One the famous fractals is the Koch snowflake Koch snowflake - Wikipedia. _It can be generated using a recursion and a turtle. The Koch snowflake is created as follows: It starts as an equilateral triangle (three connected segments), then each side of the triangle (a segment) is divided into three equal segments, each central segment is substituted with two new segments forming an equilateral triangle. The process can be repeated several times to achieve the desired outcome: Dragon Curve Another famous fractal is the Dragon curve (also called a Heighway dragon) Dragon curve Wikipedia. It can be generated using a recursion and a turtle. It starts with a segment that is substituted with two perpendicular to each other segments. The process is repeated several times until the curve resembles the picture of a dragon with a tail and a head. Based on the previous problems, answer the following questions. What is the Hausdorff dimension of the Koch snowflake? Round to two decimal points. What is the Hausdorff dimension of the Dragon curve? Round to two decimal points. What is the Hausdorff dimension of the Sierpinski triangle? Round to two decimal points