Fibonacci numbers and the gold
Fibonacci numbers and the golden spiral concept аnd here's what was produced: "Create an image illustrating Fibonacci numbers within a square. The outline of the image is a square, with each element and the spiral depicted in various colors. The background color should be dark blue. The sequence begins from the center of the square and follows a golden spiral pattern within rectangles. This spiral is formed by fitting a quarter circle inside each square, derived from the infinite division of a golden rectangle into progressively smaller golden rectangles. The spiral approaches a logarithmic shape, centered at the intersection of the diagonals of the initial two rectangles. The image should be technically and geometrically precise, with each rectangle clearly labeled with its corresponding Fibonacci number. The Golden Ratio, 1.618, is a fundamental aspect of this composition." This prompt describes a detailed and accurate visualization of Fibonacci numbers and the golden spiral concept within a square composition.