Методологические основы оценки технических рисков в менеджменте качества дорожного хозяйства. Олег Федорович Шахов. Читать онлайн. Newlib. NEWLIB.NET

Автор: Олег Федорович Шахов
Издательство: Автор
Серия:
Жанр произведения:
Год издания: 2024
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.

      Сноски

      1

      410022, г. Саратов, ул. Азина, д. 38 «В», кв. 4

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

Сноски

1

410022, г. Саратов, ул. Азина, д. 38 «В», кв. 4<