copie » (caterpillar, chrysalis), dire un mot très lentement, segmenter un mot selon les sons qui le composent et écrire les lettres qui correspondent (cracks)
- Fournissant de l’aide orthographique en listant les mots au tableau
- A indiqué des attentes claires tout au long de la leçon en :
- Exigeant l’attention de tous avant de donner les consignes
- Demandant aux élèves de lever leur crayon lorsque des consignes importantes sont données. En faisant ce geste, les élèves sont obligés de se redresser et d’écouter l’enseignante.
- A suivi et aidé les élèves individuellement en se déplaçant partout, en regardant partout, et en parlant à tous.
- Se déplaçant partout (circuler dans la classe)
- Regardant partout (regarder les productions de tous les élèves)
- Parler à tous (féliciter, encourager, fournir les corrections)
Vidéo #7
Enseignement du vocabulaire – GS
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)
Voir la vidéo sur YouTube
Niveau : GS - McKinley Elementary School
Lieu : Tacoma, Washington
Vidéaste : Dima Yaremenko
Durée : 06:15
Introduction : Les élèves qui entrent en GS, présentent de grandes disparités entre eux sur le plan du niveau en vocabulaire. Si nous voulons réduire l’écart entre élèves issus de milieux économiques différents, écart que l’on constate dans les plus grandes classes, nous devons fournir un enseignement du vocabulaire systématique, solide et explicite dans les classes primaires. L’une des meilleures sources pour le vocabulaire se trouve dans les livres que nous lisons à haute voix aux élèves. Dans cette vidéo, les élèves ont écouté une histoire : Honk! : The Story of a Prima Swanerina. On leur a appris le sens de trois mots de cette histoire. Cette leçon de vocabulaire vient après une période de lecture de 90 minutes au total au cours de laquelle les élèves ont découvert l’histoire Honk ! Les troupes sont épuisées. Cette vidéo nous rappelle toutes les difficultés pour enseigner et maintenir l’attention des élèves. Il n’y a aucun doute … enseigner est une tâche difficile..
Point importants :
En regardant cette vidéo demandez-vous : 1) Est-ce que l’enseignante a utilisé une routine pour l’enseignement de chaque mot de vocabulaire passant par les étapes suivantes :
- Introduire le mot ?
- Présenter l’explication d’un camarade ?
- Illustrer le mot par des exemples ?
- Vérifier la compréhension des élèves ?
- Réviser les mots ?
2) Quelles autres bonnes pratiques avez-vous observé ? Quelles suggestions pourriez-vous faire à l’enseignante ?
Feedback :
- 1. Est-ce que l’enseignante a utilisé une routine pour l’enseignement de chaque mot de vocabulaire passant par les étapes suivantes :
- Introduire le mot ?
- Présenter l’explication d’un camarade ?
- Illustrer le mot par des exemples ?
- Vérifier la compréhension des élèves ?
- Réviser les mots ?
L’enseignante a suivi toutes ces étapes pour introduire chaque mot. A la fin de la leçon, elle a fait réviser les mots. Cette vidéo montre que la pratique des routines d’enseignement aide l’enseignant même si le groupe est un peu plus « difficile » (bien que très gentil).
2. Quelles autres bonnes pratiques avez-vous observé ? Quelles suggestions pourriez-vous faire à l’enseignante ?
Pendant la leçon, l’enseignante à impliqué activement les élèves en leur demandant :
- De répondre en groupe.
- De partager les idées avec leurs partenaires.
- De partager les idées avec leurs partenaires puis avec la classe.
- De répondre par des mouvements ou des mimiques faciales.
L’enseignante a enrichi l’enseignement du vocabulaire en :
- Ajoutant des gestes et des mouvements.
- Vérifiant la compréhension par l’utilisation d’exemples et de contre-exemples.
- Expliquant l’utilité d’apprendre ces trois mots.
- Ajoutant une touche d’humour.
Quelles suggestions pourriez-vous faire à l’enseignante ?
Si je devais refaire cette leçon, je ferais ceci:
Je choisirais de faire cette leçon de vocabulaire plus tard dans la journée, après avoir révisé l’histoire racontée. OU
Je tâcherais de créer un environnement plus propice à susciter l’attention des élèves en :
- Installant les deux derniers rangs d’élèves sur des chaises afin qu’ils restent visibles.
- Réorganisant l’agencement des élèves afin que les élèves inattentifs se trouvent près de l’enseignant.
- Choisissant plus attentivement les partenaires.
- Réorganisant les horaires des activités afin que les élèves aient une tâche écrite avant cette leçon.
Choisissez soigneusement les mots. Je choisirais le mot practice plutôt que practiced. Cela a été source de confusion d’avoir à naviguer entre les deux mots.
Mais, plus important, j’insisterais davantage sur le fait que j’attends une participation. A la fin de la vidéo, au moment où aucun élève ne répond, j’ai simplement demander de recommencer. J’ai dit « tout le monde ». Dès que j’ai commencé à attendre une participation et à réclamer « encore », les élèves ont commencé à répondre de manière plus assurée. Cela m’a fait penser que « Les élèves n’attendent pas simplement que nous leur disions ce que nous voulons obtenir ; ils attendent de nous une attitude liée à nos requêtes. »
Vidéo #8
Modeler un résumé oral – CP
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)
Voir la vidéo sur YouTube
Niveau : CP - Waiakea Elementary School
Lieu : Hilo, Hawaii
Vidéaste : Dima Yaremenko
Durée : 08:00
Introduction : Lorsque les stratégies de compréhension sont introduites, elles doivent être soigneusement modelées afin que les élèves aient une bonne connaissance de la manière de procéder. Pendant le modelage, l’enseignant doit montrer et dire aux élèves comment faire. Si la démonstration est longue, il est alors utile de susciter des réponses de la part des élèves. Dans cette vidéo, le Dr Archer modèle la manière de redire oralement le contenu d’un texte documentaire en utilisant des mots clés.
Point importants :
En regardant cette vidéo : Listez toutes les bonnes pratiques que vous avez observées.
Feedback :
Listez toutes les bonnes pratiques que vous avez observées.
Pendant la leçon, l’enseignante a :
1. Suscité des réponses par :
