Правила устройства электроустановок в вопросах и ответах. Раздел 2. Передача электроэнергии. Пособие для изучения и подготовки к проверке знаний. Отсутствует. Читать онлайн. Newlib. NEWLIB.NET

Автор: Отсутствует
Издательство: ЭНАС
Серия:
Жанр произведения: Техническая литература
Год издания: 2012
isbn: 978-5-4248-0065-8
Скачать книгу
бонусными картами или другим удобным Вам способом.

      Примечания

      1

      Здесь и далее в каждом ответе указан соответствующий пункт Правил.

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