Origami pattern studies #21

Welcome to the twenty-first video of this origami study series. In this episode, I explore a fractal structure that expands along a single axis. Unlike radial or fully recursive fractal patterns, this model develops progressively in one direction, creating a cascading sequence of repeated angular folds. Each section generates a smaller variation of the same geometry, producing a layered structure that appears to continue infinitely. This study continues the exploration of recursive folding systems and demonstrates how simple repeated transformations can generate intricate geometric forms from a very limited set of folds. Feel free to experiment with the scaling ratio, repetition depth, or folding angles to create your own fractal variations.