Sierpinski Triangle Magnets

Description: A Sierpinski triangle is a fractal of equilateral triangles that may be subdivided into increasingly smaller triangles. This version includes an additional triangle in middle of the form, rendered in a bronze color.

Description: A simple but elegant Sierpinski triangle

Description: !http://feedjit.com/b/ff2f104e4fa11bbf6ffe5878416f8d8c.png!:http://feedjit.com/joinimg/ "A Sierpinski triangle":http://en.wikipedia.org/wiki/Sierpinski_triangle I had fun creating this series.

Description: A monochromatic geometric pattern created with white lines on a black background. It features repeating triangular shapes forming a fractal structure resembling a Sierpinski gasket. The pattern is composed of numerous smaller triangles within larger ones, creating a complex, interconnected lattice.

Description: A visual representation of the Sierpinski triangle fractal, composed of three progressively smaller triangles, each filled with smaller triangles. The pattern repeats recursively, creating a complex geometric structure displayed in white against a black background.

Description: Created with Ultrafractal 20150124-002 { fractal: title="20150124-002" width=1024 height=768 layers=1 credits="Rupert Russell;1/24/2015" layer: caption="Background" opacity=100 transparent=yes mapping: center=-0.042397887/0.82051201236 magn=1.6412614 formula: maxiter=100 filename="sam.ufm" entry="SierpinskiTriangleII" p_alpha=60.0 p_trt=0.0 p_offset=0/0 inside: density=16 transfer=none solid=0 filename="reb.ucl" entry="Apollonian_Gasket" p_version=1.0 p_solid=yes p_applyMapping=no p_percentInc=0.0 p_level=100 p_scircle=0.01 p_base=no p_lace=no p_ptype=None p_pert=1 p_scale=1 p_ncolor=8 p_rwidth=0.1 p_rcolor=1 p_clip=no p_method=level p_adj=1.0 p_xfer=linear p_zscale=0.4 p_zscale2=0.025 p_angle...

Description: Pascal's triangle with odd numbers in coral and even numbers in cyan, revealing the Sierpinski pattern behind the binomial theorem. For algebra teachers, math nerds and combinatorics fans.

Description: Illustrated image of the Sierpinski triangle. This image is perfect for mathematicians, architects, occultists, physicists, astrophysicists, artists, and lovers of sacred knowledge. Ideal as a gift for friends or colleagues.

Description: The Sierpinski triangle is one of the basic examples of self-similar sets, ie it is a mathematically generated pattern did kann reproducible at any magnification or reduction.

Description: The Sierpinski triangle is one of the basic examples of self-similar sets, ie it is a mathematically generated pattern did kann reproducible at any magnification or reduction.