Fibonacci's Knot is an original acrylic abstract painting on 9 stretched canvases. Each canvas work is 12 x 16 x 3/4 inches. It is shown in the an ordered arrangement with a minimal amount of space between each canvas, which would cover roughly 3 x 4 feet. The alternate room view shows the nine pieces oriented randomly, revealing the flexibility of this work. Fibonacci's Knot, by Jake Beckman, is a series of interlocking Fibonacci spirals, smaller ones in orange, larger ones in red. The background is in shades of warm brown, with broad fiery swatches of orange, yellow and red echoing the thinner spirals. There is just a touch of viridian and copper to bring the work together with some lovely desert southwest hues. Each painting is signed by the Artist, Jake, in the lower right hand corner. On the back of the work a FAR Tag No is placed in the region behind the signature on the back of the work and signed by the artist again. Each of the 9 pieces has its own FAR Tag numbering 17531-17539. The work is federally copyrighted. All reproduction and publishing copyrights are retained by the artist. Images are not to be copied, re-distributed, imitated, derived OR otherwise used in any form without the explicit written permission of the artist.
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