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Советы начинающим осваивать методику 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","isBase64Poster":true},"target":"_blank","position":"2","reqid":"1765562525403129-10790814491294665719-balancer-l7leveler-kubr-yp-vla-137-BAL","isAdultDoc":false,"relatedParams":{"text":"Многомерная медицина Л.Г. Пучко. 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Первые шаги». Получить курс можно здесь: biobook108.ru/1step/ ➜...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"6","reqid":"1765562525403129-10790814491294665719-balancer-l7leveler-kubr-yp-vla-137-BAL","isAdultDoc":false,"relatedParams":{"text":"Как паразиты выбирают себе жертву. 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самодиагностики и самоисцеления человека. (Введение в многомерную медицину).» Пучко Л.Г., 1996-2001 стр. 11 Подобные слова я могу сказать и про себя. Своими знаниями и 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Пучко. Опровержение лжеконсультантов от Многомерной медицины, Многомерная медицина Л.Г. Пучко. Опровержение лжеконсультантов от Многомерной медицины видео, Многомерная...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"10","reqid":"1765562525403129-10790814491294665719-balancer-l7leveler-kubr-yp-vla-137-BAL","isAdultDoc":false,"relatedParams":{"text":"Многомерная медицина Л.Г. Пучко. 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Авторская методика ликвидации глубинных причин повреждения организма и его структур с одного сеанса. (многомерная медицина). 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Ещё больше полезных видео и материалов без оплаты по методике Медицины Многомерного Генома и общение единомышленников в Телеграм чате: https://t.me/biomaster108 ➜ Вы можете начать обучение 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автора «Многомерный Геном Человека» в Дзене 🎦: ➜ Вы можете начать обучение в Школе с безоплатного курса «Биолокация. Первые шаги». Получить курс можно здесь: biobook108.ru/1step/ 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Медицина Многомерного.. 1 ч 3 мин 30 с. Видео от 2 декабря 2024 в хорошем качестве, без регистрации в бесплатном видеокаталоге 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от 100% здоровье! 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Подавляющая личность. Как уберечься. ( Многомерная медицина. ), Л.Г. Подавляющая личность. Как уберечься. ( Многомерная медицина. ) видео, Л.Г. Подавляющая личность. Как уберечься.","preview":{"posterSrc":"data:image/png;base64,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Вселенной. 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Мучения и предназначение. Духовное рождение. Медицина Многомерного Генома — Видео от 100% здоровье! 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Этапы очищения. Индивидуальность лечения. Медицина Многомерного Генома. Краткое содержание видео: Невозможность своевременного вывода токсинов из организма приводит к 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онлайн Видео от 100% здоровье! Медицина Многомерного.. 3 мин 13 с. 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быть здоровым, вылечи себя сам. \" Многомерная медицина \" Л.Г. Пучко. И др. полезная инфа. 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Первые шаги». Получить курс можно здесь: biobook108.ru/1step/ ➜...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"46","reqid":"1765562525403129-10790814491294665719-balancer-l7leveler-kubr-yp-vla-137-BAL","isAdultDoc":false,"relatedParams":{"text":"Почему паразитов так много. 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чего Вы изучаете Многомерную медицину?" На этот вопрос отвечают участники семинара по Многомерной медицине. Соколов Иван, Слобцова Галина Федоровна, Карпова Наталья, Князева Людмила.....","preview":{"posterSrc":"data:image/png;base64,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о том, что такое Многомерная медицина, о перспективах Многомерной медицины. Л.Г. Пучко рассказывает о факте исцеления методами ММ одной из самых 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