УЧИМСЯ
ЖИТЬ ВМЕСТЕ!
"Доступность
- это не только сооружение пандусов, специальных лифтов, приспособление дорог и
общественного транспорта. Не меньшую роль призвана играть и настройка под нужды
инвалидов правил работы наших социальных, информационных и прочих служб"
В.В. Путин
![](data:image/png;base64,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)
На
данный момент дети с ОВЗ в МБДОУ « Детский сад № 7 с.Чермен" – 7
детей.
Реабилитация
людей с ограниченными возможностями здоровья является актуальной проблемой для
общества и приоритетным направлением государственной социальной
политики. В России началась реализация Программы по созданию безбарьерной
(доступной) среды для инвалидов и маломобильных групп населения.
В
соответствии с нормативными документами РФ к маломобильным группам населения
относятся:
· Инвалиды
с поражением опорно-двигательного аппарата (включая инвалидов,
использующих кресла-коляски)
· Инвалиды
с нарушением зрения и слуха
· Лица
преклонного возраста (60 лет и старше)
· Временно
нетрудоспособные
· Беременные
женщины
· Люди
с детскими колясками
· Дети
дошкольного возраста.
Безбарьерная
(доступная) среда -
это обычная среда, дооборудованная с учетом потребностей, возникающих в связи с
инвалидностью, и позволяющая людям с особыми потребностями вести независимый
образ жизни.
Одной
из важных задач Программы является создание необходимых условий для
безбарьерной среды, дружелюбной окружающей среды, благодаря которым возможно
наиболее полное развитие способностей и максимальная интеграция инвалидов в
общество. Критерием оценки такой политики является доступность для инвалида
физической среды, включая жилье, транспорт, образование, работу и культуру, а
также доступность информации и каналов коммуникации.
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)
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)
В современном обществе создание доступности
образовательного пространства - приоритетная задача не только государственного,
но и международного значения. В настоящее время государственная политика
нашей страны направлена на поддержку детей-инвалидов и детей с ограниченными
возможностями здоровья (ОВЗ).
Согласно
образовательной политике Российской Федерации, "особое внимание требует
ситуация, связанная с обеспечением успешной социализации детей с ограниченными
возможностями здоровья, детей-инвалидов…"
Одним из приоритетных направлений
государственной политики является политика создания условий для предоставления
детям-инвалидам и детям с ОВЗ равного доступа к качественному образованию в
образовательных организациях, реализующих образовательные программы дошкольного
образования, с учетом особенностей их психофизического развития.
ПРЕДМЕТНО-РАЗВИВАЮЩАЯ
СРЕДА
В
современном образовании поставлена цель - обеспечить
доступное и качественное образование детей с ОВЗ и детей-инвалидов.
Поэтому ДОУ принимают на себя обязательство выстроить образовательный процесс
таким образом, чтобы дети с ОВЗ и дети-инвалиды были включены в него и могли
обучаться совместно с другими детьми. Педагоги ДОУ должны научиться работать с
разноуровневым контингентом детей, находящихся в одном информационном поле. В
группе могут присутствовать здоровые дети и дети с ОВЗ, такие как: дети с ДЦП,
слабовидящие, слабослышащие, дети с нарушением РАС и дети-инвалиды.
Значения
условных обозначений категорий инвалидов:
Инвалиды
с нарушением слуха
Инвалиды
с нарушением зрения
Инвалиды
с нарушением интеллекта
Инвалиды на кресле-коляске
Инвалиды с нарушением опорно-двигательного
аппарата
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)
Предметно-развивающая среда - это система материальных объектов
деятельности детей, функционально моделирующая содержание духовного и
физического развития самих детей. Поэтому педагоги должны уделять огромное
внимание изменению, обогащению, улучшению развивающей среды для детей с ОВЗ и
детей-инвалидов. Предметная среда должна обеспечивать возможность
педагогам эффективно развивать индивидуальность каждого ребенка с учетом его
склонностей, интересов, уровнем активности, но самое главное должна
способствовать развитию самостоятельности и самодеятельности детей. Педагоги должны
моделировать развивающую среду, исходя из возможностей воспитанников, учитывая
индивидуальные особенности детей с ОВЗ и детей-инвалидов.
