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проблема перевода из десятичной СС в двоичную, не понимаю почему на некоторые числа не срабатывает функция. В чём может быть проблема?
 
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[/img]
 
читайте здесь
листайте вниз до заголовка ЗАМЕЧАНИЯ
никогда не возникало мысли почитать справку по функции прежде, чем задавать вопрос на форуме?
Изменено: Ігор Гончаренко - 09.04.2022 20:08:44
Программисты - это люди, решающие проблемы, о существовании которых Вы не подозревали, методами, которых Вы не понимаете!
 
Максим Некрасов,  не вставляйте скопированный рисунок, прикрепляйте его файлом. Исправьте стартовое сообщение.
 
Смотрите формулу в приложении из моего архива.
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