[Nuovo Reg. Did] Appelli straordinari

Ultimo aggiornamento: 27/05/2026 16:25
<p>[table_of_contents]</p><h3>Informazioni aggiornate al nuovo Regolamento Didattico</h3><p>Il regolamento didattico di Ateneo prevede la possibilità di istituire appelli straordinari oltre a quelli ordinari.</p><ul><li>Sono collocati nei periodi Marzo-Aprile e Ottobre-Novembre.</li><li>Il docente decide la data di apertura dell'appello tenendo in considerazione le aule disponibili (prima di rendere disponibile la data deve avere via libera dalla Scuola sull'utilizzo dell'aula).</li></ul><p>Seguono una serie di aspetti critici che bisogna tenere in considerazione:</p><ul><li><span style="font-weight: bolder;">Non ci sono calendari ufficiali</span>.<br>Non viene redatto un calendario come quello degli appelli ordinari. Ogni docente si muove in autonomia:<ul><li>inserisce la data sul portale Valutami;</li><li>comunica la decisione alla componente studentesca attraverso i suoi canali di comunicazione (si spera lo faccia).<br><br></li></ul></li><li><span style="font-weight: bolder;">Persone che possono partecipare agli appelli straordinari</span>.<br>Gli appelli straordinari sono solitamente riservati alle categorie protette indicate dal Regolamento didattico di Ateneo.&nbsp;<u>Nulla vieta l'apertura dell'appello straordinario a tutta la componente studentesca</u>.<br><br><table class="table table-bordered"><tbody><tr><td><u><b>Articolo 23quater, del nuovo regolamento didattico di Ateneo</b></u>.&nbsp;<br><i style="font-size: 1rem;">[…] Essi sono riservati a studenti/studentesse appartenenti alle seguenti tipologie o ad altre analoghe eventualmente identificate dal Senato accademico: <br>• lavoratori (cfr. art. 27);&nbsp;<br>• atleti (cfr. art. 27); <br>• iscritti oltre la durata normale del Corso di studio ("fuori corso"); <br>• iscritti all'ultimo anno di corso previsto dalla durata normale del Corso di studio che hanno presentato domanda di conseguimento titolo; <br>• genitori con figli di età inferiore agli otto anni; <br>• in stato di gravidanza; <br>• iscritti per recuperare la mancanza di requisiti curricolari o della personale preparazione dello studente ai fini dell'ammissione a un corso di laurea magistrale" (corsi di transizione); <br>• detenuti; <br>• caregivers (come definiti dalla Legge 205/2017 art. 1 comma 254-255); […]</i></td></tr></tbody></table><b><u>Si invita a leggere in fondo all'articolo (nelle differenze tra vecchio e nuovo regolamento) le note su studenti lavoratori e iscritti all'ultimo anno di corso previsto dalla durata normale del Corso di studio</u></b>.&nbsp;<br><br><font color="#ff0000"><span style="font-weight: bolder;">AI FINI DEGLI APPELLI STRAORDINARI SI E' STUDENTI FUORICORSO DOPO AVER PAGATO LA PRIMA RATA RELATIVA AL PRIMO ANNO SUPERIORE ALLA DURATA NORMALE DEL CORSO DI LAUREA (QUARTO ANNO PER LA TRIENNALE, TERZO ANNO PER LA MAGISTRALE). Detta in altre parole: avete diritto agli appelli straordinari di Ottobre/Novembre perchè risultate fuoricorso fin dal pagamento della prima rata (non dovete aspettare marzo).&nbsp;<br></span></font><img 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style="width: 50%;" data-filename="image.png"><br><br></li><li><span style="font-weight: bolder;">Possibilità per il docente di limitare l'appello straordinario alla sola prova orale</span>.<br>Il docente ha la possibilità di svolgere solo parte dell'esame, limitando l'accesso a coloro che hanno sostenuto la parte mancante in appelli precedenti (Esempio: esame prevede scritto e orale, l'appello straordinario prevede la sola prova orale per coloro che hanno superato lo scritto in appelli precedenti). Ogni docente ha l'obbligo di comunicare alla commissione paritetica di Scuola la volontà di limitare l'appello straordinario alla sola prova orale entro il 15 aprile dell'anno precedente, durante la definizione del calendario didattico.<br><br><i>C'è un po' di perplessità sull'attuazione di questo comma, in Scuola non c'è stata ancora discussione. Aggiorneremo non appena emergeranno novità in tema. Fino a prova contraria aspettatevi che le cose continuino ad essere come col vecchio regolamento</i>.<br><br><table class="table table-bordered"><tbody><tr><td><u><b>Articolo 23quater comma 3 del nuovo regolamento didattico di Ateneo</b></u>.<br><i style="font-size: 1rem;">[…] In presenza di motivate e rilevanti difficoltà logistiche nell'organizzazione di appelli straordinari per insegnamenti che prevedono prove scritte o pratiche, è data facoltà ai Dipartimenti o alle Scuole di limitare tali appelli alla sola prova orale. Tali deroghe devono essere comunicate in commissione paritetica del Dipartimento e/o della Scuola durante la definizione del calendario didattico. Per tali appelli in deroga, le eventuali altre prove che costituiscono l'esame devono essere state superate in appelli precedenti dello stesso anno accademico. […]</i></td></tr></tbody></table></li><li><span style="font-weight: bolder;">Possibilità per il docente di non aprire l'appello straordinario</span>.<br>Il docente può decidere se aprire o non aprire l'appello straordinario. Le possibilità sono le seguenti:<ul><li>apertura nel solo periodo di Marzo-Aprile;</li><li>apertura nel solo periodo di Ottobre-Novembre;</li><li>apertura in entrambi i periodi.