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автора «ЭКОлогичный 4D Ченнелинг Мандалы в сакральной геометрии. Нумерология нового времени» в Дзене 🎦: Информация нового формата времени 4D. В потоке, в сонастройке, на канале с ВЯ и ЦИ...","preview":{"posterSrc":"data:image/png;base64,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автора «ЭКОлогичный 4D Ченнелинг Мандалы в сакральной геометрии. Нумерология нового времени» в Дзене 🎦: Информация нового формата времени 4D. В потоке, в сонастройке, на канале с ВЯ и 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автора «ЭКОлогичный 4D Ченнелинг Мандалы в сакральной геометрии. Нумерология нового времени» в Дзене 🎦: Информация нового формата времени 4D. В потоке, в сонастройке, на канале с ВЯ и 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Нумерология нового времени» в Дзене 🎦: Информация нового формата времени 4D. 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В потоке, в сонастройке, на канале с ВЯ и 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автора «ЭКОлогичный 4D Ченнелинг Мандалы в сакральной геометрии. Нумерология нового времени» в Дзене 🎦: Информация нового формата времени 4D. В потоке, в сонастройке, на канале с ВЯ и ЦИ...","preview":{"posterSrc":"data:image/png;base64,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В потоке, в сонастройке, на канале с ВЯ и 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В потоке, в сонастройке, на канале с ВЯ и 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Сакральная Геометрия. Онлайн-КУРС 1 мин 57 с. Видео от 26 марта 2019 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте!","preview":{"posterSrc":"data:image/png;base64,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