Fractal Embroidered T-shirt

Colour: Washed Indigo
Size
£35.00
Fit

Temporarily delayed dispatch times. Orders to next ship on the 11th of June

Description

A branching structure grown from a single repeated rule. The same mathematics - an L-system - that describes how trees extend their branches, how ferns unfurl, how root systems spread through soil. Each iteration adds another level of detail from the same simple instruction. The result is a precise, organic form that feels borrowed from nature.

Small chest embroidery on washed indigo and heather white organic cotton in a regular fit.
Size Guide
  • Regular cut - fits true to size
  • See size chart for specific measurements
Details
  • 100% Organic Cotton (GOTS Certified)
  • 180 GSM weight fabric (slightly heavier for a t-shirt)
  • Designed and finished in London, UK
  • Made in Fairwear Foundation cerified supply chain in Dhaka, Bangladesh
Design

The Fractal design is a captivating depiction of a branching structure, created through a simple iterated process known as a Lindenmayer system. This design speaks to the beauty and complexity of fractals, which have fascinated mathematicians and artists alike for centuries. The fractal structures seen in nature are often created by algorithmic processes similar to those used in this Fractal design, making this design a true tribute to the messy complexities of the natural world
Shipping & Returns

Temporarily delayed dispatch times. Orders to next ship on the 11th of June

  • Free UK Standard Delivery for orders over £70. Otherwise flat fee of £3.50. Full details here
  • 30 day hassle free returns. Full details here
  • EU Shipping €15 or free on orders over €180
  • USA Shipping $18 or free on orders over $180
  • Full international shipping detail here
View details

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Oatmeal

Fractal is a visually captivating design that depicts a branching fractal structure. Created using a simple iterated process, this design is based on a Lindenmayer system that utilizes recursive rules to generate intricate, self-similar patterns. Fractals have a rich history, dating back to the work of mathematician Benoit Mandelbrot in the 1970s. These complex and beautiful structures can be found in a wide range of natural phenomena, from the branching of trees to the shape of coastlines.

The appeal of fractals lies in their ability to capture the messy complexities of nature through simple mathematical rules. As a result, fractals have found numerous applications in fields ranging from computer graphics to biology. By generating patterns that are both infinitely complex and self-similar, fractals offer a unique glimpse into the underlying structures of the world around us. The Fractal design is a stunning example of this, offering a subtle yet powerful reminder of the beauty and complexity of the natural world.