Source: wikibot/sierpinski-carpet
= Sierpiński carpet
{wiki=Sierpiński_carpet}
The Sierpiński carpet is a well-known fractal and two-dimensional geometric figure that exhibits self-similarity. It is constructed by starting with a solid square and recursively removing smaller squares from it according to a specific pattern. Here’s how it is typically created: 1. **Start with a Square**: Begin with a large square, which is often considered a unit square (1 x 1).