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Nell’ambito del Progetto Oltre la Media, esperti nazionali di cooperative learning e pedagogia interculturale, insieme a docenti di L2, propongono un percorso utile alla didattica inclusiva in classi plurilingue. Il docente che frequenta il corso acquisirà strumenti per riuscire a osservare e intercettare competenze e possibilità negli allievi con bisogni linguistici al fine di individuare le strategie didattiche per coinvolgerli, favorendo gli apprendimenti di tutti e di tutte nella classe.
Struttura del corso
Il corso prevede un totale di 30 ore e si articola in due parti: una prima fase di incontri seminariali, e una seconda fase di sperimentazione (14 ore) in cui il docente che partecipa al corso viene affiancato dal docente L2 esperto in una sperimentazione con la classe. Il percorso terminerà con un evento pubblico di restituzione dei project work.
Riconoscimento crediti
Il Percorso è riconosciuto dal Ministero dell’Istruzione e del Merito per un totale di 30 ore. Ai partecipanti sarà rilasciato un attestato scaricabile sul portale del Sistema Operativo per la Formazione e le Iniziative di Aggiornamento del personale della scuola (S.O.F.I.A.).
Il progetto è promosso da Open Group, Comune di Bologna (Centro RIESco – Area Educazione Istruzione e Nuove generaizoni), AIPI, Open Formazione, Istituto Comprensivo 14 Bologna, ASP Bologna.
Finanziato da CON I BAMBINI – Fondo per il contrasto della povertà educativa minorile.
Per informazioni e iscrizioniMail: iscrizioni@openformazione.eu Compila il modulo cliccando qui.
PROGRAMMA DEL CORSO
Seminari
19 settembre 2024 | 15.00-18.00 Pedagogia e competenze interculturali per l’inclusione: sfide e possibilità MARTA MILANI (Professore Associato di Pedagogia generale e sociale all’Università degli Studi di Verona)
3 ottobre 2024 | 15.00-18.00 Cooperative Learning per contesti inclusivi STEFANIA LAMBERTI (Docente e Responsabile dell’Approccio educativo- didattico InAgora)
11 ottobre 2024 | 15.00-17.00 Accogliere allievi e allieve nella scuola secondaria MARTA ALAIMO (responsabile servizi interculturali Open Group)
15 novembre 2024 | 15.00-17.00 La famiglia non italofona: una risorsa per costruire inclusione SUSANA BELÉNDEZ (docente L2 Aipi coop)
17 gennaio 2025 | 15.00-17.00 Osservare e sostenere le competenze linguistiche nelle classi plurali SILVIA SEDDA TOLU (docente L2 Open Group)
5 aprile 2025 | 9.00-13.00 | Dialogare con la propria multiculturalità interiore: accogliere e integrare è possibile PAOLA FINELLI (psicologa, psicoterapeuta e formatrice)
da gennaio a marzo 2025 Sperimentazione in classe e project work
Fonte: Riesco - Centro Documentazione e Intercultura del Comune di Bologna