A pre-fractal is a geometric figure that exhibits some characteristics of fractals but does not fully satisfy the criteria to be classified as a true fractal. It typically displays self-similarity or recursive patterns at certain scales but may not possess the infinite complexity or detailed structure seen in true fractals. Pre-fractals can serve as stepping stones in understanding fractal geometry and often help illustrate the principles of self-similarity and scaling. Examples include shapes like the Koch curve before it is iteratively refined infinitely.