Bead model of Menger sponge

A group of students, 紀彥仰 (Electrical Engineering), 戴子宜(Electrical Engineering), 吳柏成(Computer Engineering), in my class, Molecular Aesthetics 2020, designed and built a beautiful bead model of Menger sponge.

Sierpinski tetrahedron & Mackay icosahedron for the Bridges Seoul 2014

Dr. Tsoo and I have also submitted two beadworks for the mathart exhibition in the Bridges Seoul 2014, which can be found here: tubular bead structures.

Beadworks for the mathart exhibition (Mar. 15, 2014)

Sierpinski tetrahedron

Sierpinski Tetrahedron (Level 3)

Spierpinski icosahedron and other fracal objects

I found the following site, in which they have created amazing artworks of Sierpinski icosahedron with modular paper folding.
However this site is in German. I am not sure how they did it. It seems to me they have a summer camp for high school or primary school kids to create this model collaboratively.
http://www.mathematik.uni-muenchen.de/~geotage/

http://www.mathematik.uni-muenchen.de/~geotage/rweber/

Here is the picture of the model they created:
http://www.mathematik.uni-muenchen.de/~geotage/rweber/PIC00025.JPG


Alternatively, Wikipedia has a long list of fractal dimensions for many different objects:
List of fractals by Hausdorff dimension


Many natural objects exhibit fractal structure too:
Check this amazing Fractal food in supermarket out.