Properties of a Custom 3-Dimensional Koch Snowflake

During my time in my high school Calculus class, we learned about the basic reciprocal function: 1/x. We investigated the integral of the function and calculated the volume of revolution of it about the x-axis. I was fascinated by the idea of a three-dimensional figure having a finite volume but counterintuitively having an infinite surface area. This reminded me of fractals that I had been looking into prior. One fractal in particular resonated with my newfound fascination with objects that defy logic in terms of their physical properties. At a science fair long after, I instinctively visited the Mathematics Isle and to my amazement, there it was, the Koch Snowflake. I had always seen it in two dimensions but never in three therefore I did some research on it and found out that it had similar characteristics to its 2-dimensional version as expected, <a href="https://medium.com/nerd-for-tech/properties-of-a-custom-3-dimensional-koch-snowflake-5f282845ceec">Click Here</a>