Superimposed Squares and Concentric Circles
A red-chalk geometric construction about a common centre
A single red-chalk geometric figure superimposes a square with circles and an arc sharing a common centre. Diagonal and radial lines run from the corners inward toward a central point, and an arc arches over the top of the square. The construction explores how squares and circles can be nested and related about one centre.
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Square inscribed with circles and diagonals
A square is drawn in red chalk with an arc rising above it and lighter circular arcs within, all organised around a central point. Diagonal lines cross from the corners toward the middle, tying the square to the enclosed circular forms. The sketch is a study of concentric squares and circles rather than a measured drawing.