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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 artworks are included in this MC Escher postcard pack?
This pack features seven of MC Escher's most famous works, including iconic pieces like "Relativity," "Ascending and Descending," and other mathematical art masterpieces, printed on high-quality fine art postcards.
What are the specifications of the postcard paper?
Each postcard uses 200 gsm (80 lb) FSC-certified paper with a smooth matte finish and 0.26 mm thickness, ensuring durable, eco-friendly museum-quality reproductions for art enthusiasts.
How is the color quality of these fine art postcards?
Our 12-color fine art printing technology delivers vivid, accurate colors with stunning depth, surpassing standard 4-color inkjet prints for premium MC Escher reproductions.
Are these postcards printed on demand?
Yes, all postcards are printed on demand with no minimum orders, allowing for personalized collections of archival-grade mathematical art prints.
What is the size of each postcard?
Each postcard measures A6 (10.5 x 14.8 cm or 4.1 x 5.8 inches), perfect for framing, mailing, or displaying as miniature fine art pieces.
What makes MC Escher's art historically significant?
MC Escher revolutionized 20th-century art by blending mathematics, tessellation, and impossible architecture, creating surreal works that challenge perception and inspire scientific inquiry.
How did Escher achieve his unique visual effects?
Escher used meticulous techniques like lithography and woodcut to craft intricate patterns and optical illusions, exploring infinity and perspective in his mathematical art masterpieces.
