Wednesday, February 27, 2008
A curve, found again.
Martha Bakerjian
One of Cosimo I's building projects was the Santa Trinita bridge, which was rebuilt, after a flood, by Ammannati, who also extended the Pitti Palace for Cosimo, botching, in the enlargement, Brunelleschi's original design. Ammanati's bridge, the most beautiful in Florence, the most beautiful perhaps in the world, was destroyed by the Germans during the last war and has been rebuilt, as it was. The rebuilders, working from photographs and from Ammannati's plans, became conscious of a mystery attaching to the full, swelling, looping curve of the three arches -- the slender bridge's most exquisite feature -- which conforms to no line or figure in geometry and seems to have been drawn, free hand, by a linear genius, which Ammannati was not. Speculation spread, throughout the city, on the enigma of the curve. Some said it was a catenary curve, drawn, that is, from the looping or suspension of a chain; some guessed that it might have been modelled on the curve of a violin body. Just before the bridge's opening, however, a new theory was offered and demonstrated, very convincingly, with photographs in the newspaper; this theory assigns the design of the bridge to Michelangelo, whom Cosimo I was consulting, through Vasari, at this period. The original of the curve was found, where no one had thought of looking for it, in the Medici Tombs, on the sarcophagi that support the figures of Night and Day, Twilight and Dawn. Thus, if this argument is correct (and it has been widely accepted), a detail of a work of sculpture, done for the glorification of a despotic line in their private chapel, was translated outdoors and became the property of the whole Florentine people. Sculpture returned to architecture, like a plant reverting to type, and a curve of beauty, thrice repeated, which was as mysterious in its final origin as though it came from a god and not from an architect's drawing board, upholds the traffic of the city.Mary McCarthy, The Stones Of Florence 49-51 (Harcourt, 1963).
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