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)
Le cinquième et dernier atelier de la série d'ateliers en ligne du CECR 2023 intitulé « Mettre en pratique la médiation » aura lieu le jeudi 30 novembre 2023 de 16h00 à 18h30 CET.
Cet atelier commencera par un bref rappel de la conceptualisation de la médiation dans le projet 2014-18, qui a développé le Volume complémentaire du CECR. Dans cette première partie, les participants réfléchiront au potentiel de la médiation dans leur propre contexte, en soulignant les aspects les plus pertinents pour leur pratique. Stimulés par les descripteurs sélectionnés, les participants discuteront ensuite les implications clés de la médiation. Ensuite, dans l'activité principale de l'atelier, les participants sélectionneront des descripteurs et les utiliseront pour développer une activité de classe. Cette activité sera suivie d'une discussion guidée sur la manière dont les activités basées sur la médiation enrichissent le discours dans la classe et stimulent l'apprentissage des élèves.
L'atelier sera animé par Enrica PICCARDO et Brian NORTH.
Dr Piccardo est professeur de linguistique appliquée et d'éducation aux langues à l'Institut d'études pédagogiques de l'Ontario (OISE : Ontario Institute for Studies in Education), à l'université de Toronto. Collaboratrice du Conseil de l'Europe depuis 2008 et co-auteur du Volume complémentaire du Cadre européen commun de référence pour les langues (CECR), elle a coordonné des projets de recherche internationaux sur l'innovation dans l'enseignement des langues et la formation des enseignants au Canada et en Europe. Elle a fait des présentations dans de nombreux pays et dans différentes langues et a publié de nombreux articles et ouvrages scientifiques ainsi que des publications destinées aux enseignants. Parmi ses publications récentes, citons The Action-oriented Approach : A Dynamic Vision of Language Education (2019) avec Brian North et The Routledge Handbook of Plurilingual language Education (2021) coédité avec A. Germain Rutherford et G. Lawrence.
Dr North est chercheur et consultant auprès du Conseil de l’Europe depuis 1991 et ancien président d’Eaquals. Après avoir développé les niveaux et les descripteurs du CECR dans son doctorat dans un projet du Fonds national suisse de la recherche scientifique, il a co-écrit le CECR lui-même, le prototype du Portfolio européen des langues, le manuel pour relier les évaluations au CECR, les inventaires de base du CECR d’Eaquals (anglais et français) et le Volume complémentaire du CECR. Parmi les autres projets liés au CECR figurent l’étude de l’utilisation du CECR au Canada et en Suisse, l’alignement des niveaux de langue canadiens sur le CECR et la matrice QualiMatrix du CECR du CELV. Parmi ses publications, mentionnons : The Development of a Common Framework Scale of Language Proficiency (2000 : Peter Lang); The CEFR in Practice (2014 : Cambridge) ; Language Course Planning (avec M. Angelova, E. Jarosz & R. Rossner, 2018: Oxford) et The Action-oriented Approach (avec E. Piccardo, 2019: Multilingual Matters).
Les langues de travail de l’atelier sont l’anglais et le français.
Veuillez vous inscrire ici.
Télécharger la lecture de base.