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на мой второй канал, нажав на эту ссылку, там другие видео / @Самавяжуиваснаучу Как связать правый и левый тапочек смотрите здесь • Как связать левый и правый тапочек? Как связать 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связать правый и левый тапочек смотрите здесь • Как связать левый и правый тапочек? Как связать пятку смотрите здесь • Как связать красивую пяточку Как связать подошву или рассчитать петли 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на мой второй канал, нажав на эту ссылку, там другие видео / @Самавяжуиваснаучу Как связать правый и левый тапочек смотрите здесь • Как связать левый и правый тапочек? Как связать пятку...","preview":{"posterSrc":"data:image/png;base64,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— труба. Решил вернуть прежний вид выхлопу Мухтара7. За прошлую зиму «бешеный пес» набегал порядка 100 км. Незаметно, но факт. Видео снято на камеру canon 60d. Оператор Наталия 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на мой второй канал, нажав на эту ссылку, там другие видео / @Самавяжуиваснаучу Как связать правый и левый тапочек смотрите здесь • Как связать левый и правый тапочек? Как связать пятку...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"48","reqid":"1765509668625302-17080286495005464418-balancer-l7leveler-kubr-yp-sas-66-BAL","isAdultDoc":false,"relatedParams":{"text":"Красивый 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