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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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связать правый и левый тапочек смотрите здесь • Как связать левый и правый тапочек? Как связать пятку смотрите здесь • Видео Как связать подошву или рассчитать петли на любой размер смотрите...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"48","reqid":"1765546066259158-15721372748867028487-balancer-l7leveler-kubr-yp-vla-192-BAL","isAdultDoc":false,"relatedParams":{"text":"Очень 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