Ascensionism®

Practitioners => Education, Case Notes and Advices => Topic started by: Roger Boswarva on April 01, 2026, 06:31:40 AM

Title: Roger's Revision of Alan's "Games Matrix"
Post by: Roger Boswarva on April 01, 2026, 06:31:40 AM
Alan's Games Matrix was actually confrontational and negative

Power Identity - - - - - - - - - Opposing Power

Malicious Identity ------------Weak Identity   

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)

See attached the system is not copy-pasting.