The document discusses Sierpinski's triangle, a fractal pattern named after the Polish mathematician Waclaw Sierpinski. It is constructed by recursively subdividing an equilateral triangle into smaller equilateral triangles. As the construction continues, the pattern is self-similar and can be reproduced at any magnification. Tables and examples are provided showing how the number of green and black triangles increases predictably according to the level or figure number in the Sierpinski pattern. Links are given for additional information on the mathematical properties and generation of the Sierpinski triangle fractal.