This presentation discusses the construction of the golden spiral from the sublime triangle. It begins by introducing the sublime triangle, which is made up of sides from a regular pentagon. It then demonstrates how to construct the golden spiral by repeatedly drawing angle bisectors to generate similar, smaller triangles and using the points to lay out concentric arcs that form the spiral shape. The presentation provides step-by-step instructions on drawing the angle bisectors, finding the points, and using the points and radii to construct the golden spiral arcs.