An abstract geometric pattern of glowing blue and purple translucent triangles and polygons arranged concentrically within an octagonal frame.

Regular polygons with more than four sides possess a unique geometric trait. Start by picking any point inside the polygon and drawing lines from it to every vertex, creating n triangles. Then, rotate each triangle 180° around the midpoint of the polygon's edge. This transformation creates n parallelograms. If you connect the outermost vertices of these parallelograms, you will form a new, larger regular polygon. Notably, this new shape will have a different center than the original, and the process can be repeated indefinitely to create even larger polygons. See more