GT Fractals
GT Fractals Summary
GT Fractals is a mobile iOS app in Education by Gennaro Eduardo Tangari. Released in Mar 2022 (4 years ago). Store metadata: updated Jan 15, 2026.
Store info: Last updated on App Store on Jan 15, 2026 .
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App Description
DISCOVER THE INFINITE BEAUTY OF FRACTALS
Explore the mesmerizing world of fractal mathematics with an elegant app designed for discovery. Whether you're a mathematician, artist, student, or simply curious, this app brings the infinite complexity of fractals to your fingertips.
STUNNING VISUALIZATIONS
Explore the iconic Mandelbrot set in vivid detail. Discover the intricate Julia set and its connection to Mandelbrot. Choose between vibrant color schemes or elegant monochrome with high-quality rendering.
INFINITE EXPLORATION
Pinch to zoom infinitely into the fractal boundary. Pan and explore any region with intuitive gestures. Every zoom reveals new patterns and structures with real-time visual feedback.
POWERFUL CUSTOMIZATION
Adjust iteration count for different levels of detail. Fine-tune rendering quality between Fast, Normal, and High. Customize the visible area with precise numeric bounds and switch between fractal types seamlessly.
SAVE AND SHARE
Save your favorite fractal discoveries to a personal gallery. Each saved fractal includes all parameters for recreation. Browse thumbnails of your collection and share stunning fractal images instantly.
LEARN AS YOU EXPLORE
Built-in educational content about fractal mathematics. Understand the connection between Mandelbrot and Julia sets. Learn about the iterative formula and discover why fractals exhibit self-similarity.
FEATURES
- Mandelbrot set visualization
- Infinite zoom with smooth gestures
- Customizable rendering parameters
- Personal gallery with saved fractals
- Educational content included
- Share beautiful fractal art
- Professional minimalist design
- Optimized performance
- No ads or subscriptions
Perfect for mathematics students, educators, digital artists, designers, science enthusiasts, and anyone curious about the infinite beauty of fractals.