Эротические рассказы

Шахматы. Первое приближение. Игорь Александрович БрыговЧитать онлайн книгу.

Шахматы. Первое приближение - Игорь Александрович Брыгов


Скачать книгу
доске пример классического положения цугцванг, когда любой ход только ухудшает позицию. Конечно, лучше всего в этой позиции пропустить очередь своего хода, но, – увы.

      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