This image illustrates part of the Mandelbrot set fractal. Simply storing the 24-bit color of each pixel in this image would require 1.61 million bytes, but a small computer program can reproduce these 1.61 million bytes using the definition of the Mandelbrot set and the coordinates of the corners of the image. Thus, the Kolmogorov complexity of the raw file encoding this bitmap is much less than 1.61 million bytes in any pragmatic model of computation.