TCoCD: Fractals

(click for larger image, 58k)	Macau, China (2005) 8 Patacas 40 * 30 mm The stamp shows a Julia Set.
The miniature sheet depicts a Mandelbrot Set in the complex plane with its recursive formula z_n+1=z_n²+c and the position of the stamp's Julia Set within the complex plane (little red brackets below the formula).
(click for larger image, 59k)	Macau, China (2005) 1.00 Patacas 40 * 30 mm The stamp shows Hilbert curves of first to fourth order and their construction.
(click for larger image, 53k)	Macau, China (2005) 1.00 Patacas 40 * 30 mm The stamp depicts the development of a bifurcation tree and a tiny Mandelbrot Set in middle.
(click for larger image, 63k)	Macau, China (2005) 1.50 Patacas 40 * 30 mm The stamps shows the first four stages of development of a Sierpinski triangle.
(click for larger image, 55k)	Macau, China (2005) 1.50 Patacas 40 * 30 mm ?
(click for larger image, 53k)	Macau, China (2005) 2.00 Patacas 40 * 30 mm The stamp shows the first four stages of the Koch curve.
(click for larger image, 58k)	Macau, China (2005) 2.00 Patacas 40 * 30 mm The stamp shows the first four stages of the Cantor set, the oldest known fractal.