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автора «Омодные шахматы с Фишером и Карповым» в Дзене 🎦: Красенков - Свешников, Москва, 1992, 1-0. Отличная партяи с уверенной победой 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- 2 просмотра, продолжительность: 18:26 мин. Смотреть бесплатно видеоальбом светы красенковой в социальной сети Мой 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Красивая партия с жертвой ферзя. Думаю, вам понравится смотреть на концовку и доигрыв...","preview":{"posterSrc":"data:image/png;base64,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