Стратегия развития воспитания - 2025
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)
Цель стратегии:
определение приоритетов государственной политики в области воспитания и социализации детей, основных направлений и механизмов развития институтов воспитания, формирования общественно-государственной системы воспитания детей в Российской Федерации, учитывающих интересы детей, актуальные потребности современного российского общества и государства, глобальные вызовы и условия развития страны в мировом сообществе.
8 задач
- создание условий для консолидации усилий социальных институтов по воспитанию подрастающего поколения;
- поддержка семейного воспитания, содействие формированию ответственного отношения родителей или законных представителей к воспитанию детей;
- повышение эффективности воспитательной деятельности;
- создание условий для повышения ресурсного, организационного, методического обеспечения воспитательной деятельности;
- формирование социокультурной инфраструктуры;
- повышение эффективности воспитательной деятельности в организациях, осуществляющих образовательную деятельность, находящихся в сельских поселениях;
- повышение эффективности комплексной поддержки уязвимых категорий детей (с ограниченными возможностями здоровья, оставшихся без попечения родителей, находящихся в социально опасном положении, сирот), способствующей их социальной реабилитации и полноценной интеграции в общество;
- обеспечение условий для повышения социальной, коммуникативной и педагогической компетентности родителей.
2 направления
- развитие социальных институтов воспитания;
- обновление воспитательного процесса с учетом современных достижений науки и на основе отечественных традиций
5 механизмов реализации
- правовые
- организационно-управленческие;
- кадровые;
- научно-методические;
- финансово-экономические;
- информационные механизмы