Fractal geometry is a mathematical field that studies the properties of geometric figures that are self-similar, meaning that they are composed of smaller copies of themselves. Fractals are often highly complex and irregular shapes that exhibit intricate patterns and structures at all scales of magnification. Fractal geometry was developed in the 20th century and has found many applications in various fields, including physics, engineering, computer science, and art. Some of the most famous fractal shapes include the Mandelbrot set, the Koch snowflake, and the Sierpinski triangle. ## Notes - Symmetry and structure of mathematics - Fractal geometry involving the integers 1-9 - Like a giant Sudoku Puzzle board, the human experience we call life truly revolves around the numbers 1 – 9 in so many remarkable ways.  Everything has a place in the system, and everything fits neatly and precisely in the eternal grid of time and space (1 x 8) + 1= 9 (12 x 8) + 2 = 98 (123 x 8) + 3 = 987 (1234 x 8) + 4 = 9876 (12345 x 8) + 5 = 98765 (123456 x 8) + 6 = 987654 (1234567 x 8) + 7 = 9876543 (12345678 x 8) + 8 = 98765432 (123456789 x 8) + 9 = 987654321