How to Create a Glitch in the Matrix

A discussion of how hybrid structures are reabsorbed by the conjoined consensuality. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A reconceptualization of the re-establishment of path parsimony as the correction time. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion of the substitution time and the time associated with establishment of path parsimony. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion of how the lessons from last season could be formalized into a systematization. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion of non-linearity as a product of non-exclusive word associations. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion of how non-exclusionary word associations over time become exclusionary. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A explanatory episode detailing the methodology of these podcasts and the end of season 8. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion integrating path convolution or multiplicity from the monologues with the last two episodes. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion of the conformational location of dissonant spaces in hybrid structures. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion of exclusionary and non-exclusionary word associations. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A description of the binary tetrahedral hybrid structure explored in the last episode. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion of how preferential expectation matching produces role assignments through a binary tetrahedral hybrid structure. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion of non-linearity in light of our discussion about synchronicity in the last episode. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion of the interference of two structures as between two interacting individuals. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion relinking the two forms of direct ground to the manifestation of synchronicity. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion integrating two forms of action in light of two forms of direct ground. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion explaining the distinction between an archetypal constellation and an affirmational structure. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion of the oscillation of a negational or affirmational structure. Hosted on Ausha. See ausha.co/privacy-policy for more information.

In this episode, we will be talking about the relationship between affirmation and negation relative to direct ground. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A brief episode discussing the cosmic joke, which is the polarity inversion. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion of the migration of self-conscious tension into the body through the loosening of associations. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion of how negation, through the loosening of associations, creates a vacuum in an archetypal constellation, which is plugged by affirmation by another. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion of some implications of the last episode in relation to symmetry breaking of direct ground experiences. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A discussion of the symmetry breaking represented by negational structures. Hosted on Ausha. See ausha.co/privacy-policy for more information.

A reconceptualization of concealed impulses and negational structures. Hosted on Ausha. See ausha.co/privacy-policy for more information.