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Cubist Data Postcard

Qty:
Signature Matte
18 pt thickness / 120 lb weight Soft white, soft eggshell texture
-$0.17

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Size: Standard Postcard

Create your own vacation-worthy postcard! Any view you’ve seen, any monument you’ve fallen in love with, can all be added to your postcard with our personalization tool.

  • Dimensions: 5.6" L x 4.25" H; qualified USPS postcard size
  • High quality, full-color, full-bleed printing on both sides

Paper Type: Signature Matte

Our Signature Matte paper is a customer favorite—smooth to the touch with a soft eggshell texture that elevates any design. Its sturdy 18 pt weight and natural feel make it the ideal choice for timeless, sophisticated events.

  • Exclusively made for Zazzle
  • Made and Printed in the USA
  • FSC® Certified—sourced from responsibly managed forests that protect both people and planet

About This Design

Cubist Data Postcard

Cubist Data Postcard

The avant-garde Cubist movement, pioneered by Pablo Picasso and Georges Braque in the early 20th century, not only revolutionised the art world but also had a profound influence on modern architecture and, unexpectedly, computer science. Cubism, characterised by its rejection of traditional perspective and representation of objects as fragmented, geometric forms, paved the way for a new understanding of space and structure. This innovative way of visualising and representing objects influenced modern architecture, particularly in the development of Deconstructivism and Parametric design. Architects like Le Corbusier, Walter Gropius, and Frank Gehry drew inspiration from Cubism, incorporating its principles into building design. Cubist architecture emphasises geometric shapes, irregular forms, and non-traditional spatial arrangements, resulting in dynamic, expressive, and often futuristic structures. In the realm of computer science, Cubist concepts have surprisingly found resonance in data structures and coding techniques. One example is the concept of fragmentation, which is central to Cubism. In computer science, fragmentation refers to the division of data into smaller, manageable pieces, similar to the fragmented forms in Cubist art. This concept is applied in data structures such as graphs and trees, where data is split into smaller, connected nodes. This fragmentation allows for more efficient data processing, search, and manipulation. Another example is the concept of spatial indexing, which is used in computational geometry and geospatial computing. Spatial indexing involves dividing a multidimensional space into smaller, geometric regions, reminiscent of the geometric shapes in Cubist art. This indexing technique enables efficient data access and query optimization in applications such as geographic information systems (GIS), spatial databases, and image processing. Furthermore, the idea of "overlapping planes" in Cubism, where multiple planes intersect and overlap, has parallels in the concept of "layered data structures" in computer science. In layered data structures, multiple layers of data are stacked on top of each other, with each layer representing a different aspect of the data. This concept is used in applications such as computer vision, image processing, and machine learning. In conclusion, the revolutionary ideas of Cubism have had a profound impact on modern architecture and, unexpectedly, computer science. The fragmented forms, geometric shapes, and non-traditional spatial arrangements of Cubism have influenced the development of data structures and coding techniques. The connections between Cubist painting, modern Cubist architecture, and computer science demonstrate the power of interdisciplinary thinking and the boundless creativity that emerges from the intersection of art, design, and technology. Created with canva.com, venice.ai & love.

Customer Reviews

4.9 out of 5 stars rating15.6K Total Reviews
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I had never seen these classic science fiction images and most of my friends have not seen them either. They are like little treasures! Amazing quality and fun to send people!
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Other Info

Product ID: 256802693542354898
Created on: 9/1/2024, 2:11 PM
Rating: G