Cellular Automata 30 All Over T-shirt

£15.00 £32.00

This Cellular Automata all over print T-Shirt is designed from the distinctive Rule 30 Elementary Cellular Automata. Perfect for fans of mathematics and contemporary design, this eye-catching t-shirt is sure to stand out in any crowd.

Size Guide
  • Slimmer, Fitted Cut
  • See size chart linked above for specific measurements

  • 100% Cotton
  • 180 GSM fabric
  • Designed in London, UK
  • Manufactured in Poland, EU

Cellular Automata is a captivating design that highlights the fascinating world of simple computational rules giving rise to intricate patterns. Inspired by Rule 30 from Stephen Wolfram's groundbreaking work, A New Kind of Science, this monochromatic design showcases a harmonious blend of randomness and structure. The minimalist, glitchy aesthetic invites contemplation of the complex patterns emerging from elementary binary systems, making Cellular Automata a thought-provoking and visually engaging piece.

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Introducing Cellular Automata, a graphic design gracefully derived from an elementary cellular automaton, specifically Rule 30, as originally discovered by Stephen Wolfram in his groundbreaking work, A New Kind of Science. This pattern exemplifies how even the simplest binary systems driven by computational processes, can give rise to complexity and structure.

Cellular Automata emerge from a detailed array of cells, governed by simple rules that dictated by their relations with neighboring or parent cells. As the system evolves, emergent complexity materializes, unveiling a captivating blend of randomness and structure. The design highlights the inherent beauty of cellular automata and the profound depth and intricacy that can originate from elementary foundations.

The Cellular Automata design features a monochromatic, glitchy aesthetic, evoking a sense of fascination and intrigue. The design's striking visual appearance bears witness to the elegance of emergent complexity. The Cellular Automata design encourages us to reflect upon the world's underlying patterns and ways in which the complexity we find ourselves enmeshed withing may have similarly elementary foundarions.