- Des réponses en groupe (chorales).
- Des réponses aux partenaires.
- Le pouce en l’air.
2. Maintenu l’attention des élèves en :
- Ayant préparé sa séance.
- Utilisant un rythme soutenu.
- Surveillant et guidant le travail en partenariat.
- Créant un environnement positif.
- Faisant savoir aux élèves que leurs efforts et leurs bonnes réponses ont mérité un applaudissement (l’applaudissement du papillon).
3. A modelé en :
- Montrant et disant aux élèves comment redire.
- Impliquant les élèves dans le récit.
4. A guidé et suivi les élèves en :
- Se déplaçant de l’un à l’autre.
- Utilisant la stratégie : « Se déplacer partout, regarder partout, parler à tous ».
- En les guidant par la question : « Que se passe-t-il ensuite ? »
5. A guidé et ajusté la leçon en :
- Demandant aux partenaires d’aider leurs camarades par la question : « Que se passe-t-il ensuite ? ».
Vidéo #9
Cause et effet – CE2
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Wwc8+tQNGBHFEUDrGzN+8yTyMVrzWq7/Q1H9iJyQ3H1rzT2fZ9mZLMFVFWIAAMMKuOv0pjSTbduGdfR8mteO3RclipPbNLhOygehxitOlg5TmNSiu7jWrKYafKZo8bLmAL+6BIyDnsRkd+KK6J2K52qWNFBHs5dD8u/+CnELyftzfElVjZ2d9MChVJLH+y7QYAHWov2LfhPqmveLLvU7XxBpWjX1pOLe40a5nW31eSAJ5jS2yllkADbVJQHP4V2v7b/AI2i+H//AAUm8Za1cIxs4ZtNjuvL+/5MmlWyOy9fmVWLDHp7165H8M5Ydd1HXdTmi8TQTx281lBcBJorONIiBJCSP4wdxKnv1rbGYr2HuSWjNHUs7M9V0r4h+P8AwpOljruly+K9PWQR/aci21CHpyxI2S4yfvAHjkmvzk/a8+Nf/C7fi9cPZJdR6Doqtp2nwXIBfIf97KQpOC79gTwF+lffVpd3N5bRSC7uFBXKL5zFQPpms/Uvh/pGueItI1n7DCdV02OSO2mESqU3jDHgfqfWuTD1o03zBzdUfmYvgHxLZtA1x4f1O0SdkSOS5s5Yo2LEBfmK4AJI5OBXuUn7GXiFPCMsl3cw2fi2Od2FgsqTQNEFTZGXTOHYkkNnAzg4PT7t0XQJNBuEhtbkbpSXlkiXbMxHOHYk7genGPfNH/CI+IdW+IV1ALG2t/CX9mfapNQbJuZL5pQoiCjChdgzu7VcsW+iOd129kfn54b+FXxa/Z38caL410HSLfU9T0yRpYJLRReRxsyMhR422k5ViOB75r33Tv8AgoR8ctBtXuPFPwjsLuwX/l4/se/sFUe7KWX9K998UaHa+F4J7jWJ7axgtwGeVpUZAGbCLnIBblcgeveuZ1+9T+xb57i2tfJ+wXDFIrnyvN2xuTtHplT+Rq41lWXvxNqcnJXPPNH/AOCpWiX0kI1b4XX9qyfNJJpuuJKMdRhJIVJ/76r1Pw3/AMFGvgjre46jN4n8PS8ALqGiLKpyOoNvLIcfUfhXlPgn/gmz4G1jQNHv9V8eeINTN7YW10v9m2VvaRlZIVkAVmaQsAGGGI5HavRNL/4J9/B/Q4Qkmn+IdXK/xajrjDP4QRxYoksObHC6X+3GPiN+0RaeGdF0u1s/C2s6sbKy1iRZRduGUiJjE4IGZNowVJwfxr6Ivprt5reyuXcz3KhjDLOeceiMQN3XIEfFc94V/ZY+FPg68jvtI8B6fb6hbyJNb3txcXFzLDIpBV1MsrYYEAg44IFeYePPhJ8S73V/CPgHQvi7rfh+1/4R291G91a5ZpLm8kj1BUIMsQSUki6QYLEbVA7mp/dSSS0JPbte+LFj8KdA1LV9aM1zp9pA+6K38tJdqjLfNNJGjtwAFBHJrkvDP7bXwS8XLEkXjM6JcyAk2+uWE1v5eD90yKrR5GR/FXzrqn/BOvWdUvHu774oWeqX0wANxe6XcSyZGMAs0pI5PXtVb9nn9knUbf4lad4i8SFbLTfDOqQrNpuo2oYanKrSHfDhmAiykbfvBk+lHLRtqyz7p8I+MdB8aWr3Xh/XdN120U4M+m3kdwgPoSjHB+ta9zOsLHI57VYsbC+XS7S7lixp0khgiuJLiKONnAOVRWYccHoMcGuV+MmuQaf8M5JtOuGttUur+x0+G6hw0kBmukQsOqkgZ9RgmuO6b0RLicv8X7e18UaLFoFxeCzjmimmklBJC4VEUkDnALk++K8Q+MX7M91Ho2pXnhbVNNt5dX8lEhiulW3MQdw7gZ/dlQclSPSu48Zaxqt14X1i+8Q6kjtY6ZNHBdPBFbJCoViCfLVVJ3kEkjJr6H+D/hn4e/tJfB7RfFmmadPp13qVqn2pZIDG8FwQFkOzIBywJDAlT1rOrOrT96OxvSpwlrI/O/RPg/d6Lai0lul023RCEvvPJxuHzPHtyS7Ljp0BxXk/xovLfw7ZQ6bZsZoYRJLHIzAP5jnbll7denXmvsD4+eA9F+Fnjy78O6DqV94i1oRia6sLKyaZ7VSoKyTBQfLDZPJxnHGa+Pvid4CuI9cuLm4lMMTFZbtrhseVlwQPm6Yznn2q8PX9o05HXUwyik0ebeEY7RfItPEkVwdGuJd7TW7K0qpvCSMgII3BsdQepr6p+E37KvwJ+LkMlppfj/xMmowWwuJEkubQKQWI4R4lYcY4PI5r5k8cNZWni2703Tp47y10m1isEulKN9oKDLtuUkH52IyCc7RXC6nfyrdIoyjxtuEyk7sg8EHtXupOT00PMnGUZaM/QaT/AIJ6/DyNmjXx/rkQ7BzaZ/LaOv8AWvnz9q79nPS/2fP+ERfStfvdcj1z7U227hRNohMYBVk65Lntxio/hL+3p8TPhrZ2ulajft4w0KE4FvqjlrqOPklY7ghiOvG8OAAAAABXdft6fEjw/wDFjwp8Fdb8LTyz6ZNpmpuUuIjFJDIbhQ8Ui8gOpXBx8pIypIINXGMk/e2CVuXUu/Bm1ttK+DOj/Zb9tQjmjmu5OcrFK7DdCo/h27ec9Sxr17SfF3i34J6TLqvhX+zbzUJrVLYx6tavPDsZkdvlV1ORtGDn8K8c+ELaW3wj0b+zEeFUSQXnnZBN1k+axJPI6YPpgda991W6sIlg067vbSK7ulTyLeadFkfEe4lUJyeFPanNwvqeBTbWIdu5D4T/AGmvjV4ss555LHwYnlztDmLS51+6B/03966eH4v/ABekU7rfwvnuf7Ol/wDjtUPhLp6x+H9UeNEdF1CXO1Qf4U9K7KaLx1YTTLD8PNWewQDy7ye3mQSEkjACofQY+tePOaTsj3YXa1MX/haPxZkX/j28NA/3l02T/wCO1Na/Er4s+Yo+z+HGLdc6fKP/AGrV+XVPGis6S+CriFwcFZA6MPwMdcfr3xmbRZr6wuoLOz1O1PlTwfb0E0DkAgFCoO7awOPeoU2zU7WL4gfFZlXda+HDnrt06Q4/8iUV9VTeBfD8UrxQ6IH8uVg8P2idQFOwIWYMccEtwDkiitrT7Afjn/wU6z/w3F8Tscc6aP8AylWtfR3wf0vyfg/4Elhu7q3in0CzaaCNx5ch8vBGCDgHqcYzzXhP/BUbw3c6b+2F431uV0ey1J7SKNcHKvDplluHpkiQH8695+D+6P4JeCmil3tJ4etNyFjnd5ZAA5wOMfzrqxq5orTqRZdR3/CaRaLDcf6MDAuYrbaeMkkAkemfStfw38VLWTT7ayOlX11ra8XRiSNLdwTwysXB444214XDN4t1/wCJAtk0xNK0DTrJpxd3Vy2ydM+WrpEFGWLg/IwyBlsgdfUdDurLwhPe3N7PHjy4x5zfKBuxwM8kluw9q8mUeW1xSpqSsme1eB45dTummumtTckFRDC4G1V5ZsdcAMMtjA71W8QfGZLa3kt/CGm/21fLIE+0XeYLIYYBmV8FpcKWIAUKSB82Oa8I8VWuk+OPE3wxv7W5F3Z6lrz2811bSlVnhS3ld4XxjcheJdytx8mCOte065exaNp9zfeXDElrEXf7qLtUZPJ4HA/CrVNWTOdUGjwXwz4l169+IEfgvxLf23ip9Hna/wDtWmxEzHzJMW6XShVBZd3mFl46Dnbz3+saponiDwvr+oWMtte3EenXcEl2n+sU+TIrKWxkHBfPrmvKPgCz/EjxF41u9WsJBHJfW2pJKspjHmFigYKhwCBGADkgjtWt8WNHTT9H8Z3+j6YyXEbG5v5ZGEarHDFdI83JO7e0pGMchCcZraGkkkdEY8p7Z8J/iosPwd+HtsluzyJ4Z0pTLLuCsVt0j4bBycoetdLcfEiaSC3YRTQF2YP8mTgHqqnG78QK8n/ZB0G48ZfAHwHdXYmgtI7O6tHuEdWYNDdzBBtJBAAKdq9gj8A3Mk0gubuzuEydsi7w2O/8PB+hrKppUaOiKjLRnV+GdTbWdFgvZF8sOxTzNu0OR1P58fUGsbxRYovjrQtQYIXi0u9gBdA4wbmylHB4B3RZz1GKxbqw074Y3V/4s1rxddx6XJaR2clneSs9oCj5jMERAPm7crhOvU+tec3/AO2b8L/EEbRvFqOo2TI8TedpxMci7weOcEExjp9KEnIzmlF2R2HjDx9f+HfFGn2dkWui0KSXNvJtWMjeMYY8AkAjkgYxXQeNrhbfWtFsIZvLbzbqd4hhVmEaCMbsdcPNnAPavnPXfil4Zv5rnUvDEupL5srmK0k06QRW6ZQqEZRgbSH+X0x0qP8AaC+IXwy+LmiaFD4o0fx5qE1jExg1Hwla2++zuXCFmdJSC6thsjgcdQauNNykkSfV9nNd3sUUM0c11DBvEMeGKQ7m3HYpOFyfTrXl37S3iDStB8EaSutT32nwNrFpLayWZWNxNC4mBBcFSAEYsuOQp74r8/zpOsafdTHTvE3iOLTgzCEXlrfwTlcnBdUl2g+u047V0PxIb4Z6P8MoZvD/AMQfGviX4oM/lSWWr6b9l06CCSJlmZBIzuGGSqyeYSc/dA5HTDD2ldMu+h598WvjlrPxS8cXmpC4uINFM0T2ukXExmtlSP7u+M/K27qRjvjtX2F+wr8Yo/Fml3vgC1uL7wt4h0uV9Z0C18PShYb0sc3NupmztPJfaDkqXA4+Wvzy4K/c2AdF64q/oPiK40aOdImKbsNHIhKvFICCsikHhlwCD7e+a2xFD21PlRvh6ipzvLY/VD4U/CHxRqHwz8SW+rHWojNq0+q3eh6vGEvbqWRXD3ccjOXmDsGYo+DkAkdj8aftCRfZbK70TTbC8tov7RS0a4vmO9oyhZdxbne2w57YBFfSHg79qz4Y658M7DxVLoOuan8V7O0SK6IuPMzOqgPLEzzYiVnDH5V4U4ANfHPxi+Onif4yXrQeKZrLT7aG5F0ltbWjKA2CBuJ+Y8M+D6k9BivEwNDEKtKVTZH0WIjCNPmi9Gec6TZxzO0a4iO1WjL8bmXnH+fSqet3djd+afsk9te9NyTAxNg8krjI/OrcepaZYRpIHe5lYuxKZGCCduQe3+HvXNTyGeV5D95jk19PTTvdny8/iGK+TyK9a8TeItLuPhD8L9Ntr2G51Cyt9TF5ChLNbNJeBo1cEYGUTcPY15IFr1Gb4JeINN+Cem/Ey4k01vDF9dfY0jW4P2pZC8yDdGVHBMD8gngVs3oYz2PfPht4x0O1+FfhSfxR4YGpeGYrfyNT0uKWWB57YMUeaJo2RvMPzOMnBbGciqfjzU/B+qfEdvHN94sl1DQ7OKDSLWf+yp0uL9VgkSJwChCnycb8fxqfUVWtbq+uPgtpcWpJGt5b6OU8tAM+SFPkbsfxGPafxzXEal4iuvh7NptoxiudDlkaQNgPLACBvx7ZKtjnkfWuOVGM25Sdjx8Pivq9aShBN3PsH9nLxWviT4NXcsMq3AXUZ4IZgChkjTy8EqwBBxn06V9d6hqDXmk3Vhb3slncL8swjRkZ4z94CVRxwe1fD/7Nyf2X8PtVs2nFyg1m7dZVO5ZAxDK6+xBH419yx2SqybpLgTMTuXzJPJIwwyQh968yrCCdk9D16dZ1ryascsuh6fpOmyMt9JfSriNGMcrkZ6Ll+T9TiuA1bfBZ/EGFo7oj/hKLkBUuNpf9zY/KV78uee2B717lb6I8cbytcSSuwxj7RK6FeezsR39O1fOfjjXPsPxA8W6L/YM1753i5vKuopoNih47JThHYNkFc8DkfhRTtF3uan0Jr/jhvtF27XFmkgurp/LkumtjcD7V5G3MZDYC/OTzwgJFFZ8F4Ly9v3ngiEtrcyRwXFrbOSgwN4G4tkgkAkcHmiun2q7mPvnxr/wVU8NzXGo+LdbhjV0tPF9qkzso+RX0SxAGfcgcV5H4g8Qa58P9J8Oaf/bVtrui+GdMsbXWNL0xo1HmPHvTLS/fZC0QwFwvJzkV9z/tH+BfAXxe8UfFLwh408UR+Hom8R2d0DDqFrb3BK6VpuzAnO3rkdORmvmWT9irwz4g1DxTqeo+O9J1kGY2+lW0VxApmiYqS88iT/KykEADIJHanVrRT5X3Zoee/CP4uXlz4e1nX9aWORLO8jspWMgkkIkJaMAscMAJW+YDGyEnvgc18Uvi7qHiiTGjQW+p6fZsbe6s51Mdxa3PmZimHovA2uowCeorv/FHhnwn4R8ceF/hU/xAbwx4aidVufGM1tACJfs8jBCqE7+PLTfvXaZBycV6DF/wTJ0vRbw6np/xaYwXKtlv+EYjmTYwP3ZPtrZPfIxmsPaQ3aHqtjx/4e/EvTDrfw50rVL9UTRtdF1dXisApmlgmMiNtbIBZyvIJbpnBr2f4vfHDwVb+Adatl8SaXrOoiP7Hc2th87mRnKuDHklAduO/QV5dpP7F2tx/EC7sdC8beUmlusseryWCxm7dj5bL5PmloxseTnc+cHgcY6DR/8Agn5cat4613wtNrcUOiIsV8/jIQTxzXbNNk2i2rSModcv+8JwPlJBOcPmptbileS1IP2ZdY0jwPZvYRDT7S11cJM2o3s6xn5A7RxfMQFCgtjGDk8g9a3vjlYeH/CvwX+IE2gzafEt9avLcfZr/wC0b5JHCkk72wWMjEAYHsK8g/bo+D+i/CCPwhpvh7Vb6/0NGuLe3h1G2MbDYQDz0YL93ccFjz0r5QhkjLB1ChlPG0YxWtHDKL9o3e5jGLW7P0+/4Jy65Jr/AOz7e2ZO5tM8RXtvGDzhJI4Jgf8AvppK+jr6xkhZpJMKv970r89/2C/2nfA3wN0HxxpXja/vrFL26s7zThZ2L3W9ljmSUHb93gxdfevf77/gpd8Lpmnh0/wj4y1d4zkyLZW0SMPfMpIH1FZzw9SVVyibnB/tYeNJfE3jS80C3v4IToliILaPeoK3c6ZaXb6gSRqGx2I719ix6TF4T0S20XSt1pp+lwJY29vF8iJHEAigKPunC5OOpJ9a/I+18f6h4k+NuteP77SnubqW5n1aOzfcgwrLIsLSbfuiNdmfr619YfBP/goBB8RPFWtWnj6fw54B0n7Kbi1ux9qlZ5jKuY9x3j7hf+EdK0nRnGOmoH1i2oX5WJZ7u7eNCWjXz3wpPUgA8GnnXtTW4E66nfxTKNoaO5dDjsOCK88X9qT4MyRgP8TvD4P/AG8D/wBpVXuP2kvg9Jjb8UPDpB9XmH8465uWfZjPUE8ZeI7aGUr4k1XcFYhmvZcLwcEjd0H49K/Nz9vzxbN4o8UeEvtni6z8Y3FnbXAW8gu0uZkiMibFlKuwBzuIwF78Zr7U0n44fDnxNcTWGjeM9J1y/eFxHY2PmzSykqQAqKmT26eor87f2ppruHxD4b0PUmaXVdM0pVvHfTmsD5jys6r5LAEFUCg9j1HWurD357MR4vuLd85qOT5e1SSbVQ56Ul1bvayPDIu11OCPTvXpIBkd5NasJI5GRlOQVOCKdqms3GryiS4KFwoTdHGqZA9doGT7mqjMelRn71Worc19pUceVvQRj81JuPrQ3WirMx6tt5PIr628TXMQ/wCCePgoLIsgk19YHyeEkSfUZCh99ro2PRq+SB0rqrHxxqv/AAgUngwSr/Yramur+WxI23AhaLcO2CpXP+4Klq4mfWPw+8LCb4W6BbahdjUHn00N5ij5dkg3omc87FYKfcEdq57XPgbp8dyW+xl/QtXVfCrTbO1+F/hldOmN1btZrI0jHnzXYvKuBwu2QsuP9mvSte02STHAAxXHPc+apf7xL1M74IaLJovhq6soF8mFb2UIi4GB8vGT/nmvVfEn/BQT4Y+DbjUNO1rQfHLRwytZzzWum2hRnIyVVvtqkjg9gfpXMeA9LW20ieQggteSnI+o5/SvnD9ozR0TwxbPGhYTa1CCD/Hi1lbn8xXncsZTtLY+iw60PqKw/wCCm/wdtrFLKz0D4gPCsflqz6XasR75N6T+ZqTwx4zsfjdqlz490SK5ttD1XxWGjttYAhnUxm0Q70jd0B+XsTXnvwk/YR8A+MPhj4O1/VNT8SpqWr6Pb6jcraXsUcStKu8BV8k4ABXrmvQ9L+ENn8EJNA0Hw94o8VnQZtZGoSWl1HYzxF9yu4aT7OJBuEeBtI5HUVf7pXUDabUT6G028t4VurfT7e3tra3naILbMrR5HLbSoAznrjufXiim2eorcyyy/wDHxIxAZjERgbQQuMYAw2fckk880VJlzHxj+3RoC+Kv2sPilp90La/tBdacz2YkxNGn9mWHzkZBALYwR6H1rwf4g/Brw94T8NyXllosMsrOkMe+SRgpY43HLc7eTjvX3J+0Z8PdP1P9ob4m64YoUvpdStbeSUQje8aaVppVSwwSAWbjPevONZ8B2mvae2n36JLauFk4Rg25WBBzu9qqpXcasoroUfF/gmxe9uLbR59NjuVFpdRRmOAJJEc7iwBYggjf6Guws/grocNnaz6lYwwSMi5+0lxJI/8AE2wPgDnpX0PeeE5bJv8ARpo416bVtwCPYEGote+D8HiqyRLrVrq0k8rYstmioy5IbOTnkYrB1ne6ZPMup4sPgb4cFtBImk2kzXUiJAyNJgc5LN8xAAAJrmvFfw603w54nltLJbPTreGS2tlH2d5vMkmQlS+GyBn5c5GOvevrXwz4CisNM/s5pGkgWRnVlG0lSeAfTjirUfwj8PrNeSPBLcSXd4b2U3MxkJkKqnXHChY0AUcDbSdZyWrKuuhz/wAGvBHw2l+Gceu+KPAOiajfpczWksskD3SbIpRF5sQdiwUtk7ck5J69T5h+2J8L9C8M+KvD9x4e8CWmnaRdwLAr6Pp+2ET+ZhxNtBIbaUI+pr6m8L/D/TfDen3EWl3N7aW11cNdG1SXEEUhADmJOiBiNxUcbiSAM1px+GkVt6alqURzysNwY1Ye4Xr9an2s110FzJPVHkHgf4X/AA6s/hD4e1jxb4A0JdRh0xZr1ZNIT7WxZm8rzY0HErJsyMcE84rzD9tD4V6Povwx0O/8G+D9O8P3a3rJqi6LH5bPC0JdVcA/OqlTng4OTxX1xa+HorVXWCR4dx3MVAJJ9STyT7kmm33hmOa2YNd3Dnay/NjhWBBHHsfWtqeJadmwck9j8q/2ebGPU/jB4csp7aO9t7q8gtpreVQyTRPNGkiMO6lGYH61+nviL4bfCKG8uha/C3wXbmJXmkkl0dPLij+bACqMu3GAv618rfAP4K+F9D/ba8a+G4YJX0zwzpr3+m/aJWd4Jt1qA+cjdt858Z9s9K+x9S+HdjqlqYZ9R1DymGNoKryCfQdK1xVSSmlF9CfU860X4XfCvWtUSGT4c+F4xJkxY0aONZDtLdmbB46Gs34qfC34ceFfDMl/Y+CvB+iJCjXd3qF3oK3ohgi2NJtiG0kkHHtXReKfBNl4LvrK40+6ut9yz3EjSMGyyKiDjPHy8VBcaxd6hH5VzPG4XIH7tc/z44rnhKs9bivTXVlTwH4bsvBfgLxL4h03w34b0HXbG1mka88O2DQwajbpGZoj5JcujMCFZd7DIznBwPzX+KHxQ134yeOr/wAWeJbgXGrX5Xcsa7Y4kVcJGi5OFUcfmTzX318dvitrHw9+DviC901kkuZV+xJuj3bGuG2PKxzlm2k4znnHFfmsyMjehHHFepRpv4pLUHJP4djo/Bvhebxn4osdGtz+9nLOSOyRo0jn8FRqn+JWm2+m69E1ooSG8sbW/wBo6K0sQZgPYMSMV6t+yLoVtfav451S52NNp3hu4ih3YLK83yFgPUR7xnturzj4vXA+0eGbcRCPydBshuZAHfcm4knHYnA9q6FvykKTc7Hn7/eqFvvGpfvGom6k1t5HQJRRRTAKmt2YNxyfQ9DUNSwHDj17UCPuT4Z39u3wx8OT6ZaSWdg1qqiJgQ3mbsSNk9Qz7ju75r2rVWVlclemT8teB/CW8m1T4ZeFFhWaR2tVh3LC5UeXK6YyBjsK92v/AJRLkgjJIx6VyzSvqz5ikuWvL1KWm/Ejwv4XsbrTNe8R6f4cuop5ZBHqW/dcxuFKuhVSAAeOa8T/AGiZPM8G6JJGS8T62rxuPuspsWKkH0IINdn40sYr6zkL5DCNl/DacVwH7RMgXwJoQ+6RqakN/u6divMnH3/vPosNPofdfwHZl+Bfw2IByfC+lj/yUjqHxNqdjdeOtI0ozQzX9ve2s09kkq+bHG5KhnXOVBAbGf61xXhU3EPwr+GNhb3k1jdt4G0pYZkZsRSSWoIYqrruIO3jI6HmvLPAFjpt943+E09lq03iTxCutW8ms6heSSC9nJDsnzB2EY+TG125QY6nFedCtGVaUI9GbSV3c+spNLt10y+W3luFSeXzIxZyZKghV67h/d9aKbJpt3Y6Iba38+BVCBY1WOSWJOA5Utwccnn1or1LGJjfG60874y/ELGfm1eIf+UnTa87a1MQO4bti5JPYAZNdH8fp3f48/ElIbycGPV4FeOO4dBGW0fTccDgEjnivN/FhN18K9ViuZXdngnjZyxZiAzjqevArx62Jh9anTe9zVLmdjUuLGO8aOSKSN1Z9qlXBDMMZA55PI49xVr7C0bBMc+mK+K/DWjxSeAPgUoR91/4mmkC527S13CuQR04h6j1r671K4ult5WivLsvksP9Kk5Oc/3qyxNenhZKMt3f8DedDk2Z0Vm0dujyTTxW8Sts3TSBFJx0yeM+3sat2Ooafe6hFZxahZzXUufLgiuY2dsDPCg5PAPT0rxT9srT4m+Ec58tGa215CV2jDYwnP4N/Oum+APwF+GsNv4U1HURpvg/VV0qzu49WuoppXnuGtovMYDeFB3StwfX2q5VoU6anLW/Yr2K5Oe57paxiO3VSCv+8p+tTQxmXdsXftG5wvJVfUjsPc1uw/Cvw5petafcaXq91qunqwkOp219Yxx7sEMPLOZDjPTB6V5F8dPhv4T8F/EJPHtn4ivtYmu1t9Hk066hZILYDexnZ1cByQANpQjOKy9s1FyaOdQvomd/bX1tdTeRb3VvPOTgRRSq7n6AGn3DeWZInyki8MjcMM+oPNfMviZYWuLe+iihe2uACTGcBWHUqAAQfxrpf2Y7Vbfxx8RYvtUt3bINHlhiuJmm8nzTc+YAWJOCUHpwAO1Z4bFLEN2VrFyoyirnLfCWRP8Ah4L8ZFJAd9EaOOPcAzsJtP8AlXJ5OAeBX1h+9AIKOcdsGvzi0XSx4q/ai+LiXZE0yx3DQz3QaTypVvrZY3PPO04xn0HHAr2vwD8QL/xLpMltPfalb6xprLb39rPfSuVcj5ZFfI3o+Mq2PbtXr4ubUovyRhN8keZ7H1Usn75gUViw/iGcVIySXWIIkbzZCFQRj5ix6AYB