Занимательная экономика. Теория экономических механизмов от А до Я. Алексей Савватеев
Чтение книги онлайн.

Читать онлайн книгу Занимательная экономика. Теория экономических механизмов от А до Я - Алексей Савватеев страница 8

СКАЧАТЬ трафик в равновесии распределяется ровно пополам и добраться как по маршруту ACB

      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