🌀 Fibonacci Spiral & Golden Ratio Generator
Create printable wall art, puzzles, and math templates
What is the Fibonacci Spiral?
The Fibonacci spiral is a visual representation of the Fibonacci sequence (1, 1, 2, 3, 5, 8, 13...), where each number is the sum of the two preceding ones. By drawing quarter-circle arcs connecting the opposite corners of squares sized according to this sequence, we create a spiral that closely approximates the Golden Spiral (based on the Golden Ratio, φ ≈ 1.618).
How to Use This Generator
- For Wall Art: Select "Spiral Only" and a high iteration count. Download the SVG and print it on a large poster or canvas.
- For Math Puzzles: Select "Squares Only" and "Monochrome". Print, cut out the individual squares, and challenge students to assemble them into the correct spiral tiling.
- For Designers: Use the "Golden Ratio" theme to get a precise vector template for logo design or photographic composition.
Frequently Asked Questions
Not exactly, but they are incredibly close. The Golden Spiral grows by a factor of φ for every 90-degree turn. The Fibonacci spiral uses integer ratios that converge to φ as the sequence progresses. For practical art and design, they are visually indistinguishable.
SVG (Scalable Vector Graphics) ensures your spiral remains perfectly crisp at any size. Whether you print it on a business card or a 10-foot billboard, the lines will never pixelate.