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правильную траекторию для разворота, Определите правильную траекторию для разворота видео, Определите правильную траекторию для разворота фильмы, Определите правильную траекторию 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Ну что уж ... да бывают. Правильнее сказат...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"32","reqid":"1765515135434709-14629880977518687970-balancer-l7leveler-kubr-yp-klg-168-BAL","isAdultDoc":false,"relatedParams":{"text":"Работа 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В подобных случаях, 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Работа над траекторией, понимание ошибок, а их много, подготовка к следующей тренировке и сдаче прав на...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"41","reqid":"1765515135434709-14629880977518687970-balancer-l7leveler-kubr-yp-klg-168-BAL","isAdultDoc":false,"relatedParams":{"text":"Поиск 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