Введение в курс замер дебита скважин ПЗУ. Егор Сергеевич Петров

Читать онлайн.
Название Введение в курс замер дебита скважин ПЗУ
Автор произведения Егор Сергеевич Петров
Жанр
Серия
Издательство
Год выпуска 2025
isbn



Скачать книгу

эту книгу целиком, купив полную легальную версию на Литрес.

      Безопасно оплатить книгу можно банковской картой Visa, MasterCard, Maestro, со счета мобильного телефона, с платежного терминала, в салоне МТС или Связной, через PayPal, WebMoney, Яндекс.Деньги, QIWI Кошелек, бонусными картами или другим удобным Вам способом.

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