Hey, I have a question I haven't been able to find an answer to. What's the relationship between fractals, which are asymmetrical, incomplete, infinite, in-between-dimensions, and to which you cannot draw tangents (don't know what this property is called mathematically) and geometrical figures, consisting of circles and tangents, such as the merkaba. They seem to me to belong to two different universes or two non-intersecting thought realms. Yes I always see people who talk about the secret/hidden geometry of the universe bring these together. Can you actually get a fractal out of a regular geometric figure? This is an honest question. Perhaps I don't know something. I'm not a math fag.
Can't say I understood but thanks for trying. Maybe it makes more sense to others who are reading. Yes, I know about the Sierpinski gasket and Koch snowflake, but it is something else.