CIRCLE LIMIT I Framed Poster | MC Escher Framed Prints Wall Art | MC Escher Store
CIRCLE LIMIT I Framed Poster | MC Escher Framed Prints Wall Art | MC Escher Store
Circle Limit I Framed Poster: A Masterpiece of Mathematical Art
M.C. Escher's Circle Limit I is a groundbreaking woodcut that showcases his genius in blending mathematics and art. Created in 1958, it was the first in a series of four prints exploring hyperbolic geometry, specifically the Poincaré disk model. This intricate design features interlocking fish that diminish in size toward the edge, creating a mesmerizing infinite pattern. As a pioneer of tessellations, Escher's work continues to inspire artists, mathematicians, and collectors worldwide.
Our framed poster of Circle Limit I captures every detail with exceptional clarity, thanks to our master's edition, museum-quality paper. The matte, uncoated finish enhances the depth and texture of the original woodcut, while the shatterproof plexiglass ensures lasting protection. Each frame is crafted from durable pine wood, available in four elegant finishes: white, wood, dark wood, and black. The frame's slim profile (20-25mm thick, 10-14mm wide) complements the artwork without overpowering it. Ready to hang with included hardware, this piece transforms any space into a gallery of intellectual sophistication.
Why Choose This Framed Poster?
- Museum-Quality Reproduction: Printed on 250 gsm FSC-certified paper, this poster meets archival standards for longevity and color fidelity.
- Ready to Hang: Includes hanging kit for immediate display.
- Durable Protection: Shatterproof plexiglass safeguards the artwork.
- Versatile Sizes: Available in four sizes to suit your space.
- Sustainable Materials: Eco-friendly paper and wood frame.
Elevate your space with this archival masterpiece that endures. Explore our MC Escher framed posters wall art collection for more iconic works.
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What is the significance of M.C. Escher's Circle Limit I?
Circle Limit I is Escher's first exploration of hyperbolic geometry, using interlocking fish to create an infinite tessellation within a circular boundary. It's celebrated for its mathematical precision and artistic beauty.
What are the frame options for this poster?
Choose from four frame types: white, wood, dark wood, or black. Each is made of durable pine wood, 20-25mm thick and 10-14mm wide, complementing the artwork elegantly.
What paper is used for the poster?
The poster is printed on 250 gsm matte, uncoated, natural white paper (FSC-certified), ensuring a museum-quality finish that resists glare and preserves detail.
Is the poster ready to hang?
Yes, each framed poster arrives ready to hang with a hanging kit included, so you can display it immediately without additional tools.
How is the poster protected?
Shatterproof plexiglass covers the poster, providing UV protection and safeguarding against damage while maintaining clarity.
What sizes are available?
The poster comes in four sizes to fit various spaces. Please refer to the size chart for exact dimensions.
Is the paper sustainable?
Yes, the paper is FSC-certified or equivalent, meaning it comes from responsibly managed forests.
Can I return the item if it arrives damaged?
Absolutely. We offer a free return or replacement if your item arrives damaged. Just contact our support team within 30 days of delivery.
How long does shipping take?
Shipping times vary by location. Typically, orders are processed within 1-2 business days and delivered within 5-10 business days. Tracking is provided.
Is this a limited edition print?
This is an open edition reproduction, allowing more art lovers to enjoy Escher's work. It is not numbered or limited.
What inspired Escher to create the Circle Limit series?
Escher was inspired by mathematical concepts, particularly hyperbolic geometry, after reading a paper by mathematician H.S.M. Coxeter. He sought to visualize infinity within a finite circle.
How does Circle Limit I differ from Escher's other tessellations?
Unlike his Euclidean tessellations, Circle Limit I uses hyperbolic geometry, where shapes shrink as they approach the boundary, creating a sense of infinite regression.
What is the Poincaré disk model?
The Poincaré disk model is a way to represent hyperbolic geometry within a circle, where lines are arcs perpendicular to the boundary. Escher used it to structure the fish in Circle Limit I.