slivup.biz Техника Квантового Дыхания (2014). Ступени I - II.

seniowizard

Оптимизирует
1 Июл 2015
64
103
11
Нарния
http://data:image/jpeg;base64,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 http://data:image/jpeg;base64,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

Что позволяет решить эта техника дыхания?
  • С помощью Квантового Дыхания, можно восстановить свои силы за 2-3 минуты;
  • С помощью Квантового Дыхания, человек может в течение нескольких минут скорректировать свое энергетическое поле;
  • Данная техника позволяет очиститься от сознательных или бессознательных энергетических манипуляций (порч, сглазов, проклятий);
  • С помощью Квантового дыхания, человек решает вопросы своего здоровья и здоровья других людей;
  • Нет ни одной болезни, которая могла бы долго противостоять Квантовому дыханию;
  • С помощью 2-й ступени КД, человек может корректировать свои отношения и отношения между людьми;
  • С помощью 1-2 ступени КД, человек очищает физическую оболочку, ментальную и астральную, что приводит к балансу.
Ссылка: http://slivup.biz/topic/21150-tekhnika-kvantovogo-dykhaniia-2014-stupeni-i-ii/
 
  • Like
Реакции: Yufor