Fractal

Fractal

• Model: AIVision

• Size: 1792 X 1024 (1.84 MP)

• Used settings:

  • Prompt: The image depicts a visual representation of the Mandelbrot set, a complex mathematical fractal. This fractal is renowned for its infinitely intricate boundary that reveals progressively finer detail upon closer inspection, and for the way its shape can never be fully captured, no matter how much one zooms in. In this representation, each point in the image corresponds to a complex number. The color of each point is determined by how quickly values reach infinity when iterated through a specific mathematical equation. Points that remain bounded in value are typically colored black, while those that escape to infinity are assigned colors based on the number of iterations required to escape. The result is a mesmerizing pattern of swirling, looping shapes and colors that seem to stretch infinitely, featuring a large central "bulb" surrounded by an intricate web of smaller bulbs and filaments. The transitions between colors create a stunning contrast, highlighting the fractal's complexity and the delicate balance between order and chaos inherent in mathematical patterns. The image serves as both a visual feast and a representation of the beauty and complexity found in mathematical phenomena.
  • Upscale & Enhance: 0
  • Aspect Ratio: landscape