Ref: 0025 : The Secret of Phi - Stoneware, pewter glaze, sgraffito : 21 x 13 : £ 680
This piece was envisaged as an archaeological find, like the Rosetta Stone, an important leap in our understanding of
the world and its history. It was meant to have a crude appearance, as though carved from stone and lost for long ages.
I find it a remarkable phenomenon that runs through Nature.
The Italian mathematician Fibonacci in the 16th century devised a numerical series that corresponds very closely to Phi,
the Golden Mean, or Golden Section (1.685:1).It also corresponds to many features in nature, from the seed patterns
of a daisy to the shape of galaxies and primitive crustaceans. It governs the shape of the Rolls Royce radiator, the
Acropolis, and the harmonious construction of pictures. When joined by a line as shown it describes a spiral.
If you add 1+1, you get 2. Add the resultant to the latter, i.e. 2+1=3, 3+2=5, 5+3=8 and you get an incremental series
which approaches Phi as the numbers increase. In terms of two-dimensional shapes, take the longer side of an initial
rectangle and use it as the shorter side of a second rectangle from which you project a longer side, and so on
until a galaxy is created with arc lengths defined by the Fibonacci series.