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À quelle date le bulletin apparaît-il sur les Espaces ?
Les bulletins apparaissent à la date définie pour la promotion dans l'affichage Notation > Périodes d'évaluation >
Calendriers et périodes de notation. Par défaut, c'est la date de fin de la période (trimestre, semestre, etc.).
![](data:image/png;base64,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)
![](../../contenu/img/commun/docs/hyperplanning/Aff_CalendriersEtPeriodesDeNotation.png)
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