One of the coolest and prettiest applications of recursion is in creating fractals, which are mathematical patterns that emerge when we recursively draw simple patterns at smaller and smaller scales. Fractals are found both in scientific literature as well as in art forms. Two of the more well$-$known fractals are the Koch Snowflake and the Sierpinski Triangle. Read the articles about fractals located in this module, post your general reflections about them, and discuss how they relate to recursion.