Пешечный и легкофигурный эндшпиль. Дэн Профит

Пешечный и легкофигурный эндшпиль

В позиции N70 такого блокадного хода сделать не удалось, и пешки соперника смогли продвинуться вперед, что обеспечило черным победу. Таким образом, можно сделать вывод: три связанные пешки выигрывают в борьбе против коня, если все они достигли 5-ой (для белых) и 4-ой (для черных) горизонтали.

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