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онлайн «1 урок Квантово - матричные Расстановки (Квантовые расстановки, Матричные расстановки, Расстановки в квантовом поле).» от автора Максим Софьин. Хорошее качество видео 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Но точно ли вы понимаете, что такое расстановки и как они работают? В нашем интервью вместе с...","preview":{"posterSrc":"data:image/png;base64,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расстановки. 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Как осознанный выбор создаёт желаемую реальность. Для тех, кто выбирает идти в рост и масштаб, создать бизнес с душой, кто готов выйти 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Хорошее качество видео без регистрации в бесплатном видеокаталоге 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онлайн «Образная расстановка (Трансовая техника в квантовых расстановках)» от автора Максим Софьин. Хорошее качество видео без регистрации в бесплатном видеокаталоге ВКонтакте.","preview":{"posterSrc":"data:image/png;base64,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Как сделать его через расстановку? Как можно переместиться на другой вектор судьбы? В видео: как мржно изменить свою судьбу и что для этого нужно. 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Почему для процветания самой компании важно признание заслуг сотрудников. Рассказывают расстановщики Вания...","preview":{"posterSrc":"data:image/png;base64,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самое ценное в расстановке? Системные расстановки с Ванией Маркович, Что самое ценное в расстановке? Системные расстановки с Ванией Маркович видео, Что самое ценное в расстановке?","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"21","reqid":"1765517267929868-16286802549453734796-balancer-l7leveler-kubr-yp-sas-151-BAL","isAdultDoc":false,"relatedParams":{"text":"Что самое ценное в расстановке? 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В. 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ли кошка Луну тем, что на нее смотрит? Аналогичный вопрос актуален в отношении фундаментальных свойств материи. Мир глубоко внутри вещей — не миниатюрный вариант привычного, 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автора «Знание-сила» в Дзене 🎦: Квантово-вдохновленные vs. квантовые вычисления. Отказ от обратимых вычислений + макро-реализация квантовых битов с помощью осцилляторов. Интерференция как...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"28","reqid":"1765517267929868-16286802549453734796-balancer-l7leveler-kubr-yp-sas-151-BAL","isAdultDoc":false,"relatedParams":{"text":"Квантово-вдохновленные vs квантовые вычисления. 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онлайн «Экзамены по Квантовым расстановкам» от автора Психология, Т-игры, расстановки, обучение. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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В этом видео — живая квантовая расстановка с Юлией Муталовой. Победительница розыгрыша приходит с запросом: "Что мешает мне спать?" 08:00 — Отношения с папой и скрытые страхи 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Хорошее качество видео без регистрации в бесплатном видеокаталоге 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