Wolfram’s cellular automata Rule 110 holds significant scientific importance, as it is the simplest known universal Turing-complete system. It can emulate any arbitrary computer program when given adequate time and space, exhibiting complex behavior and demonstrating the potential for simple rules to produce intricate patterns and behaviors.  Matthew Cook’s 2004 proof of its Turing-completeness solidified its importance in  computational theory, making it a fundamental example in the study of computational universality and the nature of computation itself. Its properties have implications for various fields including computer science, mathematics, physics, and even biology, offering us insights into the behavior of complex systems. 

Utilizing traditional craft techniques to illustrate computational concepts allows viewers to bridge the gap between abstract theoretical frameworks and tangible, experiential understanding. It allows for the exploration of complex geometries, organic  patterns, and emergent behaviors in a tangible, visceral manner, offering new perspectives on the interplay between algorithms and the physical environment. Pieces like Rule 110 not  only enrich our scientific understanding of complex concepts, but cultivate a deeper appreciation for the interconnectedness of science, culture, and human creativity.