<br></li></ul></li>Sulla base di quali punti del regolamento il docente può non aprire entrambi gli appelli? Si stabilisce all'Art. 23quater del nuovo regolamento didattico che&nbsp;<i>Il numero di appelli straordinari deve garantire alle categorie di studenti sopra elencate la possibilità di fruire nell'anno accademico di un numero complessivo di appelli pari ad almeno due in più rispetto al numero minimo di appelli ordinari previsti dal precedente comma 8, cioè almeno sette per insegnamenti che prevedono prove in itinere e almeno otto per insegnamenti che non prevedono prove in itinere.</i><ul><li>Il numero minimo di appelli che deve essere garantito alle categorie protette è pari ad otto.</li><li>Il numero di appelli ordinari a Ingegneria è pari a sette (tre in sessione invernale, tre in sessione estiva e uno a settembre).</li><li>Questo significa che il Regolamento didattico è rispettato se il docente apre almeno uno dei due appelli straordinari.</li><li>Il numero minimo di appelli garantito alle categorie protette scende a sette qualora l'insegnamento preveda prove in itinere. In questo caso il docente ha la possibilità di non aprire nessun appello straordinario (nè a Marzo-Aprile, nè a Ottobre-Novembre), dato che il numero di appelli ordinari è sufficiente per rispettare il Regolamento didattico.</li></ul><p>L'insegnamento di Elettrotecnica si avvale della cosa detta nell'ultimo punto (fa i compitini e non apre nessun appello straordinario).</p></ul> <h3>Differenze tra vecchio e nuovo Regolamento Didattico</h3><p>Si segnalano le seguenti cose:</p><ul><li><span style="font-weight: bolder;">Numero di appelli straordinari che il docente è tenuto ad aprire</span>.<br>Il numero di appelli straordinari che devono essere garantiti rimane lo stesso. Le possibilità sono le seguenti (nulla di nuovo): il docente apre l'appello straordinario solo a Marzo-Aprile; il docente apre l'appello straordinario solo a Ottobre-Novembre; il docente apre l'appello straordinario sia a Marzo-Aprile che a Ottobre-Novembre. Permane possibilità per chi svolge i compitini di non aprire nessun appello straordinario. C'è stato un tentativo di abolizione degli appelli straordinaria, fallito anche grazie alla presenza dei rappresentanti studenteschi di Sinistra Per... negli organi centrali.</li><li><span style="font-weight: bolder;">Possibilità di aprire l'appello straordinario a tutta la componente studentesca</span>.<br>Non cambia niente, nulla vieta al docente di estendere l'apertura dell'appello straordinario a ulteriori categorie o addirittura all'intera componente studentesca.</li><li><span style="font-weight: bolder;">Categorie protette che hanno diritto agli appelli straordinari</span>.&nbsp;<br>Trovate nell'articolo le categorie che hanno diritto agli appelli straordinari per il nuovo Regolamento Didattico.<ul><li>Viene rimossa la categoria dello studente "iscritto in qualità di ripetente" (non è mai stata rilevante a Ingegneria)</li><li>Vengono introdotte le seguenti categorie:<br>- studente atleta (dual career);<br>- iscritti all'ultimo anno di corso previsto dalla durata normale del Corso di studio che hanno presentato domanda di conseguimento titolo (<u>per il momento ignorare, il Senato Accademico dovrà normare con delibera successiva la presentazione della domanda di conseguimento titolo</u>);<br>- detenuti;&nbsp;<br>- caregivers (come definiti dalla Legge 205/2017 art. 1 comma 254-255).</li><li>Rimane la categoria degli studenti lavoratori, ma viene meno l'interpretazione del precedente regolamento che considerava studenti lavoratori coloro che svolgono tirocini curriculari o tirocini extracurriculari. L'inclusione esplicita di tali categorie tra gli aventi diritto è stata bocciata col voto contrario delle rappresentanze studentesche.&nbsp;<u>Sarà necessario ritornarci sopra (è nostra intenzione farlo)</u>.</li><li>Rimane la categoria degli studenti fuoricorso. Sulla votazione per il mantenimento di questa categoria i docenti dell'area di Ingegneria sono stati gli unici a votare contro.</li></ul></li><li><span style="font-weight: bolder;">Possibilità di limitare l'appello straordinario alla sola prova orale</span>.<br>La bozza iniziale del nuovo Regolamento Didattico (a seguito di nostra proposta in commissione) aboliva la possibilità di limitare l'appello straordinario alla sola prova orale. A seguito di lamentele di numerose aree è stato ripristinato il relativo comma, tuttavia si introduce l'obbligo per il docente di comunicare tale limitazione alla commissione paritetica Docenti-Studenti della Scuola di Ingegneria entro il 15 aprile dell'anno precedente, durante la definizione del calendario didattico.&nbsp;<u>A differenza del vecchio Regolamento Didattico i docenti non potranno più decidere all'ultimo se limitare l'appello straordinario alla sola prova orale</u>.<br><br><i style="font-size: 1rem;">[…] In presenza di motivate e rilevanti difficoltà logistiche nell'organizzazione di appelli straordinari per insegnamenti che prevedono prove scritte o pratiche, è data facoltà ai Dipartimenti o alle Scuole di limitare tali appelli alla sola prova orale.&nbsp;<span style="font-weight: bolder;"><u>Tali deroghe devono essere comunicate in commissione paritetica del Dipartimento e/o della Scuola durante la definizione del calendario didattico</u></span>. Per tali appelli in deroga, le eventuali altre prove che costituiscono l'esame devono essere state superate in appelli precedenti dello stesso anno accademico. […]</i></li></ul>