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И стоит ли винить во всем родителей? 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От того, какой этаж доминирует в каждом из супругов, каким из трёх своих уровней 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связать правый и левый тапочек смотрите здесь • Как связать левый и правый тапочек? Как связать пятку смотрите здесь • Video 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":"23","reqid":"1765589869176953-4701603625825632570-balancer-l7leveler-kubr-yp-klg-300-BAL","isAdultDoc":false,"relatedParams":{"text":"Тапочки 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не натирала огурцы на терке. Пока не попробовала этот рецепт! 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А как вязат... Как связать пятку смотрите здесь • Видео Как связать подошву или рассчитать петли на любой размер...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"25","reqid":"1765589869176953-4701603625825632570-balancer-l7leveler-kubr-yp-klg-300-BAL","isAdultDoc":false,"relatedParams":{"text":"Тапочки 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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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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":"1765589869176953-4701603625825632570-balancer-l7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