5J/nXM+EdUj0/wACWGoalM+22tJprh33SysqzOB8vLuxG3AwScivfPgj4F03xrotr4lvLW7W0kfzLa01Cxms5G2srRzbZAr4OOhAzXJGUnsOC51c+P8A9o7wjq3xu8VeDfgZoltNBrGs6jHqmsyyRYGm6bESDK4PI5JIBHzFMd6/O34heCtM8O+Otb0Pw9d3WuWdrqc9hp9xJa7Li9CSGND5QJwxcEbQCeV4Ff0XX2i3n2+e4hu0hWcRxs4jAeNF3Hap77mbuQB2GcmvgL4oeE/AHi79tjXPFem2lquo6HHbWMUUQJF5rgBeW6SNBl3giMKbuf3hz1TNdNLH+zVpq1i/Z2Rxnwr+AcPwV/Z51rSdWSG68QS2N7fak9o7jErQ4WMnPzeWBt4wCd2B1J+bfi5+zT4p+InjLwZceE7FLnTNQ8J6bcS3FxIUisNsSxsZ2IO3LZKqMs3O0HBx+ksPwi1rxNBe6Tq2mX2m2N3btFJN5G5tjjacDOFwGbJPPoM1xfj7TNJ8BaLZ2ejXEl5YLMLK2jljZJyIVVfmVgCNq468kYOKzWZyu2tzsw+D9s7tnzX8O/2W/hH4L0e90TxlpUviZ9Utkim1ue4kt59PnBH7y2jjGdvU7TuLdCccV8U/Gz4Vz/CP4galoDzTXdpDIwtbq4t2geWMNgbkP3XHGVycV9MfH/8AaTHgDxBNpGjQW2q6iy755JWJitGODFtAwS2PmI3DHAI618neKPiJr/jHT7Cx1fVJr63sQ3kRyKo2knJYsACzHuzEn3r2MH9Ymueq9GKvClTfLTepzDcGkpTy1JXqHIFSRkKyk9KRVLYAqza6fLdOQBsRRlnboBSbsNJy0R93/sXeILfxB8BNVsJC6X/h3V0gjUH5Ht7oO4z/ALSvHJ+Br1DVPl3dx+teFfsW6Hd6f4d8YX6zXUWiPdWdl5LBWiuLoRyy7xzlXROOOCJQDzXuOqPmMjmvPl70zzq1NQmcL4qbFrIP9hv/AEE15l+0u3/FvtHx1+3zY/DTx/jXovjBytjM2TxG38jXm37Tx2+DdFjH/P8A3ZwOnFigrCX8RG+F3Z9i2luYfCPgM7d81v4U0UKq98Wg4/lXgngPQ49N/a58N6bMA5ttYe+s5HSJWeKaKaRVJZdxIywxnIxz7e+qLmHw74VVba4lKeGNITMcLSKCLJARkAjqw/WvGvBuheJbP9oTwR4m1m3ju7+ynmVmndYwjC2l2qiqoOGZsc8YPqK+Tw1V08XPm2Z1SXMtD6vkuoNU8PusrqkTQLI6uhYR8Bicggggc9e1FZ2n3YjtrmG38sRQmSGVrpCyyqq9CmePvHqT2HsCvqk9LmHNE8Y/a28Za14O/ac+JGmaNpNvq+pa1qMGoQx3Nw0caQWuh2Pm52jO8nbgdOOe1czaeLrXx3+zxB4jtojbi9t7ppLdH3+VIvm7484GcHp7YNaX7bEOreHf2utf8aaPo99ri2N42n3lrYxNLJibRbAIQAOOWFYHgHwHqfh39nLTPD90gt9auTfS3Me0/uXn37QQPT5AccDB54rysZTp+2lUt71/8/8AgHsQhBRjI8c8Etu0f9nWFY1kWOe5u8N0LJPOfz+UflXoHw7+OF9481LwXp9xolrYprpuGmuILpmaCOA9QCuCx9CcVyvw1+HfjWHWvAdtrWhro2n+E1uQkxkEn2jzPNYBQpOTvkAz0wCSe1TfBf4eeK/Dfinw6+seHLnT7Tw/Z3cX2n/WC6klk/g29cLuOewAzWNanh6rcqiTtt82/wDgHa6dKVP3XqfdOufsWN+0R8OZodR8T3fhgXepTXBT+yQ74Sc7GG6QAq6qrAkYIb0rzT4ufsreHv2S9K8Kjw/rviDxDd6/efZbl9auUkjj8m2cqsEaRr5YY9snjA6AY+0/g78StG8R/CPwnrjajb2UF/pkMka3Fygc4iG7jPUbTkdsV498VPEOt/FjxpoZh0nT9P8AD2kPcSxXl1dM98XdDHvjQQSJG23ONwYgMemSK2p6U+Sx5E5P+Gcv4F8C+MNZ0/yU0XbiMPI8ssaRrxn5iW647da4/wDaG+HuvWvw/iv9RsoUsYdRt4kulmWSDzpH8mJWcHCAySou9uFyOnWve/Dfiq38N+Gxp8OktpZ8wus02oF3dhgmRme1ZSzepGecDAArivjh4jvPid8K/FvheWb7amp6dJAsD63axqkoBeOTJslIKsgbr2HTio9k5+7JpIiEU5pHzp8Ofhl/wm2va/4es9d0drvTdRm0y8tdRkaCS3nimMO/cFbcTKjDC8bdp/iAPrvwC/Zb8SW2teJtdtfF3h7WNGv3Swe30yKR3huLORkbdKSAQC8wMeOrA8YNfmhY/HS80/xtq/iNjOk+pTJeTiNlDfakeKRnI+7gvExx/td8V+j37Nfx4jubPxJo/hbXzq+oS+Itf1nyrmKF9PitPtKNE1ywXzFEryrGnlsOVPBA4dDL40JSl3PXxFKEY+7K54H4L/Z91LSv2zvjfoJ1PbpFqiu/iS50yU2q3Ms1tdR2jlSdrMrNjBJPl5xjOPSvh/8As6p4F8UT6lrc73uqCY6LDKJWS0ji3ho2JdRv4BKsy8BsZqzonxi1rTfiP8QD4ls9KTUj4hkivrfQZpDbPttbVoZFaQBiQjsDkdd1evap4y0S6uLiynWaaKCZcHzAQ3zFR9CNn6Cvn80zh4XEKKjsjmoU5Vabgtj1r4c+Dfhb4a023h1DV9D1nWwoluG1G7jkKtj+GNz8oH0z3r2Tw/qGj6rYiTRLuxu7NW2brCRHjVh2ypwCPSvlOy8WwQj/AEO4mDEhA+7JIY5AJB5AHNdN4X+NXw11yx0xp9d8NSahCCVtbueKJzbysynIbAD7lZeTzgnmvQyvNqOOlyqnaxbwE4w5o6n0ztHPGPqK56z0Xwt4ZvJTa2ej6TdSAmRoYooXbcdxzgAnJyfc814Tofjb4c+H/OSx1vwy8dpOZbG5+2xuLq1cb2jY55cAjrycjmvP/jL8SPAmqfDjxppOheOtB027W1OqaLq4uMyQSRfvZYJJFUsqsqsmecAt14B+hnWpVdORP5mEsNUiuY+ytOt9PW3Edh9nWBekdvt2j8BxXw9+3NqGu33xQ0WPwtLpK2djol9Hq13dMzmIy7BhFTGJQiEAseBIfTFfDOj/ALVuvG1neLxTqliNypLH/adxAN5GQrEKQTj3PTrVlv2kNTvrqS31PxBdapZvbzPPA17LcAqE+YkFeev19q5p0rxtGlYxjJxfuyPTPiX+zDpPxM8KeFNbls7cXt14esHnvrOIW8k87W6NNOWVcOS2OJATjPIr5p8RfsW+MdPmI0u4sNSt9uVaST7NIW9DuyvPHO4de1fcnwj+JHgS78C6PY3XxJ/4SHRbOwt4dKk1fw/9ku4AgKSDzreXeFJVdoKDCqMls87V5J4J1iR3g8Y6fAu1trSXsrHJbg82o7epNTSxGKo+7y3REpXd2fm637JfxKiXMmhWikdQ2vadn8vPqpcfsx/EWwjaZvCct0ign/Rr23nz9BHISfwr9E7jQ9FtLWc2fi/QtYnYBVjbzAUPdh5du2evTn8K09D03S7OK2eTxTbwSMCZo4/D97cKf9xwI/Tutdix1d6chPOlrY/NKP8AZ6+KC6T/AGv/AMKw8YLpSnm9/wCEeuvJGW2/6zy8dTjr14q/F8AviXd28E9p4E1mVW+YJ5Hz56DEedwPsRmv1T8bfFDw7qXw20HwjbfbVi02f7RdS31utuNQcByvlRGRm275Wb58HKL9R4l4u/aE8I/C+3trjxHo+u2tncv5Mc9vb2dwrNgkgqlzuHHPKj8a9Wm1OKctGctTMKtL3IU7nNfAHwbfeBf2e/Ddjq2n3GlazeanqGp31tdxsky5MUURdSMqSqZw3NbOqXEa7l3AsOTz7167B4y0c6LoWpPNcQW2safFqVsstu6uIZACodRna3IyMmm3N54U8QbYri7024OPlW42xvk8dWwfyNHs9b3PJlXlUleasfHPxY+Juj+GZpNNnaee8eEkx26g7A3TcSR1H415Z8dPi7pHjbRtLtrC3voWgubyV/tCIoIkhVFxhzyMflXoHxS8A6XdftawaMmmT6pp1xq2lwvpsE4JukkS33Qq7MAC+4qCWAGRyOtezftpeCfhTY+GdF1PUtM0caDZeO9T0e91b4X6Xa2lxYWq2xaLT543ZFmugygmQ5UKj4Yk4KlRjGKqP+tYr/25f8PZP1cPbp2/Rv8ARnP2X7YHhKz0+1gjsdfjEVvDFtSKEKNsSJwPO6fLx7YrF/4av0CTxhZ33l65LaRRTj7K8MRyxhdVPMuOC2fbtVb4Tr4c8Sfsj/GmGXwdoP8Aavhy30ya08RPal9Sdp70q2ZGZggCKqARheN2S2a2fDPja3/4ZU8Z+LfFfgnwOrXbxeFfDE1r4Vsbe6e5Me65ufPSISFo4gMOG++/PIpSoUrSlbaz+/T87L59i/Ze8nfdtfck/wAtfke4fCj4kQfFbwxe3uioFjs9sU9owKTZxyWA4Gc9QSDzzwaK8r/YC1aG1j8f/ad0cTJY5fAKD/j45Y4OPxorknTSk0jNxSPqX9pn4Z+MrH4j+M/EdjYXn9jalqVrcreWcLTtj7DZ223y0y334XGcdxXid81xoMj6frk0trrEbeRIl1A1vMGblRsYZHGMdjX6nakxTT7h14ZY2ZT6ECvmz9rnwrpGo/A+PWrqwiuNX094Ra30mWmjDOFYb+pBBPByO/Wvm82y+XtXVjPR62O+MlJcrR8e2d5GYJoYrsXMsJ8qZgMnzAB94DjPzDpUFjcTNrTodXWRlfzXs4wv3QANvB3Yz+lZ+kytI0kJOI2mcHaApOEBHI56in3kcenoJ7aKOKZj80ixruPzdzjmvj6cnKpyp6o3p2vocf8Asv8Aijwx8Lvij4v0u3n0Gw8S3muvbDUNTt/34sGKOBGxO2Nck5AwWIGcivtK38VaLqUojsfEWkzz8lY01OEysM8fLv3En6ZNflprmoT2Xjbxfq0LKuoJqFsizFFbg28zYwRjqqnp2FdX8JdB07UvAFneXNlDNeTrslumQea4I5y/XPvnNff1sO6sYy5uiPEzTDzqO8Z2P0um8K3GsASy6V9vZV4aSASkDOeCQeK8z/aAs9D8E/CHxVrHiHQLWTToLMxeXNZbcvL+6UdBnl84H92vM/hX+zn8O7cwXsfhxFuzEJPP+1z792c5z5ld58cvAGh/8M06xvtJJ1MEp8ue6mljygJVtjOV3AgEHGeKzp4WUZpqR4VLD16c03Vuj8o20LRFwi+LYMDp/oM+f/Qa+jP2OfHUvws+IcGoaB5uqWGqQ3WiyNd2ym23JbG5BaMnczeYispOMYP0r5z0jR7O8mYSw7xvcY3EdDx0Ne5fs9WsWn+KtGtoE2QHXYX2ElhuNjegnmvp6i0uz6nmlFbnonhSy8TeHfGXi278SGWVNZ1P7bbXskist2zwSeYVwcjHycYGNo9K9wsNSM95KzNndcKeue8uK8v8WOzW3h9iTnz35/7YH/E13GhsWlOef3sf/tSvyvPYKVbntv8ApoexgZNxZ28WvLpvh1r+WQ7IVkkKqTyEtg+P++a+W8ar4T1CXQvEPia10HUrDw0lxHJcNDPDdulmwW3iK4LTGW5xjJIETEjoa+gNaG7wXeREny3t7xWUEjINvGMflxXjvxU0ex8KXX7RMekWcOnx2r6dBCsMYASOe9eOdQPR0RVb1AxWuRclpRcU72/r8QxFapB2TOU0fxV4hvdHg/syyvL+/itLzUI7T7JBEz2aTn98d4AIEMW4kAjkAVS1zUr/AFbQ0tf7Wu1t9UsbqOGMGPcbVpooQ5wPuuttPjud/bFdj8U1e+0GK5kuLlZtH+Hlo9k0NxJEI97MHUhGAdCFXKPleOnJrm/FWpT3WpaDbyFBBY+HtMtbaOOJUEcZtxIR8oGcu7nJ55619dGVGDjKFNJs4pYiq95HlVnosPhd7qCaM3drqRCzRueAUO4MD2Iz25rP8W6TZeHtQs7g3Eq2txDNCWb5ipZPlP61sfFLMemxOhZW81eVJHXINYnjL954X8NF/nLPBktznKHP