The meeting of two personalities is like the contact of two chemical substances, if there is any reaction, both are transformed . -- C. Jung
 

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Attractor
Attractor refers to a fractal structure with noninteger dimensionality whose shape is shown in phase space and to which trajectories are attracted. In classical chaos theory, “an attractor is an invariant set to which all nearby orbits converge” (Devancy, 1989, p. 201).
 
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