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#polyhedron

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Truncated ‘cuboctahedron’ mapped from continuous polynomial x^80+y^80+z^80+.6133^80((y+z)^80+(z+x)^80+(x+y)^80+(y-z)^80+(z-x)^80+(x-y)^80)+.5286^80((x+y+z)^80+(x+y-z)^80+(x-y+z)^80+(-x+y+z)^80)-1=0. An Archimedean solid, it has 26 regular faces (6 octagonal, 8 hexagonal and 12 square), 48 vertices and 72 equal edges. It is not a true truncation of the cuboctahedron which instead results in 12 rectangular faces rather than square. However, with a bit of (mathematical) stretching, the requisite all edges equal condition can be met. #Maths #Mathematics #Math #polyhedron

en.wikipedia.org/wiki/Truncate

Next project, a Tetragonal Deltohedron LED polyhedron.

It seems If you are making Art PCBs eventually you make the LED Cube style project.

101 Addressable LEDs per side, 8 sides. running off a XIAO ESP32, Lipo battery inside...

Same shape as my stained glass version blog.abluestar.com/projects/20

Same methods as the Dodecahedron PCB blog.abluestar.com/dodecahedro

#LED#LEDArt#PCB