
What makes the '9th Street' (1978) Robert Goodnough acrylic print unique?
This print captures Goodnough's late-career mastery of geometric clusters. The 4mm acrylic material adds a 3D-like depth and luminosity that highlights his intricate layering and movement, making it a superior choice for fine art collectors.
What are the specific dimensions and material properties of this fine art reproduction?
The print measures 70x100 cm (28x40"). It is crafted from premium 4mm acrylic with straight-cut corners, ensuring a vibrant, durable, and modern finish that resists fading and environmental damage.
How is the acrylic print prepared for hanging?
Each print includes a professional hanging kit with screws. Pre-drilled holes are positioned 14mm from each corner, featuring 8mm diameters and 15mm screw heads for a secure and perfectly aligned mounting.
What is the archival longevity of a RedKalion museum-quality print?
RedKalion uses archival-grade processes that ensure color stability and material integrity for decades. The 4mm acrylic acts as a protective shield against UV light and moisture, preserving the artwork's original brilliance.
How is the artwork packaged for secure shipping?
We use heavy-duty, impact-resistant packaging specifically designed for large-format acrylic prints. This ensures your Robert Goodnough masterpiece arrives in pristine condition, protected from scratches and structural stress during transit.
What was Robert Goodnough’s significance in the New York School of abstract art?
Goodnough was a key bridge between Abstract Expressionism and Color Field painting. His work is celebrated for its 'clusters' of shapes, balancing spontaneous energy with a unique, self-imposed discipline and architectural structure.
How does the year 1978 reflect Goodnough's stylistic evolution?
By 1978, Goodnough had refined his style into sophisticated, large-scale compositions. His work moved away from early calligraphic roots toward a more ethereal, light-filled abstraction that prioritized the interplay of color and negative space.