Concept
Fibonacci Circles
The Fibonacci Circles collection shows arrangements of circles whose diameter corresponds to the Fibonacci numbers. The diameter of a circle is therefore the sum of the diameters of the next two smaller circles. The colored areas grow as the square of the Fibonacci numbers.
Crescents
In the Crescents series, a circle is enclosed by the next larger circle in such a way that they touch on the inside. When the inner circle is cut out of the larger one, a crescent is formed.
Fibonacci Crescent Moons
In the Fibonacci Crescent Moons image, each Fibonacci circle appears twice: once as a crescent and once as the inner circle of the next larger crescent. In both instances, the circle is the same colour, but appears slightly different because the colour context is different. The crescents are freely rotated, positioned and coloured.
More pictures from the Crescents series: