The Sierpinski Triangle

A Sierpinski triangle is a type of self-similar fractal. It has the overall shape of an equilateral triangle, but the fractal can be made from repeatedly cutting smaller triangles out from within it.

From the initial triangle, a triangle is cut out from the midpoints of the three lines of the triangle. The pattern then repeats, with a triangle being cut from the middle of every triangle that's created during the previous iteration.

The starter text input provides some coordinates that can be used to make a start triangle.

Create an iterative macro that shows the Sierpinski Triangle up to 7 iterations.

Download the Alteryx start file by Clicking Here