Moth: Recursive Transformations

This transformation is based on the translation of points extracted from an icosahedron’s faces and then establishing a relation between them and another point, used as a center to repel the geometry away. With this set of geometries and relations inserted in the loop, an opening motion is created as the recursion of the initial transformation develops. A dotted gradient is then applied to the final result to visualize the distance and location of the transformed points in relation to the remapped values defined in the initial transformation.

Student: Francis Redman
Tutors: Rodrigo Aguirre, Aldo Sollazzo