519EnLlWpxr+Jc94/YBh0e2h+Is2q+E/D/i1lk02KNdcsluViUi7LMh/hLbVz64FfUOoWnw3ujum+CXgCUnrt00J/IV8l/sr3s+i6dbJYyG1TUvFdvaXix4AmiFlfOEb2DKD+FfUbenbew/U14mJnP2t0zSSsxzeHfhTcJmX4IeDVbt5MXlj/wBANVpPA/wZnyJfgloCk9TBdsv/ALTqzHEspdWHC9McV89/tHfFbxT8O7WE+H9SWwLPgk2sMp7f89EasIurUaSkSe7yfDv4LSAGT4SWtuuMbodQkGB6dBmm3Xwh+COq2qpc/C+6+zI3mYTUJQo468yADjvX58ah+0h8TNQ5k8YahDntalLcflGq1yd98QPFGrRuL7xHq14G6i4vpXB/Nq9KGDqpazIa5j9OfEPmW02hWIlEsNjpMMCYxwu+QqhI6lUKD6rXLawV3KrlSzjaoYjJ9ua7DxGiprV0qqqqGOFUADgYH6V5p8QlDWu8gF4oZijY5U7RyD+JqoXirXPNklKVz53+MOg+JPD/AMSj4k0aO8ilV4Lq2urEEvBLGFCn5eQQyBgfpV/4jftPfHW51fw5qetancW1zpmoXN/ZCTw9aQQtdmPy5JniFuI5pQjkbpFYjd1Ga9J8WMz6XIWJY+UvJ57CuN/aYY+Z4aGePtWqf+0q2lXkkovb+v8AJHo4WPM7fI8i0H4weOPDvhjxL4f0/EOj+JVhTVbf7GrfaRC5kj+YqSmHJPyFc98jitTT/Gvj/wCLlr4Z8C/Y7rVNO8PwXkumaXpthl4FciSd8RpuckgEs+4gDqBWIpPl47V9B/8ABPOGOb9qS0EiBx/Y2ocH/dQfyNKFZt2sejWpcicr6/57/eetfsafA/xJpMOrf2laS6dea3JDbWun3alJmVN26Qp1AHmdCOxyMYor9Pvhz4T0ixzqUFjGl6F2CYkkqDycZOBn1FFbxp865pHnRvJXZ//Z)
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Vidéo #10
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)
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Vidéo #11
Enseigner le décodage – GS
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)
Voir la vidéo sur YouTube
Niveau : GS - Kihei Elementary School
Lieu : Maui, Hawaii
Vidéaste : Dima Yaremenko
Durée : 12 : 38
Introduction : Même si le but de l’enseignement de la lecture reste la compréhension, l’enseignement systématique du code doit intervenir dès les premières classes de l’école primaire pour installer les fondements sur lesquels s’appuiera la compréhension. Nous devons garder à l’esprit que le décodage est nécessaire, mais non suffisant, pour la compréhension (Les élèves ont aussi besoin d’un vocabulaire conséquent, de connaissances générales et d’une maîtrise de la langue). Il n’existe aucune stratégie de compréhension assez puissante pour compenser l’inaptitude à déchiffrer les mots.
Point importants :
En regardant cette vidéo : 1) Notez toutes les bonnes procédures pédagogiques.
Feedback :
- 1. Notez toutes les bonnes procédures pédagogiques.
- L’utilisation de routines.
- Pour introduire les mots, l’enseignante a suivi les étapes suivantes pour chacun d’eux:
(En écrivant la première lettre) « Quel son ? » (En écrivant la deuxième lettre ) « Quel son ? » (Passant le doigt sous les deux lettres) « Cela fait ? » (En écrivant la troisième lettre) « Quel son ? » (Passant le doigt sous les trois lettres) « Cela fait ? »
- En relisant la liste, l’enseignante a utilisé à nouveau une routine afin que toute « l’énergie cognitive » soit centrée sur les mots et non sur la tâche.
(En montrant le mot) « Dites ce mot. Lever le pouce quand vous connaissez ce mot. » « Chuchotez ce mot à votre partenaire. »(L’enseignante montre individuellement). (Désignant un mot) « Quel est ce mot ? » (Effaçant le mot) « Quel mot a disparu ? »
- La relecture de phrases afin de parvenir à l’automatisme.
- L’insistance sur le sens pendant la lecture des mots.
- Le modelage. Ex : “curiosity”. “I wonder….”
- L’obtention de réponses (chorales, en partenariat, en levant le pouce, en montrant)
- L’aide à la compréhension par une langue claire, des répétitions, des gestes, et des démonstrations.
- Le maintien d’un climat favorable.
- Sourire, signe d’acquiescement de la tête.
- Encouragements verbaux.
- Renforcement avec le jeu du mot disparu et l’applaudissement spécial.
- L’installation des élèves de derrière sur des chaises afin qu’ils puissent voir correctement.
- L’enseignement est délivré de manière engageante.
- Il y a transmission de la joie d’enseigner et de celle d’apprendre.
Active Participation Instruction - 7th Grade
(05.2008)
![video video](/images/stories/video2.jpg)
Modeling and guided practice are used to teach students class participation strategies and behaviors.
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)
Voir la vidéo sur YouTube
Résumé de Françoise Appy (07.2010)
Enseigner une participation active pendant les leçons
Dans cette séquence, Anita Archer explique à ses élèves de 5ème les règles de comportement scolaire pendant une leçon.
Elle utilise un acronyme : S L A N T. Elle explique la signification de chaque lettre. Elle modèle chaque explication et pose des questions pour vérifier la compréhension.
S pour Sit up Se tenir droit, dans une position tonique qui indique que l’élève est apte à l’écoute.
L pour Listen Écouter. Les élèves doivent écouter l’enseignant et les autres élèves.
A pour Ask / Answer. Demander/Répondre.
Demander : elle explique qu’il y a deux façons de demander selon qu’il s’agit d’une question publique (dont la réponse servira à tous) ou privée ( ex : puis-je tailler mon crayon ?). Question publique : lever la main. Question privée : main sur le cœur.
Répondre : quand l’enseignante pose une question amenant une réponse courte, la réponse se fera à l’unisson. Elle présente les signes : quand elle lève les bras en l’air, c’est le temps de la réflexion. Quand elle baisse les bras, réponse collective. Elle utilise l’analogie du chef d’orchestre. Elle introduit aussi les règles de communication pour le travail en dyades : Look/ Lean/Whisper (Regarder son partenaire, s’incliner vers lui, chuchoter), L, L, W.
N pour Nod Hocher la tête. Elle demande à ses élèves de hocher la tête (discrètement) lorsqu’ils ont compris, lorsqu’ils sont d’accord avec ce qui est dit. N pour Noter, prendre des notes quand nécessaire.
T pour Track Suivre. Il s’agit de suivre l’enseignante, de ne pas la perdre du regard.
À la fin, elle demande aux élèves de mémoriser cet acronyme. Elle le fait devant eux. Puis ils le font par deux.
Anita Archer
L'utilisation des routines en classe
![video video](/images/stories/video2.jpg)
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)
Voir la vidéo sur YouTube
Dans ce clip, Anita Archer explique toute l'importance de l'utilisation de routines en classe, aussi bien pour l'enseignant que pour l'élève. Les routines aident les élèves à concentrer leur attention sur les contenus et évitent ainsi des déperditions cognitives.
