Golden Fibonacci Technology (GFT) is a geometry-based compositional system developed through direct analysis of historical masterworks and extended into practical tools for contemporary use. The work focuses on identifying and applying a specific proportional logic that combines Golden Ratio scaling with Fibonacci structure in a consistent, repeatable way.
The system was developed through long-term measurement and reconstruction of paintings by major artists, where deliberate geometric planning can be observed beneath the visible imagery. Rather than approaching proportion as a loose aesthetic preference, GFT treats it as a working framework—one that can be recovered, tested, and used intentionally. Central to the method is a specific numerical foundation that produces both Golden Ratio relationships and embedded Fibonacci structure when applied.
Golden Fibonacci Technology was developed by David Cisco, an artist and researcher with a background in commercial art and visual construction. The work grew out of sustained study of master paintings at full scale, supported by drafting methods, digital tools, and numerical analysis. The emphasis throughout has been on what can be measured and verified, not on symbolic interpretation or stylistic theory.
This website serves as the primary hub for all Golden Fibonacci Technology–related work. It brings together the core system, published books, digital toolkits, and ongoing documentation. Individual research projects and titles—such as Velázquez Code—maintain their own dedicated sites, but all originate from and connect back to the GFT framework presented here.
Golden Fibonacci Technology is an active and expanding project. The currently available books and toolkits represent the first public release of the system. Additional analysis, demonstrations, and supporting materials are in development and will be released over time as the documentation continues to grow.
If GFT turns out to be a rediscovered geometric technique used by master artists over centuries, then great.
If it turns out to be repeated coincidence, also great — that means GFT independently achieves the same compositional results, without the calculation, drafting, or guesswork traditionally required.