Об интегральном измерении украинского кризиса. Иллюзия виртуальности и реальность иллюзий. Ольга Байша

Читать онлайн.
Название Об интегральном измерении украинского кризиса. Иллюзия виртуальности и реальность иллюзий
Автор произведения Ольга Байша
Жанр
Серия Политическая теория
Издательство
Год выпуска 2024
isbn 978-5-7598-4052-7



Скачать книгу

по этому поводу:

      Аналитик: Это кинематографическая реальность, которая дала возможность Зеленскому выйти по второй тур. Победить в первом туре. Потому что что такое кино? Обещает же не Зеленский – обещает Голобородько… Актер обещает! Персонаж обещает!

      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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