Мой маленький дружок, запоминай движения!
И вместе с нами
Двигаться учись без напряжения.
Пальчикам нашим нужна тренировка,
Всё получаться будет так ловко!
Надо, конечно, тебе потрудиться.
Легче зато потом будет учиться.
Спориться будет любая работа.
Скажешь: «Спасибо Вам за заботу!»
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)
В настоящее время у значительной части детей наблюдается слабость развития зрительно-двигательных и слуховых связей, недостаточное развитие тонкой моторики, графического навыка. Изучение уровня развития тонких дифференцированных движений пальцев и кистей рук у детей, обучающихся в первом классе, показывает, что у многих из них движения рук недостаточно целенаправленны и плохо подчиняются задачам деятельности. Особенно слабо развиты сложнокоординированные движения ведущей руки, плохо сформировано умение использовать ручку или карандаш в качестве рабочего инструмента. Как следствие этого большие сложности вызывает освоение предметных действий. Своевременная выработка у детей тонкой моторики, точной координации, формирование у них синтеза зрительной, слуховой и кинестетической информации обеспечивают быстрое и правильное развитие навыков чтения и письма.
Данная книга посвящена проблемам развития тонкой моторики, ловкости, координации и освоению предметной деятельности. В ней предложены как развивающие, так и коррекционно-развивающие упражнения и задания, способствующие подготовке руки как непосредственного орудия графической деятельности к выполнению точных и сложных движений. Реализация данных упражнений позволяет развивать и совершенствовать точные движения всех звеньев руки: плеча, предплечья, кистей и пальцев рук, а также улучшает общую скоординированность и ловкость движений.
Кроме того, в книге описаны подвижные игры, способствующие развитию двигательной ловкости и активности, являющихся основой полноценного физического развития ребенка.
Раздел 1. Подготовка руки к письму. Развитие мелкой моторики
Точность графических действий обеспечивается за счет мышечного контроля над мелкой (тонкой) моторикой рук. Это ловкость пальцев и кистей рук, скоординированность их движений. О развитии мелких движений пальцев можно судить, наблюдая за тем, как ребенок рисует или закрашивает детали рисунка. Если он постоянно поворачивает лист, не может менять направление линий при помощи тонких движений пальцев и кисти, значит, уровень развития мелкой моторики недостаточный.
Тест на развитие графического навыка
[1]Ребенку дают листок бумаги в клеточку, на котором предварительно взрослый (педагог или родитель) пишет с левой стороны последовательность однотипных графических элементов: два больших – два маленьких – два больших – два маленьких и предлагают продолжить этот «узор» до конца строчки. Оценка результатов теста проводится по 6 параметрам, по каждому из которых выставляется 1 или 0 баллов, затем баллы складываются.
Оценка результатов теста
Баллы
1. Характер линий ровный, прямой, нажим ровный – 1, неровная, дрожащая, двойная, искривленная – 0.
2. Размер элементов соответствует эталону – 1, не соответствует эталону – 0.
3. Форма элементов соответствует эталону – 1, не соответствует эталону – 0.
4. Наклон соответствует эталону – 1, не соответствует эталону – 0.