Эротические рассказы

Основы использования и проектирования баз данных. Владимир Михайлович ИлюшечкинЧитать онлайн книгу.

Основы использования и проектирования баз данных - Владимир Михайлович Илюшечкин


Скачать книгу
кортежей первого отношения R с кортежами второго отношения S. Только те кортежи подвергаются конкатенации, в которых значение заданного атрибута X в отношении R совпадает со значением заданного атрибута Y в отношении S:

      Конец ознакомительного фрагмента.

      Текст предоставлен ООО «ЛитРес».

      Прочитайте 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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
Скачать книгу
Яндекс.Метрика