As described by Euclid as early as 300 BC in Book IV of "Elements", a circle can be drawn inside any triangle in such a way that it touches all three sides. This is called the incircle of a triangle.
"Incircles" presents a subdivision of the plane into triangles, but instead of drawing those triangles, each incircle is drawn. This results in captivating circle compositions, recursively drawn as only the computer can do.
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js@na
Display Notes
Double click (or double tab on mobile) to save the image (jpeg). Right click save will download the PNG on most browsers.
Creative Credits
Euclid for his contributions to geometry Heron of Alexandria for Heron's formula
Sales Notes
Fixed price, 64 editions for 0.03 ETH each, using an allow list that will be removed after 5 days
Artist Website
https://www.josvromans.com/work/incircles
Project ID
0x000000ff2fbc55b982010b42e235cc2a0ce3250b-0
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