About Me
Iām Mircea Ighisan, born in 1976 in Romania.
I could call myself an author, coach, trainer, and entrepreneur - butĀ at heart, Iām a transformation researcher. And a human being.
Iāve been consciously exploring spirituality and energy work sinceĀ I was 21, and professionally since 2009. Iāve seen, learned, andĀ experienced much along the way.
In 2011, I began asking myself:Ā How does transformation really happen?Ā How can it happen faster, more easily, more gently?Ā And I started diving into the answers.
Thatās why: transformation researcher.
I love making the invisible visible, going deep, uncovering essence,Ā and making it accessible.
Over the years, Iāve developed and refined several energeticĀ approaches - many of which remain unpublished. Publishing hasĀ never been my main focus.
Iāve led many practice groups, accompanying people over longĀ periods of time - watching them blossom and unfold deeply movesĀ me. Itās both a joy and a gift.
Since 2016, Iāve worked with sound healer Andreas Goldemann,Ā helping to make his work accessible to a wider audience. In 2017, IĀ stepped back from teaching and publishing.
The Art of Blessings is my first publication since then.Ā And it wonāt be my last.
And what about blessing?
For me, blessing is part of the answer to how true transformationĀ becomes possible. It came into my life through my former businessĀ partner Uli and the idea for the Blessings App.
The more I immerse myself in it, the more I see how many puzzleĀ pieces come together here.
At the moment, youāll find me at the Inspirations Summit, in the Elora CommunityĀ and through the Blessings App.
Perhaps our paths will cross someday.
Until then, I wish you all the very best from my heart.
Mircea
Expertise:
Transformation researcher with a broad understanding of transformation, consciousness work, and energy practices.
Notable Achievements:
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Author of several books on personal transformation
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Co-developer of the Blessings App (inspired by Lynne McTaggartās āThe Power of Eightā)
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Recognized expert in the practical application of the Two-Point Method in the German-speaking world