In 1972, Edward Lorenz titled a conference talk with a question: does a butterfly flapping its wings in Brazil set off a tornado in Texas? He'd stumbled on the idea years earlier, when a rounding error in a weather model spiraled into an entirely different forecast. A tiny perturbation, magnified by the system, becomes a whole new sky. The picture sits inside that same physics. A small shift in the geometry at the top, repeated, multiplied, carried down through the bands, becomes a wing.
The upper bands are all right angles. Hexagonal cells laced with T-shapes, crosses, bracket marks — the stepped vocabulary of kené, mirrored and tiled. The Shipibo-Conibo people of the Peruvian Amazon have been laying these patterns for generations on cloth, on skin, on ceramic. The marks come in pairs, in rows, always in some form of repetition that holds the surface together. Look at any band up top and something is already straining against the right angles — a hint of curve, an axis ready to spread. The geometry is the first frame of the morph, and the morph has already started.
Then the cells begin to soften. The edges curve. What were rigid polygons bow into shapes that suggest wings before the eye fully admits it. The interior glyphs migrate too: stepped marks lengthen into vein lines, T-shapes lean and split into antennae. By the lower bands the butterflies are fully articulated — slender bodies, wings open in dorsal view, each outline locked into its neighbor with no gaps, no overlaps. That edge-to-edge fit is tessellation in its strictest sense, and M.C. Escher spent years through the 1940s and 1950s trying to get living forms to obey it. He filled notebooks working out how a butterfly's wing-tips could become the gap-fillers for the next butterfly over, how asymmetry could still tile a plane without leaving a single seam unfilled. The picture inherits his solution. The wing fits the wing fits the wing, all the way down.
A pattern larger than itself
The deeper grammar of the title "Butterfly Morph" sits in this: the geometry up top is already the butterfly, held in latent form. The Shipibo cells hold the wing inside their right angles, waiting. Painters in the kené tradition have long opened the patterning into figurative passages — Blas Arevalo, working through the 1990s and 2000s, made ceremonial textiles where stepped marks gave onto animals, plants, long sequences of transformation, and the patterning carried through unbroken. Grid and creature, one continuous mark. The morph here works the same way: same logic, unfolding band by band, no rupture between the polygon and the wing.
In 1976, the Canadian zoologist Fred Urquhart published the answer to a question he'd been chasing since boyhood: where do the monarch butterflies of eastern North America go for the winter? He'd been tagging wings with tiny paper labels for decades, recruiting volunteers across the continent, waiting for one to turn up somewhere unexpected. The trail ended in the oyamel fir forests of Michoacán, where millions of monarchs clustered on the same handful of trees, generation after generation, arriving in a place none of them had ever flown to before. Each butterfly was carrying a pattern larger than itself. The picture sits inside that fact too. A single butterfly at the bottom band is one frame of a much larger grammar, and the grammar is the thing.
A small shift in the geometry becomes a wing
About the Artwork
Butterfly Morph stages a metamorphosis you can watch unfold. At the top, angular cells carry the stepped marks of Shipibo kené — geometry locked in right angles. As your eye descends, those polygons soften into wings and interior marks lengthen into veining. By the bottom, the butterflies arrive fully formed, locked edge-to-edge in Escher's tessellation. The transformation is continuous, band by band, each frame holding the next in latent form. You're not watching two systems collide; you're watching one grammar open from structure into flight, the same line that drew the polygon now drawing the antenna. The butterfly in full effect.
