#16543 Срок исковой давности по оплате коммунальных услуг
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Гость_17874Новичок
4 февраля 2024 в 19:10
Задолженность по оплате коммунальной услуги по обращению с ТКО с 01.01.2019г по 30.06.2022г. 09.08.2022г судебный приказ по гражданскому делу. 09.12.2022г. судебный приказ отменен. 30.11.2023г. исковое заявление. По смыслу статьи 204 ГК РФ, начавшееся до предъявления требования течение срока исковой давности продолжается в случае отмены судебного приказа, а не начинает исчисляться вновь (пункт 18 постановления Пленума Верховного Суда РФ от 29 сентября 2015 года N 43)." Я считаю, истец пропустил срок исковой давности, сумму задолженности считать с 30.11.2020г. Суд посчитал с 01.07.2019г. Кто прав?
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Редактор Мария ВласоваСторожила
4 февраля 2024 в 19:34
Апеляцию подавали? Указывали все эти моменты, с которыми вы не согласны?
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Гость_17874 (автор вопроса)Новичок
4 февраля 2024 в 21:42
Апеляцию планирую подавать, сроки позволяют подготовиться. Мне нужна уверенность, что мои расчеты СИД верны.
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Редактор Мария ВласоваСторожила
5 февраля 2024 в 06:52
Посмотрите еще Апеляционное определение Верховного суда Республики Башкортостан от 19.12.2019 года по делу № 33-23381/2019.
Срок исковой давности не течет с момента подачи заявления о выдаче судебного приказа до отмены судебного приказа. Течение срока исковой давности продолжается после отмены судебного приказа.
Срок исковой давности не течет с момента подачи заявления о выдаче судебного приказа до отмены судебного приказа. Течение срока исковой давности продолжается после отмены судебного приказа.
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Гость_17874 (автор вопроса)Новичок
7 февраля 2024 в 10:22
Срок исковой давности не течет с момента подачи заявления о выдаче судебного приказа до отмены судебного приказа. Вопрос: после отмены судебного приказа этот срок с момента подачи заявления о выдаче судебного приказа до отмены судебного приказа засчитывается в течение срока исковой давности после отмены судебного приказа или нет?
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Редактор Мария ВласоваСторожила
7 февраля 2024 в 10:39
Нет, не включается, а продолжается после. То есть срок исковой давности прерывается на этот период.
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Гость_17874 (автор вопроса)Новичок
7 февраля 2024 в 11:01
В случае прекращения производства по делу по указанным выше основаниям, а также в случае отмены судебного приказа, если неистекшая часть срока исковой давности (не понимаю, какая это часть?)составляет менее шести месяцев, она удлиняется до шести месяцев (пункт 1 статьи 6, пункт 3 статьи 204 ГК РФ). ![](data:image/png;base64,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)
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Редактор Мария ВласоваСторожила
7 февраля 2024 в 12:17
В вашем случае срок делится на три части:
1 - до подачи иска;
2 - с подачи до отмены;
3 - после отмены.
Вот третья часть - эта неистекшая часть.
1 - до подачи иска;
2 - с подачи до отмены;
3 - после отмены.
Вот третья часть - эта неистекшая часть.
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Гость_17874 (автор вопроса)Новичок
7 февраля 2024 в 13:00
В случае отмены судебного приказа, если неистекшая часть срока исковой давности составляет менее шести месяцев, то она удлиняется до шести месяцев (абзац второй пункт 18 постановления пленума ВС РФ от 29 мая 2015 года №43). С какой даты она должна удлиниться?
Овет: С даты отмены судебного приказа. Это касается требований, срок давности по которым до момента подачи взыскателем заявления о выдаче судебного приказа не истек, но при этом оставшаяся часть срока исковой давности составляла менее шести месяцев.
Овет: С даты отмены судебного приказа. Это касается требований, срок давности по которым до момента подачи взыскателем заявления о выдаче судебного приказа не истек, но при этом оставшаяся часть срока исковой давности составляла менее шести месяцев.
Учитывайте, что в течение периода от момента подачи заявления о выдаче судебного приказа и до момента отмены судебного приказа срок исковой давности не течет.
Вопрос: какие месяцы в моем случае подпадают под истекший срок исковой давности???
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Редактор Мария ВласоваСторожила
7 февраля 2024 в 13:11
Лучше вопрос по конкретному расчету месяцев задать юристу.
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Гость_17874 (автор вопроса)Новичок
5 февраля 2024 в 07:59
Теоретически я это понимаю и уверена в моей правоте. Неуверенность у меня в конкретных подсчетах: итак судебный приказ отменен, СИД течет с 01.01.2019г. до подачи истцом искового заявления 30.11.2023г. От последней даты отсчитываю 3 года, = новый период и сумму задолженности считать с 30.11.2020г. Мой вопрос только по правильности моего расчета. И я готова подавать апелляцию.
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Редактор Мария ВласоваСторожила
5 февраля 2024 в 08:34
С 30.11.2023 отсчитываем три года назад:
с 29.11.2023 по 30.11.2022
с 29.11.2022 по 30.11.2021
с 29.11.2021 по 30.11.2020
Суд посчитал от первого иска:
с 08.08.2022 по 09.08.2021
с 08.08.2021 по 09.08.2020
с 08.08.2020 по 09.08.2019
По расчетам у нас также получается 30.11.2020.
с 29.11.2023 по 30.11.2022
с 29.11.2022 по 30.11.2021
с 29.11.2021 по 30.11.2020
Суд посчитал от первого иска:
с 08.08.2022 по 09.08.2021
с 08.08.2021 по 09.08.2020
с 08.08.2020 по 09.08.2019
По расчетам у нас также получается 30.11.2020.
![Пользователь без фото](/wp-content/plugins/account/assets/images/users_ava/nophoto.png)
Гость_17874 (автор вопроса)Новичок
5 февраля 2024 в 08:40
Большое спасибо, вы очень помогли в расчетах. Аналогия с расчетами истца подтверждает правильность. Когда уверена, буду действовать смелее.
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