Помощь в решении задачи
200 руб. за проект
Файлы для задания находятся во вложении. Ваша задача исправить/дополнить код программы так, что бы программа компилировалась, и выводила на экран примерно следующее.
https://drive.google.com/drive/folders/1Q-IXU8GEVT...
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)
https://drive.google.com/drive/folders/1Q-IXU8GEVT...
Отзывы
Спасибо! Задание выполненно быстро и качественно. Рекомендую к сотрудничеству.
3 года
назад
В заказе есть исполнитель
При переводе заказа из архивного в актуальный, текущий исполнитель будет снят с задачи.
Выберите тип сделки
С безопасной сделкой вы всегда сможете вернуть средства, если что-то пойдет не так. С простой сделкой вы самостоятельно договариваетесь с исполнителем об оплате и берете на себя решение конфликтов.