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)
![](/portals/64/%D1%81%D0%BE%D1%87%D0%B8%D0%BD%D0%B5%D0%BD%D0%B8%D0%B5.png)
Сроки проведения итогового сочинения (изложения)
в 2023-2024 учебном году:
Основной срок
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Дополнительные сроки
|
06.12.23
|
07.02.24
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10.04.24
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Право на сдачу итогового сочинения в дополнительные сроки имеют:
- обучающиеся, получившие «незачет»*;
- обучающиеся, удаленные с итогового сочинения (изложения) за нарушение требований (в случае, если решение о включении процедуры удаления было принято на региональном уровне);
- обучающиеся и другие категории участников итогового сочинения (изложения), не явившиеся на итоговое сочинение (изложение) по уважительным причинам (болезнь или иные обстоятельства, подтвержденные документально);
- обучающиеся и другие категории участников итогового сочинения (изложения), не завершившие написание итогового сочинения (изложения) по уважительным причинам (болезнь или иные обстоятельства, подтвержденные документально).
*Обучающиеся, получившие по итоговому сочинению (изложению) неудовлетворительный результат («незачет»), могут быть повторно допущены к участию в итоговом сочинении (изложении), но не более двух раз и только в сроки, установленные расписанием проведения итогового сочинения (изложения).
Для участия в итоговом сочинении (изложении) участники подают заявление и согласие на обработку персональных данных не позднее чем за две недели до начала проведения итогового сочинения (изложения).
На сайте ФГБНУ «ФИПИ» опубликованы следующие материалы:
1. Структура закрытого банка тем итогового сочинения (уточнена)
2. Комментарии к разделам закрытого банка тем итогового сочинения (уточнены)
3. Образец комплекта тем 2023/24 учебного года (обновлен)
4. Критерии оценивания итогового сочинения (изложения) (без изменений)
Письмо Рособрнадзора № 04-303 от 21.09.2023 о направлении методических документов, рекомендуемых при организации и проведении итогового сочинения (изложения) в 2023/24 учебном году:
- Методические рекомендации по организации и проведению итогового сочинения (изложения) в 2023/24 учебном году
- Правила заполнения бланков итогового сочинения (изложения) в 2023/24 учебном году
- Сборник отчетных форм для проведения итогового сочинения (изложения) в 2023/24 учебном году
Сайт ФИПИ об итоговом сочинении