Benvolguts,
Una de les mesures que es va ordenar des del Procicat per tal de reduir la mobilitat de població en resposta al tractament de la pandèmia de la Covid-19 va ser que els estudis postobligatoris han de reduir la presencialitat als centres educatius.
Des d'inspecció ens han informat que, de moment, aquesta mesura s'ha de concretar en, com a mínim, un dia setmanal de no assistència presencial al centre educatiu de tot l'alumnat que cursi els grups d'estudis postobligatoris (BAT i FP). Aquesta mesura s'ha aprovat avui mateix en consell escolar. Així doncs, els diferents grups d'aquesta tipologia d'estudis deixaran de venir al centre un dia a la setmana, dia en què les classes es mantindran, però es faran de manera telemàtica. Per evitar una major afectació a unes matèries que a unes altres, el dia de no assistència (sessions telemàtiques) serà diferent cada setmana. Veureu que en el cas de BAT, però, algun dia es repeteix per evitar reubicar exàmens, aprofitar la reducció de mobilitat que ja fixa el fet d'haver-hi un festiu de lliure disposició i que s'iniciï el model aquesta mateixa setmana.
Per als alumnes de BATXILLERAT s'estableix:
![](data:image/png;base64,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)
Per als alumnes de Cicles Formatius:
Moltes gràcies a tots,
Ruben Pino Garcia
Director Institut Montilivi