Golden Mean in Red II 

Scott Fraser’s “Golden Mean in Red II” presents a playful yet rigorous investigation into form, order, and visual perception. A cascade of Hershey’s Kisses are meticulously arranged to trace a Fibonacci sequence against a stark black backdrop. This juxtaposition of the commonplace and the mathematical creates a visual tension that's both intellectually stimulating and curiously delightful. The artist co-opts the Golden Ratio, represented by a vibrant red spiral, as a compositional armature that guides the viewer's eye. The metallic sheen of the chocolates, contrasting with the flatness of the background, plays with depth and dimensionality. This creates a hyperrealistic tableau that almost feels like a sculptural installation. Fraser is referencing the historical precedents of geometric abstraction by imposing the Golden Ratio upon an everyday object. The choice of candy introduces an element of postmodern irony, questioning the boundaries between high art and mass culture. This complex interplay of geometry, consumerism, and meticulous realism invites us to see the extraordinary within the ordinary.