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2 months ago
There is a fascinating connection between infinity and fractals, which are geometric shapes that have self-similarity at different scales. F...
Created 2 months ago ยท 0 commentsยท 0 likes
Atomix XL v4 Lightning1.5xClarity 1.5x
Creation Summary by Vincent
Infinity and Fractals: The Mandelbrot Set's Infinite Complex...
This image explores the infinite complexity of fractals, focusing on the Mandelbrot set. Discover self-similar geometric shapes with finite area and infinite boundaries.
Created by Boris Krumov on Oct 11, 2025 using the Atomix XL v4 Lightning AI image generator model.
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Creation Settings
- Model
CKPT- Start Image
- Upscale Prompt
- There is a fascinating connection between infinity and fractals, which are geometric shapes that have self-similarity at different scales. For example, the Mandelbrot set is a fractal that is defined by a simple formula, but it has an infinitely complex boundary that contains copies of itself at smaller ...
- Creativity
100%
Original Creation Settings
- Text Prompts
- There is a fascinating connection between infinity and fractals, which are geometric shapes that have self-similarity at different scales. For example, the Mandelbrot set is a fractal that is defined by a simple formula, but it has an infinitely complex boundary that contains copies of itself at smaller ...Weight: 1
- Model
- Initial Resolution
Medium
- Aspect Ratio
1:1
- Runtime
Long
- Overall Prompt Weight
100%
