
Discover Unlimited Art Possibilities
At RedKalion, you can find virtually any artwork from any artist, available in a wide range of sizes to perfectly match your space.
If you didn’t find what you’re looking for, contact us at support@redkalion.com . We will source any artwork and produce it in any size and format you need, including art prints, posters, canvas, framed pieces, framed canvas, and more.
For dedicated art enthusiasts, we also offer handcrafted replicas of any artwork, carefully painted by highly skilled artists using traditional techniques.
For custom requests, contact us at support@redkalion.com .
What is the artwork EMBLEMATA BEEHIVE by MC Escher?
EMBLEMATA BEEHIVE by Maurits Cornelis Escher is a visually complex print known for its intricate tessellations and geometric patterns, characteristic of Escher's unique artistic style.
What are the paper specifications for this MC Escher fine art print?
This museum-quality reproduction uses 250 gsm (110 lb) matte, uncoated, natural white archival paper (0.29 mm thick) for exceptional detail and longevity.
How is the artwork framed and what are the frame dimensions?
The print is framed in a 20mm (0.79") thick and wide black frame made from responsibly sourced oak and ash wood, offering a substantial display.
Is the print protected and ready to hang upon arrival?
Yes, the EMBLEMATA BEEHIVE art print is protected by shatterproof plexiglass and includes a hanging kit, arriving ready-to-hang.
What makes this print an archival museum-quality reproduction?
It's printed on sustainable, FSC-certified paper using inks designed for longevity, ensuring the enduring brilliance of this MC Escher masterpiece.
Can you tell me more about MC Escher's artistic period?
MC Escher worked primarily in the 20th century, known for his impossible structures, explorations of infinity, and meticulously crafted tessellations inspired by nature and mathematics.
What is the significance of the 'Beehive' theme in Escher's work?
While not a literal beehive, the 'Emblemata Beehive' title likely refers to the densely packed, geometrically ordered structure reminiscent of a honeycomb, a recurring motif in Escher's fascination with tessellation.
