A fractal design is a design that is made of several individual pieces.

A fractale, in other words, is a shape with its own number of equal-sized individual pieces that form a larger shape.

In the case of a fractal, each individual piece is comprised of multiple layers, making it a unique design.

If you want to create a fractale design, you’ll need to start by selecting a fractality from a set of possible fractals.

Each fractal in the fractal set contains a specific number of pieces that are created by adding a series of dots or rectangles to a single, identical shape.

This can be done by selecting the same shapes as the original, and then combining the dots or triangles to form a new fractal.

After selecting the fractality, you need to create an initial fractal using only the dot or triangle pieces.

In order to create the first fractal of your own, you will need to pick a number of dots and triangles that are larger than the number of shapes that are in the original.

In this case, you’d need to select four dots and three triangles and combine them to create six more fractal shapes.

When you have six more shapes to create, you can combine all six fractal pieces and create a new, larger fractal called the final one.

The final fractal is the best of the six and contains all of the elements that make up the original fractal: the number and shape of the dots, the color of the dot, and the number, shape, and size of the triangle.

This final fractale is called a tetrahedron.

It has a diameter of one and a length of two.

To create a tetraset, you add a fourth dot or a fourth triangle to the previous tetra, and repeat this process for the remaining shapes.

If your fractal has a shape that’s not in the tetra you want, select the other shapes, add them to the tetras, and select the final shape.

You can also use the shapes in the final fractals to create your own shapes that will then be added to your final fractales.

Once you have your final shape in place, you use it to create other shapes that match the final shapes, making a new tetra and tetra-triangle-triplet-triple-five-eight-seventh-eightth-eight.