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)
Ieri il Senato ha approvato definitivamente il ddl di conversione, con modificazioni, del “DL 71/2024 - Sport, sostegno agli alunni con disabilità, avvio a.s. 2024/2025 e norme su università e ricerca”. Il provvedimento contiene anche alcune misure dedicate all’integrazione scolastica degli alunni stranieri, centrate sull’apprendimento della lingua italiana.
A partire dall’anno scolastico 2025/2026, il Ministero dell’istruzione potrà assegnare docenti dedicati all’insegnamento della lingua italiana alle classi con almeno il 20% di studenti stranieri appena arrivati in Italia (“che si iscrivono per la prima volta al sistema nazionale di istruzione”) o che comunque non raggiungono un livello A2 di conoscenza dell’Italiano. Nei concorsi per il reclutamento di docenti della scuola secondaria verranno di conseguenza aumentati i posti per la classe di concorso “Lingua italiana per discenti di lingua straniera” (italiano L2).
La nuova legge prevede anche accordi tra le scuole e i Centri provinciali per l’istruzione degli adulti (CPIA) per verificare il livello di ingresso di conoscenza della lingua italiana e per predisporre i Piani didattici personalizzati degli studenti stranieri neoarrivati. Inoltre, già a partire dal prossimo anno scolastico, Le scuole con tassi alti di alunni stranieri con scarsa conoscenza dell’italiano promuoveranno attività di potenziamento didattico in orario extracurricolare, finanziate dal Programma nazionale «PN Scuola e competenze 2021-2027».
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DL 71/2024 - Sport, sostegno agli alunni con disabilità, avvio a.s. 2024/2025 e norme su università e ricerca
Articolo 11.
(Misure per l'integrazione scolastica degli alunni stranieri)
1. Con il decreto del Ministro dell'istruzione e del merito di cui all'articolo 1, comma 335, della legge 30 dicembre 2021, n. 234, nei limiti delle risorse di organico disponibili a livello nazionale, può essere disposta l'assegnazione di un docente dedicato all'insegnamento dell'italiano per stranieri per le classi aventi un numero di studenti stranieri, che si iscrivono per la prima volta al sistema nazionale di istruzione ovvero che non sono in possesso di competenze linguistiche di base nella lingua italiana almeno pari al livello A2 del Quadro comune europeo di riferimento per la conoscenza delle lingue (QCER), pari o superiore al 20 per cento degli studenti della classe. Nella programmazione dei posti da assegnare alle procedure di concorso ordinario per docenti della scuola secondaria, il Ministero dell'istruzione e del merito tiene conto del fabbisogno per la classe di concorso «Lingua italiana per discenti di lingua straniera» (classe di concorso A-23) derivante dall'applicazione del presente comma. L'assegnazione dei docenti di cui al primo periodo è disposta a decorrere dall'anno scolastico 2025/2026.
2. Ai fini dell'accertamento obbligatorio delle competenze in ingresso nella lingua italiana secondo il Quadro comune europeo di riferimento per la conoscenza delle lingue (QCER), nonché per la predisposizione dei Piani didattici personalizzati finalizzati al pieno inserimento scolastico degli studenti stranieri che si iscrivono, per la prima volta, al Sistema nazionale di istruzione, le istituzioni scolastiche possono stipulare accordi con i Centri provinciali per l'istruzione degli adulti (CPIA), anche avvalendosi delle risorse di cui al comma 3 e, in ogni caso, nei limiti delle risorse umane, strumentali e finanziarie disponibili a legislazione vigente.
3. A decorrere dall'anno scolastico 2024/2025, le istituzioni scolastiche promuovono attività di potenziamento didattico in orario extracurricolare a valere sulle risorse di cui al Programma nazionale «PN Scuola e competenze 2021-2027», in attuazione del regolamento (UE) 2021/1060 del Parlamento europeo e del Consiglio, del 24 giugno 2021, e nel rispetto delle procedure, dei vincoli territoriali, programmatici e finanziari previsti dalla programmazione 2021–2027 e dei criteri di ammissibilità del predetto Programma. La partecipazione alle attività di cui al presente comma è riservata alle istituzioni scolastiche che registrano tassi di presenza di alunni stranieri, che non sono in possesso di competenze linguistiche di base nella lingua italiana almeno pari al livello A2 del QCER, definiti con decreto del Ministro dell'istruzione e del merito, con il quale sono individuate, altresì, le modalità di partecipazione al Programma nazionale «PN Scuola e competenze 2021-2027» sulla base delle risorse disponibili di cui al primo periodo.
4. All'articolo 1, comma 335, della legge 30 dicembre 2021, n. 234, dopo la lettera b-bis), è aggiunta la seguente:
«b-ter) sono definiti il numero delle classi con una percentuale di studenti stranieri, che si iscrivono per la prima volta al sistema nazionale di istruzione e che non sono in possesso di competenze linguistiche di base nella lingua italiana almeno pari al livello A2 del QCER, pari o superiore al 20 per cento degli studenti della classe e il relativo numero dei posti di docente.».