Помимо этого, при организации
предметно-развивающей среды учитываются:
· закономерности
психического развития,
· показатели
здоровья дошкольников,
· психолого-физиологические
особенности,
· уровень
общего развития,
· коммуникативные
особенности и речевое развитие,
· эмоциональное
благополучие.
В
соответствии с требованиями ФГОС ДО по созданию специальных условий обучения,
воспитания и развития воспитанников с ограниченными возможностями здоровья,
развивающая предметно-пространственная среда для детей с ОВЗ и детей-инвалидов
в нашем детском саду способствует наиболее эффективному развитию
индивидуальности каждого ребенка, с учетом его склонностей и интересов,
облегчает процесс адаптации с учетом интеграции образовательных областей и
соблюдения принципов ФГОС.
При
построении коррекционной образовательной среды ДОУ для детей с ОВЗ учитываются
следующие принципы:
1. Принцип
развития - Взаимосвязь всех сторон личностного развития; целостность
личностного развития; готовность личности к дальнейшему развитию.
2. Принцип
природособразности воспитания - Соответствие педагогического влияния
биологической и социальной природе ребенка с ОВЗ; понимание сложности
внутренней природы ребенка, выраженности отклонения в его развитии.
3. Принцип
психологической комфортности - Создание благоприятного микроклимата
общения, стимулирующего активность дошкольника с ОВЗ; обеспечение воспитаннику
положительного "эмоционального самочувствия".
4. Принцип
взаимодействия - Установление глубоких личностных отношений между
участниками педагогического процесса (педагоги, дети, родители); воспитатель
как равноправный партнер и сотрудник в процессе взаимодействия.
5. Принцип
доверительного сотрудничества - Отсутствие давления на ребенка,
доминантности во взаимодействии с ребенком: открытость, искренность в
сотрудничестве.
6. Принцип
обучения деятельности - Обучение умению ставить цели и реализовывать
их, в дальнейшем формирование готовности к самостоятельному познанию у детей.
7. Принцип
здоровьесберегающий - Забота о душевном состоянии ребенка, его
психологическом и физическом благополучии; обеспечение психологического
комфорта; устранение стрессогенных факторов, факторов, влияющих негативно на
соматическое и психическое здоровье ребенка.
Предоставление
услуг на объекте ДОУ
· Автостоянка(места)для
инвалидов- не имеется.
· Пандус
– имеется.
· Адаптированные
лифты- отсутствуют.
· Раздвижные
двери – имеются.
· Кнопка
вызова персонала – имеется.
· Вывески
со шрифтом Брайля на контрастном фоне - имеется.
· Спецоборудование
для массовых мероприятий (звукоусилители) - отсутствуют.
·
Тьютор - в штате имеется.
· Предоставление
услуг в дистанционном режиме - не предоставляются.
· Предоставление
услуг по месту жительства инвалида - не предоставляются.
В ДОУ проводятся
работы по созданию условий для организации доступной среды в соответствии с
планом.
РОДИТЕЛЯМ ВАЖНО ЗНАТЬ!
Детям с
ограниченными возможностями здоровья и детям-инвалидам государство обеспечивает (в соответствии с индивидуальной
программой реабилитации инвалида):
· дошкольное
воспитание;
· внешкольное
воспитание и образование;
· среднее
общее образование;
· среднее
профессиональное образование;
· высшее
профессиональное образование.
Им
предоставляется возможность посещать детские дошкольные учреждения общего типа,
если же состояние их здоровья это исключает, они направляются в специальные
дошкольные учреждения.
Если ребенок-инвалид не может посещать
специальное общеобразовательное учреждение, его обучают на дому по полной
общеобразовательной или индивидуальной программе. Основанием для этого является
заключение лечебно-профилактического учреждения.
Обучением ребенка на дому занимается
ближайшее к его месту жительства образовательное учреждение, которое бесплатно
предоставляет учебники, учебную, справочную и другую литературу, обеспечивает
специалистами из числа педагогических работников, оказывает методическую и
консультативную помощь, необходимую для освоения общеобразовательных программ,
осуществляет промежуточную и итоговую аттестацию, выдает прошедшим итоговую
аттестацию документ государственного образца о соответствующем образовании.
Родители
(законные представители) могут при домашнем обучении дополнительно приглашать
педагогических работников из других образовательных учреждений.