Dr Anita Archer
DVD : Golden Principles of Explicit Instruction
Acheter le DVD
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McArQYUVbRGHOJPTz34RBbjha4ixvdtXg3M3vfDEbLB/YCXC698MILn118a8GKg0sPusGFX8zeNAET+m3X3SjSs8Bz6823EiBKngDL8oBNm8jgIYpx7txVuREPbaaMogO8F5AJ7OInPwLWwRWvYWpY8tMEOlFMnxKRFt+6eNViwnMXAzSO5c3LmR8Q2ILQEO7DzZu3f/jhh59sWbDgIIUVLrII1K4LwERkuvXWxWAoEhIxCk1jiKi3pN/4zXXr3nxzXTiudfjItDcZtLsCaMAEVNu3QyJdhD4ELEgO58N47557QKh3nqWZVi2m3Ob3Grx0GInWXZ1R0iEbom1noIBqy4+ItVSEWKGhtQHdR0HdSkGtokPJH0kBpGlvhsMaHh4+fVljsc3NjXhsO0Ih1haCxSFqBWM9+CCMvSd4uWGgxsfStFCVAu986kpGwSEbQes62trahcl06dKlr717X4gTUaoLT4BU45UKHWvjZRqm3xHUCrz98MSGDzNsgNbfJZW6nUuX2kXvfnDnl+eDtbrn7iei37mVpkKoh8NB4WsFI9GOuwqa8WynCRuivevkLF3qlP7qX7exRuIGCPYLT0R/Smm1Kohq2rRwyYChCvLP5QjG2/Dwd/jQacKGaM5XnFB7AjGP0b7L78HQhBDGfX6lTp2+DNV/XY19h9jDFNrDuRF//Feg+KBYd5tz6bgKcuA0Vk4ArmnBAy/gvPESfRfy/kMTGD5GJKU8Cmj/DsQ7iPUpnazu+pQpdWHFooceeaHT45lOhZNk6CoMdFs37EejsO658HLucyEunGgEBjLC8PA4rYDqu+8mCcRW7tQwGQjg0BsiYBheMO9/FooyijVBYFFc694M+G94nFKnpqDS5dByI14m2Z2OrIfHJ9EgqUhWDAh1Cl/oFEoVADt1amjqFqzaKkwOLBcuZ5VAdmSxwgrtvwKupCIYXpX9JmeuA1ruXexmis5ZoYkhKCXA76HhkZGRoafhl7r0W1ykcFg86tJSD716aKS0VP3Nf0/eoTdQaXRcu8BO6+y4gqUhz7elHdxvR9QjXm1Hh4Sr9arVAOYZKe0oVXs8IyNqb6lWIoHVQ54zHrWW29GhVU9BtRseXh42NRCq4AEICzj4vhvxckf/8A+JhNshUb7xiEJhG+3glqrVXq7kD/8A0g5gMdmavlJKuBIubGOyPfKVqYPrmRTaNEQb78DT4XI6a+h9y1V+VTxPAUwFugMb5/3f+gKbyaTVahvfKJ5foFAoFQqdwVDbJNMpbDbYqkCRdVKn7PB6Jo8WXHJwEFJULB9+F8hV8AJeky42e54m7eTJZfPS+E3ZB6pPfvXVqMmmSMteJj/5f03zq9NOrozNStvXO//kjpMnmzZWm3c88s8O76TQlhO0QGlmCg6rDo9LVB51h+6N2NqN8tqsptoDtcuaanfELouttSl085tq02RZtU2xaU1NcFObltZUuywrK2ujDzjXdJRePdo0SjXM7KEepPJD+AQ6olWuaTpZGyvL2jg/dmXsvKYDy2plabEGw3pY2ySLbRJkZcnlsU070rJqTx6ojk3TaOTza2PbpqDa6XWhZZAFFubp6o5/Zi2T19buqD2Q1bQRdNu4DG5ijetjUbIDWcsETcU7NLUb07Kaipv482rnlxuObGyq/afJOzJZtJBGKkQpj3pkxDPk8fhj2FPa8cYjK+Unm3bMLzt58kDavLRl1Wlpj7xRcOSRI/JlTQfmrzfMa0qbt6x6R9O8jWnz5r1x3KZc88jJNcckanidSaEdW3dq/CBEROI8SEpcrlbrBbwzdKRpR226sjK+zqaAi05XpinT6SoUqtFRle0YLOkqbLqKNp1GB6Y4XqFQqFQqm63NZhvF9KdW4+2I+szQGUyLarXnsmj/NUFcAUVHYzmxxg4tGfuwyhRj7Bb4fN0Gm0rS0WEr6O7uNipgCTOYRGHsNoJ1d8uMBoVNZTJJJMryclxhNJaXxzRKVI0xYI0dpSMwmhpjGhs7RiZGe/HUBA2Dx8tVlrfVJ4nHkurNBTHgD49HLYkp59WLx8T1PIPRNFrKVR2Pjo7mHZNgylVrJceiaeOZy4ywgZZruiGaZRUVPHgsOvcYlArJP3Jzo3NHg1LxONXCtjEeNVfRlt7qdnKcTndrOi9G4lV7JTHm9C630+kUSQcsRpO2Q5Hplrr7cxsxxNXaxtx+kZRYV2t/vqVAqZXEjEndUtrcVRpzvxumSdIkpUTb+HGX230011Q6IZpqOHxEqrlKc5XVardTP/3RBVp4I14ruWflWK3upHKVqSBdb9W7LTHeb7CKx1hEejttVqtTXKBUlfdY/av0Uj7PqYdH9D0602iMmGPVO6OVk0eDlJ+u54hEdg7HLhJxrI4y5aiyzAGr7BynHVbppdFGm6HHLrJLo2NIJGpjoqVkW/g0ItjAbTHajJkcfBErmt7dy5PCPZF9oEyhKk9yczjSaCXboyFo4clGuEqLG16Gk1yflAyvbncmldsMY3ZY6hLXi1vtQJBvNMhpNC32RN5yROO0NjdXuQlbukHXDWgcUX9zFZgjX8NDdpG9n1fAoCm4I5NUbUSiGEMFmjUCAT8Z3pDTYzSUNVtFHGm9wCewwHvbu8w+RLMyaFpE43Ay5Xx+NH4cq8NslCGau17OL0OTEVlFHLfFYDMyqqknqRoUynQAEiUJKnSyevzk6TI5fmZ7ss9QYZDlW0V2d71A3mMNqEah2ccEMrlgXz8wd0XLfIBmd0YLDIpGZYxCZpFyOF3wI9bYjOIpqqY2VQwAWpfZMKrSRcOLcNJ9cguIx8n0qSQ2gxgggTvIoTRaptGm0nX3wJLbQtA4znqDClOt1miBDUoqRdYejU6WJLoS2kSjoKIZ0PrLFFyIOo5eb833yeudoN6YUaKVFCShkElhVcs0mLgS4xgiJVFo7voCbukIDPoYUM1ele+2DvAB7bKqTQO0sDMgj5ZCK+HbtFrT/vT8/PwkA41WLvECmpNGG6caJ9PYoZUYxaiwmFEtRgJTCY+XQsuUWlvNBj+aekK0sKJ5uDRamVILWR6aMehYDUkhaOLwqhV0eCXlbDRUTT10yqMFNLu9KqnL6rbIZeKpqqZk0Lwwa+owmWB+UsCoxnZouFiDKUEQmtNSwPUOfaP2lqNqJbwqu10sn7Jq2oBqHuyMsEISqZw0mnOCWBOBaiZtqGowDOAVcBhw7K3VyRwYB76ka1VNoVX/j0eN/Uywas6rV83uhuRREAPJg0LjZ4qszWUC8TWqxldAu0YZheZkOXSiWAtVzZnUaza3mY9XQ8rl2Ls0SSJrK09wrapByxhD9WxKm2GKqolEXa2trV1d7jFfNFGN57aCkExem7Jqhra33xaLxW+/vVsnv/pY4xqD0DhU55EuIGjVmn47R3ztqqEPnGg9MmPS1Eaov/Og0LrMsiqONdN3rSMU0ERWeBO7Pd0nqw9R7SpjTSQ6WoVfTOoSUw7lCfI51uSrqAbfXUE1qFLYgoh6ZLKkqcUaVANNWXV1W1sbdh6INgbjgF9/rarJzT3p+VjeAS10hF5lrEGZh85DqVTaqOTBE9RLrW7zNaums+lkpPPo8cnrp6yaQcX1erXccgrNZ261c+qvUTUHdMoKI6CJOCyHeicXa1ANYNID3QzVebTyZBoYB+IrqzZ0hWogGS0IVc17pREamnJJeYcpF40ml8E4SBdLr1E1JVeiQDQRjFAmr6nH57UzTwNaDB1r0HkYQ1TDyclIAA3GQdWYdIqqBdC4inCqhcSah0ED1cpVdCvJSfL3a6iNh2wAaAZZvdva1SO95hoqodGYWIMolxiCVSvnYnvid6hJYjKSkVnvY/o1CUw3S7X0MDAYYBy4k6emGjbgODdordapVAUWdCidPDiZ3apRam5Api1kRmUkA3CUmVHpjumMyeQBRjXcoBR6XxpNB+NAdNQtmopqzIzKndRdUSFnVCPTzAEZzKjk+UQtH6UaT6BTQN5SyKgZVbdcjhVJZO03y2RUXvNhXlMoGDSbMR+0FImmpJqHqxBjXa7qFcgEPDc12at2wDzULRYIBOBPkb2Kb6RizSKHXF9dXUah9Wh6zUn98GRrvsYgo5oiskEb1RS18gpsxjERTuOnpBrM3slMm+PIHMtsFuEUWabTZFpxfpsuTgdNOJwxo84Aczqq52ltdefLyFOk0ADhG8OEv0Bn9DdFra3SZpi9I5pOVVDv9qNNVrUhtUSXaUcAkRPfB1Qz2gp4/XqkxCuM/l6FAvd54Bo0fRWFRu5gt5GuU6goNHqDLj6FppAUUDs/LjN7vwzaiFZZ1sMhTQf+WK3p5SpbgaXVaidvY7U2mwvIniK7f0dQiY/n1ts5zI6idEjXqvJMu5W9p8it10t5SomyrB9XW50T7o65nGraUQW/PrnL7XS73dLKgR6LzqayacyZDjesklaJywy2F02KsaNH8Xug/fDTlS43n+ii7p1IzozWaFQSSczbR48yX3XvSuabTxztSgY0laEH1x89MeH+tcuiSRRyucbMi7ZER/PKNLCsg1Kv0VTzcK8jH+4rTBJbWTWfDw1PdTVfw9doYLGMT27kcplcZzOpyAbUFrAWtuDDLXxG3BxWt6kk6kmjebiqtup9vb29fJkMMHr37cMX1xg0GjmsgxXV69uO2Wx8fm+vRq6R+3oPLNsBQHJyH25w+zKdokIHTwUkhQI+VS95wX1lZRUGzbwD8/fJZTqJdmjSaKUdR+pqavCavVEjn5cdBYuwvEwu35Edlb1SXhtVU1OrK9hXPJi9Qy5fX1sTFRVVt1EO66OafGk11FOLD8hlG2uiitcrRiWqglhcWYd3ZcuyYfOo4h06ldczNOm8ZjoSNTg4OBN+otJ8O5jlmvmCHTUzow7IimcOzszmd6/Pnhm1w7evGB8bnBk1vxuWYgVNZGtYV7dSkDY4s269UsuVxGThWlhds+9AzSCxmnkm7qQdCl0R4EQV1xYDVLFsJeBQy7WIVrMD0KIGa3YI9tXBHUCZWZO2LHtwZq2hlkarqc3Khs1jBWlRM7MBDVoCQKurra0tjuUXDw5mb0wDviZbx9DkVVMAWs16uQbepk4DaDUHunvhfYu7V/rRojYK9mXPrFmJEsYafRujZhZrKDRY6pVpioG1eyMLbWYWBGmvfH0d6CuXZUXNzLJ1qKeMJt8RNbOOvx5xfHLAzJYxaHV1g7HdvaDaeg281UaZ7AAA8bMo1RCtOxZ++VhogCI32GzGA/AKK+Uy2Kp2QrTlV0Kbh2iDNXyimkwOcZMt96MVg4S9oNr6XoJmgHdkVEM08t7FsmDVNNg1IxqMHfBorCTozy1XuQecoK0EtJqZdb3rGTSWatmxg3VyP9oyo+3YkQPrKbQ0Gi0qCC0W0WzQ/62vgyiTa9rWrHl91OuZomqABm6q27c+oJrRr1paVM0+DcYaUa1cJelQGDTF/liTy2LDqAb9nwKCEF7aUGEzSYIG6KRUM8sAbbCOOHRHtzx25mAtNQzkoNr8usEd8jrGoTESbalEEXCoRiYLiTW4GwtZVqeTp+Gw36eB/jL4T3uTUe1A9Y5aGKEkvjb2boQUstGfPOp2FM/cKPfHGrT/0BLo6Lw2M3tl2YE6kIk9DCAcYmNjs05q5PCig7W9CknIlywmoRpkfMy1tb6VNbAcBfptlMsotGxIpFngIH+sAZrHa9LRyYM8FZ6bxs5rUSTPzqwtM2BmAzYbdwpolGqUZe/w7aDTd/YyjYxRraY3DdxWTMcaog2pTTp/NSBWuy845WJ5GsSvEOzLhkezKkxTjrWo2qzarLT1OhimUBkwvUelCQJoBwbr1rNVO+NV6ugRCnkfnrqxTOdrYue12pUrdxxZo4KCWo1saTqJd6qxtk+mwd3yOsRZKcBSWdsdQNsXFTW/2D9CR71a/zCgqgF0RTZjWnA1MOhsHZJRlUqzPhtrqFI71RG60mCTcCET7aCSRxMUKh8zQmv2yesGm4oZ1colEonNEBihfIMKnjrKQqPyGsxiJSabogI9MRirmHzKZQqVTgLBzfWjwZj357Wa9b7iwVoGbSNJuftY1QDmSmotN4ZC86rpvGbjaiXHjhw5UqHBGlrcZlJPUbV5OBeD2RWFpkHV/NUAPBw7mO1XTVZwoI4pVFgNypTeM0MjknISa4pRrorUUEDjKo/UQLekkS+DR9pM3qnWUDLhYdBCVMNerMafcqG81wR1Hib1GXiZcqIaONdmJLGmUKlIDQW0+TUzs3unjqbQQrrWKlmx1s1Cg5awBqsZoDXJqKbI33mUKdVPw8sUINo+qAHgQEST63TwGQajdsixhE3FoYB2AGNNqR1ho4WotrIOG8qV3SBV9r4yaM+K5YFYM3kQDWOtLm3ZxrRl8lh49jJY2jGvBjNedTEZBpNH8yqPRM3EwQ2qlSpJ022EWJvJxBqW9W4+tuHQ5c6PmjlYg1k51uhHq0DVRgCNSr4zo8yx9FJdL9YprDM1R5TabyaLNuTFuUHNGqI3LKNqBTpsigzYjBPV5pXrsgax0Bo1aaRaREFNZ2po8TETVm51I5RyqADogVh6qW7fvmJSaWpOKqaQcofU3OOPNH11DPR+emSk4/Wvmr46brLBqpO6tq+aTrbp3oiFFaYjTWlN/3fcZlOsb8rKypoPXcUbTU1HDGvSYt8YxYzlKe34Z1pTGlhTWtkReulkm0E3PzYrK60NyCbfecC8RWJSmril1FeJuCaTSaIlq1QqJd7AkkQ7alIqlEoJTJdMigKdQqmSwBp41KZs7KCqo8fboVQqChT49UXq24kKJQxSG67DV5hCeQcctVerpfsp/Joo/l0f11CG971q/AWG6wGPqy3levGbW95SWKGmvgurLoVPpIW6QBkuUc8nG078TayHJ0Yj37M94/kmcGfI4xk68z9n/Aav6qGMPK4mhvDf4KPsz1iqho8Bv/HjwjZncKXHc0Y95BkZmoJqk7enhwACtPOqp/wSwd+VvF5o+EVhLdek+uc/uBN989Bz1WiTVM0D7z2RoSehQZEojr2R9ZWJ6y0tnXDDkeuvmqeU2yGZ+AJcx45XGNOy1igkl9msA7+Kcp1V85R6X/8Dbf4Flo0q13zVlGbOKm5TqF7/w+vhNqFMq/ZcZ9U8pf945HK2RpHV1FsLObVA+fplN/ynx3O9Y02NsSSRqEIuJrwBU66pXbY+qyl2Wcwo17+ZSWViflMrJKOXH79XnddCMzCX68+cjDErJKZjsWkbly3LWqPE7BvyKMu8XrXn+o9QGIaloYbpFNd6tR3H3pjPT2uydUAyDdkOByazuXoS/29wnfKa2tsRsz72keMmL3Rp1+l/W64TGiQ97ugfRq/23zEmRjs1Hm0EUqoabkjO9kCCHRkZ8hdIOpnjSlzjIeUy8JVu8k8jUAw6SMEm24yoafN46Eo7RN/glX6FEVKF8WeEFOShoeGR8ap946WDt5QUYugKqNZASzL4iKeUaRew0+DS23oBFaII4x6qOv0crn8cML+8XnLFG/KQNjAq4Gm4ijxGVRD18HAw2gi2VdBL2RTKjtFSaMtgoUCJrZdE2YFvZoL10IoplTZo12yKGGy3lB3wilxs4RSN0KqZlJLAJjFUj4ZbKU2w2jT6IryEBB6Bh2z4AL4b9HqjuAo6N3yqZFRi6tAOD9P/EUSheSX7d9eD8Sy7oWe17a438/ButI6//+NcqEKj73zM0+mik8TRGn50vTk6qd5iqf94v0TbAY+0lVk+zq3Q5fo30VnI4/U88iKwNvfj/TYFvJKuoO1jcT2/DB6Da73ZsrtNoeMlJVkqcJvdbbrjH78zql3HVg0mwWNOkZPjHEvmjMk1FncXL9/udHKkYnmmNTlGojzmsIsFYqmd4x7rdYjE+VaRG/8O2QiPlNjrzVJ9f69vwCoWjLk5HKfY7MDH7U5xPsfJ4XTV+9L1PYbuHmuPL9qB31Wt77I78U/ISa3uaJm4C56Sb5Yni5xieb2o6pgkCE0tUWRapcnJyZYkvUMj79Hny09Y+/P7rdLqTH1zgU3Z1q8Xlznt6elWqcVhHUtqrrI7m5PfVnKVFa36erNb744WVOmT9oms6el2Z/3YQL/VPZBvadb353fpm+Xp+nS5APhkVfoTmW57T09yl71rIL3e7eRVS63JPW5rprzZDhsl2UsqxqGN2ZN9MpncLBVF8/tF0fITIJPZKaoXW5MNtoI2UC1JXyWQddnHkkEdQbS9SyNQcrUxbf1WUM3uFgsGrPW4iQA+hUAg1jfLBPISa5Igyd5V1gPvCtKN8dwcngDu+AQgoUxgdjvXi+39GkGPvUqT7Haf0NQ7qypU37JjTS3RjdkH5Hydjp9u77HYHfLeE/YxQXWXKGnMOmC0KaoBTawf8GmSpUnNgOart0urjTCRiakgaF3SdF+yNUmsr5LJ8n+o9wnG9FV8gcYBm1o4FBqoNmYRSc2CsR8y4Y41XePjSZ3VmfZkjU/McfAHpI4ucz2HRpsWUA3QkvHPhBqLqBXizcdHNDOgifWMaoAm18wzr++3i32yenuXOUar1iqrEc1dktEsz9fXR9udFl9ZW5tOhmg+fpUe0aRsNJ6Ml7uGL0M0Gc9N0Pg+sb0K0PLd0RBrDBpbtWS5RmfT8QfsnNZqOZ841A1hQxxKqybXFXSX0WjSthgtzPGJahB3R6vz9Ukyh76qWlBgsxkpNAc6VN+qgTAjaNGAZlA2mmxGCo2oNsD3jXEAzT3mTgqHphjjSPMH8nM1mnoYQjI5v9men5Rvlc5DNIWugkIzKFQF1Sy0ES8Va87kTGl9unVMUO/UD/ANKhpNU2XNT+p3in3pLNUKIEuqjH7VxgJo9dLMpLCq4R/7nbsNcotTJJZpekE8u1WUjskj4FCDLYBGO5SoxklOko4hmi+Jo8/XFPjR7Byrvrm3O59GQ9UKRmHKGqKamKBZHAMEbd26aSHDoCq6HlKfJt3OSZajQ5sze5I0BE2hY9AU4NvtjGpKP5ozmdcKiWVMJheIOfpMg452aJW1ObPV3iNDh/oY1aCLsxmDYk1GVHPy0lvFTgZtblCsCXzlkJulTrebJyOx1m00aHqsyXJWrBmCYk1Nj1DOAL/KkWwfg/TjG7M6o+GWqObQ15NY62GpZlAoQ2NNRlQT8cakPUS1N4PQIK8NaMpsNk2mPT8d0jaOUB9+RSHTCknFQKPJ+PVJ0ZAR/LGmVZJY4zTL8rscHHHZWL1M7tCP+Wi0Egw/ez+fyWtkhEa/bdH5R6gZVCuj0NzRFmkyqvYiffgHFVVCqeSh0ZQd5Vii7a18DaAZVVyTrgf/0UBWRqEJ5A772ACF1sWL8Y4wDq3yjbmlTpLXBPn6TL9qkNeSIKdiIYBUi2jVmHI1PkDjy1h5DVWLNnd1EdWC0RQkeWjkFk6/ht/PSZIBGkRFhw5iTaaRl5Fq4PD1Su1iBq2tEUYoolnMnCoYm1CgxPqjckEzqNYdhGaAyicTJOvFPJEzGhzrRyMjtL8a7g1oQDV+vxNTLnUYFBrNAzVU7x6oGqiHj+zTZOodvSf0mTFcbYeiB9fn1zv04mq3NX9A32Up0Yu7jUl69/FGrXqksa0Laqi13wcl3p7Ec1qT8/FLY8ZMfX9ZNx9rllgv1URDQoJSHw011JEusooNsnx9PqA5OTx4XnO+0y6WV3Es8mSrvuS4ijlAi4r+fsLbbmwaehxdPIMmWtoane9+u1Hr7bCNOd0cqJD5TqrzkIr5zc6k8oLdon6YB6i9pmNVIotZ2izTDHDcSb5M2FgqLlDEjDkHKsp1zfCsejfIAuuhaeHLLA5sM9p0BT3OnooCXquU6jzcPXwogRb5mNQ9cPzFIDTw6PHdFrBoS65NZTqWa+Hxdt/QAXMg6ONwvZln4ekMvI+TeHJd9O7XTaZ/7H5H0qGG2elo7u62it25Nh1vt4VnMPCSPj6uMHFN+3e/A5PPd3Yf1x3bbTmmK8Cn6hTHCtp2Q3NmUqn2796vUql2W45X4KtG6yoqcncfr+BB4/fitOX0wYBUzFfpGmNiymOUMY3Q03Y0NiqVjeQ/xUs7GsthvULZqNSqYDHGpGps7CCblI6osdNrbMRVL44qG2OgnYUXacRvAOLj0Bs3drwIS9wX8dVhWctVwm/8l+oOvOUq4SEJrpK8+KKp8UVYbpQQzeYGVMP9jtim41SAzEBgqZRMK3AHoxZ3N+LuRdLle8n+uxG153/or2xpye5LsoMPZxLk30DVQ8Pfkq2+hQmE+ttvYZNvicHvEfg1PDz87bp1//u/64bJgXbwZxqkWuCiyIhqgW/O4+zmafowBOyZlAfnWXhwgLA7eXBLspOSmi6NBDbCf4f975FTZAE+wjB9yAg8fsQwObYFdfwfcpSd5XBljj9FDjwVUG1o6Omn6X2L9O3T/p2NzOOMkcXAzkjmTsj/Voc5nA75v/VhPALL6ZDDObGOikXA5t61avcE/28w6aktC2h4OPRoKHgEC0YkcmgYP5QfjMaiFbvrrlWLP7622XvIITzGHXfE/y/rMO09TR+96fJYc/EoZ4sX40FPpqxaGKZT4Y6os46JqHVvhnHiw0Fqzb3rfQrr1sWWl3dNRrVwR4QZdzgGKqpOk+V1QVQhYj38cIgTgYpgrbK8fOGOn2+ImPC/aq/ENf4IEeyAP+0/+haBCnCFEQu1osW6dXf03bsIFppqEhKFjLsQKCLVadYxwYKhpi0Po9VcElmUWLkv333PHQ8yByZaMtuv2pUPcBTWd6eYA7fQVOyYCqFazj5gHrrwfYZq8Tu8J0AsP9am2be9d/+7ES8OXwVN+CNHARJ1N0SqN1lQ04IdyIxCZhjeuvj96Jcv3OP3Icr15Z0fvMtZuvQ1+v/er+aQWkHZE3Nn6BHdxmWFoKMLzmXlBiqw3gcX7mJTRZyf/cV7vxIB14pFi6oijl2ZigVEDb1QlYLG3/IQKr9U77OpojGwAi6kvfjBa4B1cMWiLVu2b38o4gZ2NE94lC9S+4JUCgM1bfm0UKWoYP/0rlX+MXjrO+OpIjbM/vJfxItLV0gXtW7fvn3z5s0PRRw7vS5w+DYKjTnIHIN8RSTqoIssreb6/UeYaKpVubwnLoRSRWyC4LrvXSdgHXR3tW7Bg+gJ8ciDoNo6JkueZlwb5tiA4YmCsIKE+vQuGopS6lmUCsfghuCDQ28iMe+2L13qdEu3oFzABZfNRLUb3jzFCp4JkSYCohosVqDTcR4Mdc/PQ6QisYVYTsA6uGDRltZWhCKCCYWbabTxukyEExTlrHB6mJUQGKabn30n1/wEBhVLquCQfxeHotPdhTG/+WjGZuFRIVDhBUyIaNMux7N8omzg7xOo46GymT7dz3v5bhJTYQ/NfH7PF+/d/5poKaXW0e0fovsAa3NGBnLRmsUJAS3MEUWXB+eAQBzNpasLhUMBUUh4LNV3eKATMv18goNqow/vu59OEItIxGccRQ6ClbGZSBaH1zhEy304vPkHmV8c6nCxqxYzSLfeDEA3//655/bzzBhPd6BOEx7Dmoj1LhEL89YWkiAABqD64AZ+hH0Eibk+FpEbetzaVcwlxBY/u/jZZ2+m7PcA9Lf95uonIBkQpAcvd1jt87Nvg/SAPjwIPvzxw0+2f/ihkDluKjmfU8bmuIxKcgRaoR8NVPuUsvff//R92nDh2ffJ0XcZlpvx8MCIc5y3HngooCsQ+anoyFqx6MdPtmz5EK2vr28zc1IMYUlGRlxfSQZ1r7IkoNrfJjg08nMA8rf9r685bjZXvwwhdGEXhXMVPExXA1S/YqgWMVCIRYxB68MjCQsrqfN3lGQIGZc+FLHrbrZdAIYLu8DwcNN3EBSEeXBSh0GHRPrFvz64n0WFEb85joFqaOgjJw+Jo043AUt9lcSdSAg/DBp1KG5iEdTlGmzDkj0o1btuzkGIK0KFUEL6kLwEiz6nyaWEBBdtQId+RHdW9sXhKVDiaLTrYhvOA9R7KNVBDkAxucF/MF7Kd7RcDcCV4opvaTkLRk4Bk+MA6eJKQLAScvKr64MGyeq2O/8IUG5yBOAVUuK/DKoQbg4+eU6fH6wQsB54qqjomaKnHjh7Nr4wJweP3S6kgg5vrglt05I9X9753n33v/vaCicKtYIIBT0DnjJHSEphuBMPNeCZTArPnn3qzzt3ztj70oydO//81NmzhSAckMVVkrMpQbxNCW3TktlffgFMH7z6Gh50fsWKBYv+suXrix9W5pGkKaTSEwZYmJMO9eEZr1wtZ5/K3rv2848gEH569PDavdnnzhaicHg0dCqhCOMemkw0+ZFe/ZEwLViw4K1PLr5wKaFSmHIppzKvHUcdosELAxbRbrxsCSnxLWf/vHPtRxGbDs9auxYBH12795mzLa6EBlCrj068V1ZtEwDt+XLbnY+/98Gf/vTqJz8uoOyti4CEhzHHs8w42lNS2tsdlTmQB+DlGyrzSuIoMlrDILIE0OzPMz6P+GjtjBuJLXzp84jDM256oMXlctCbYyp5LAwM0IA+t90GPPfdB0B/+vsn5FQmC+Dn4i0vvJDCnIKEOj1ViqvdldDuSHA4MEnBLQx/hmz8iaSALBLI7o2YdSPLVj/6KGHLaaASLw6FxyBpz96z50sk2bbtToSZ88EhoPn7JxQPGjn5TEtLywPkPB7k1IOFeFYqii4+x5HTnpOSUymEXNWeB68ujKMlG+/NuARX4dlngOylG4Ns9U+PzngmNd6VgBthDhGWPBYBHCl///sLn73w2cWLF2956xYgAW9R58J5oCX1Af85/FhWiGchbKG1c+EpvVJQrkuO9sqGnMoSgKvMCI/WAO58aufhYLKFC59cvfb5e/cmt8QnNFCiCUtgGJCz8jxwywOUhT3HW2rgjD70KVAi40G3Qgotp93hSknJaQdn5kHirIThv/loXka4zAGRBqJlr30+yJsLn3xy9erVs57/5U2RLSgbjNLNZIT+NsxZlwKnOQplZE4ag7JRbJDJId7w9CSV7UKoOHmQzx154BJHxnjZGlyus517Pzq/kKEiZL/75S+B7d5HZxDZhBlUa/RQxG8Cp6jCE0GF8IWATWdOHMOI5iInW0oA0RwMWUNcex6MhYQSTHPsMEOrqjr757URaxnBbgdbCGSItvb5tTdhtAnj/Gjjzuw1EVvgDE2pLYxmKfHABgOzvb1dCIEE3mxoKMnIyxB+KMzLoHFYaAlx8S07Dz9PZY2F398+Ey63IxqyfXTvXvQofh7EC4v26wBbEJY/1FoYNFc8AUuBKMuBlFaSV9IADsnA8ZmXEZw0Gqik9sBTez86HCBD+371rFm/XLt29eePzkiPjCcfYSI0tmysIGO7kzpnHNGMtFw5OXgaMmF7CTaFeVCNSjJK+oQhtROrlOts0Us4CBbS3vz+P7///vYZhw/PWr16xuoNa5+ZHp8Qd3UO9aOlss9Q1OJHAzIXc2K0BmE7NNJxNFleJYyCzZtnz559W/O2x79u+PJLWLwzwXX2mZc2rPUH2n+CfX/7979b/buFC29c+G9AK7wcWrhIS50+jgzRcAT4rQQmHlAEcVx+jacCg4D7+uuIOXP2LHl8SdxDD277cs7jD25LADQcBZDKnvSj3U4PV0BroVTDQvLY5dBCwj+SOqUTA4ZlKgDWEEd6mow8bGoyMvBsczAmvo6Ii2uOmLNpzm1fbtuW03fnEnRoxCwEe/J3N1JotzNoMwAtlUYjreRvrjgEaMUiSYliyAgbSzRqMBLNYEqJDQSMh5K4COi6z8+5bc+mOdu2xTU8vsmV2jnj0VlPYpr93Y2gF0Qa3FAZbsZPL/010o8WNwFaEBglWiTNxoDhiZ4CaFRuoIalMIOZg1QC2ubHNx36xYYlX2/bJozbswfK1N6PPgLV4IqyDcLldn8dnXEulY02dkVv0prhyXFbAnEWT5+1x68ZDsg8lItOGzBLEvZFzF6y6fG4hj2PC7ctmX1+9iFoO3Z+HjEDYg3Qnvz+dlozYocP74xsSWmYQLUJEhp14lk8PS5kMwRrId5k2Br8uRXnG5VUgSKixc25b04z3DnU3PDQnDlzoKhthXHw/OcLkW1hUCHFUINqkNDQFxbtZ2HRgjTzt2r02XrwZEwNrLQvrKTqE0UWl5MQx5T5qiqqj3xq7+ENv7sxhAzs84+o1oOZPAehXWZsUnEWSXcbKYw78Vw9KSFoFBkjXsA2k2qF7dpLj9678MZQshkbVoNoKYjWNw7tZxMFGivOGMniGc1o2cY1GZWVrNPMsnYAQVf0wM5ZGz5fSPcdfrJ/H955jhKNZmOhTRRn4zSLp87sSDRLgc4Wz/81jiyD1XYIhQG4OJcLyuisiM+DVZsBtf0ZRjSKLYA2oWakPWPHGZkQ0HGG551OuNQQwtZXCSWUXoT6gGfL88M1gGyde2dtuJfd6K7dcBj67xY/GbL50cJkWr9mkSTRFsYHNCNniqM1Q7IQNjqzETLsQ4SBXVNCbHQf6Ny5+qeIwy+R5mjvjLXnI2btfeYBdKcfrc+PNnFJj6Q0K2REQ71cGGAAlkJzhbL5pwV9JdTOKWofFe1SYEs9d9OMWY8+/+9/3/v5vR/99NPnM3Z2pgaT9fVRaEx5Gl8ESJyRE7gHNHMxNQDPgu1HawgzFaAzCMYeaySgbi2pndl7X5p1+N577/38pRk7wZmRLqwp49F+FhYtoBkroQUqQEMCS7TwbDQZvZOFrVt8ZGTyMzfdtHPnzptu6oR3gM4bXqEvBC1sV+vPGmRwsuOMbtGonWQNDZdh66OTHPqVlURwnozCtZDT/6ZiyxDvoopdCBrLm2GKQGrQ4HSlMO5sCGehaIw7qeATxgmD4FzxhXSn4GJal1C08WSpQd6MbGHns0AX1BA4b/IEbPS+RmpnQSW1u5HxKUVH7ZRMCDwxDBqLjFWeqKzBjjMXoxndB/UFswWdaHxzJSu74d68SqGQ7dY4Rn220mHRJnAmMzhTAt5MIPuIg084PV64PnRoH/V3Ckq/oNHAEI6L0GC06RMntEDdDJAlMJqF0S0kdwhJ/qA928dKbxORhUELVzhbQgpnAjMEgie/E7tUSAKsT8jEXMlVoDF09D6PUHdGjtPM5Y+zcWiX0Y28vf/vFTTalcD8aP/xm9+Os0PUBa8se+jQQ3idvD32mH+J/rkam/P/BRgAkvVXgO58UTAAAAAASUVORK5CYII=)
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)
Voir la vidéo de présentation
Dr. Anita Archer covers the big ideas in explicit instruction in these short video segments about the Golden Principles of Explicit Instruction.
Perfect to View During Staff Meetings!
Use these engaging four- to seven-minute video presentations for quick inservice opportunities during staff, grade level, or departmental meetings. Staff can watch a segment, then take 10–15 minutes to discuss the golden principle and how it applies in their classrooms.
Topics include:
- Introduction
• Explicit Instruction
Management • Anticipate & Remove • Assumicide • What You Expect = What You Get
Instruction • A Quick Review of Teaching • Concepts & Vocabulary • Practice, Practice, Practice
Delivery of Instruction • Up on Your Feet • Avoid Voids • Pace of the Lesson • Learning Is Not a Spectator Sport
Conclusion • Passion & Compassion
Available in DVD and BLUE-RAY format.
Twelve Inservice Sessions
Title | Run Time (Minutes) |
Introduction—Explicit Instruction |
3:40 |
Anticipate & Remove |
6:09 |
Assumicide |
5:46 |
What You Expect = What You Get |
7:45 |
A Quick Review of Teaching |
5:16 |
Concepts & Vocabulary |
3:56 |
Practice, Practice, Practice |
6:05 |
Up On Your Feet |
6:17 |
Avoid Voids |
6:16 |
Pace of the Lesson |
6:31 |
Learning Is Not a Spectator Sport |
6:38 |
Passion & Compassion |
7:02 |
|