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Хорошее качество видео 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К сожалению здесь нет возможности делать расчёты под видео. Благодарю за понимание. Желаю приятного просмотора...","preview":{"posterSrc":"data:image/png;base64,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очередь основаны на западной астрологической системе. Но я не ограничиваюсь только ей - мне по-настоящему интересно всё, что помогает точнее увидеть суть происходящего.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"29","reqid":"1765551688633570-12375144537572172465-balancer-l7leveler-kubr-yp-klg-54-BAL","isAdultDoc":false,"relatedParams":{"text":" 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Сразу предупрежу, что этот саблиминал не для всех. Не все готовы к переменам такого масштаба. Обычно я не рекомендую читать текст саблиминала до начала работы с ним. Но этот саблиминал...","preview":{"posterSrc":"data:image/png;base64,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очередь основаны на западной астрологической системе. Но я не ограничиваюсь только ей - мне по-настоящему интересно всё, что помогает точнее увидеть суть 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этом видео я расскажу очень просто о звуке. Школьный уровень знаний по физики. Мне важно, чтобы вы были осведомлены о том как работают саблиминалы, а не слепо верили или не верили в 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счастье, исполнение желаний финансовый успех и гармония — всё это B моих гороскопах. Я объединяю реальное положение планет на небосводе с позитивной энергией, чтобы вы могли почувствовать...","preview":{"posterSrc":"data:image/png;base64,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Ссылки: переход Юпитера • ✨ ГДЕ Удача У Каждого Знака ✨️ Юпитер 1... 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Рекомендации...","preview":{"posterSrc":"data:image/png;base64,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