The discovery of fractals gave humanity a new geometry to describe nature. This highly visual course will investigate fractal patterns in math, nature, and art and consider what it means to exist “between dimensions.” Starting with the basics of mathematical fractals like the Sierpinski Triangle, Koch Curve, and Mandelbrot/Julia Sets, we will launch into an in-depth exploration of the fundamentals of fractals. We will discuss how to identify and understand natural fractals and what they say about the evolution of dynamic systems. Anticipate a survey of a wide range of fractal objects like purely algebraic forms, clouds, river networks, cyclones/hurricanes, architecture, artwork across different cultures, and even our own brains. Because we will explore the concept of a fractal dimension, feeling comfortable with algebra and geometry is suggested. Come with an open and inquisitive mind to learn about the fractals within us, in nature, and in the cosmos!