
Hankin’s Method
What you seeFour square panels of the same grid of octagons and squares, its edges dashed and their midpoints marked in terracotta. From each midpoint two lapis lines leave at a set angle, 45, 56.25, 67.5 and 78.75 degrees, and meet in stars that sharpen as the angle grows; each panel is cut along the pattern's mirror lines.
What it meansThe British scientist E. H. Hankin, studying Islamic ornament in India, proposed that many star patterns can be drawn on a hidden grid of polygons in contact, by lines that cross at the midpoints of their edges. His method is widely used today to analyse and redraw historical patterns.
Where it worksA clear teaching plate for a studio, a classroom or a design office.
Everything is one ZIP: every shape and size, the phone wallpaper, the SVGs and a printing guide.