210 models
This model features a wireframe rhombic dodecahedron, designed in CAD and refined through an iterative process to form a Sierpiński Octahedron fractal structure. It includes a seamlessly attached base and prints without requiring any…
This model features a wireframe Rhombic Dodecahedron , designed in CAD and refined through an iterative process to form a Level 1 Sierpiński Octahedron fractal structure . It includes a seamlessly attached base and prints without…
This model features a Level 3 Sierpiński Pyramid fractal structure made from Rhombic Dodecahedra. Looks pretty trippy and prints great with no supports! 😁 I've included a 3MF that will produce the print shown in the photos. Here are the…
This model features a wireframe Rhombic Dodecahedron, designed in CAD and refined through an iterative process to form a Level 3 Sierpiński Octahedron fractal structure. It includes a seamlessly attached base and prints without requiring…
This model features a wireframe Rhombic Dodecahedron , designed in CAD and refined through an iterative process to form a Level 2 Sierpiński Octahedron fractal structure . It includes a seamlessly attached base and prints without…
This model features a Level 5 Sierpiński Pyramid fractal structure made from Rhombic Dodecahedra instead of Octahedra, designed with strategically placed gaps for seamless vase mode printing. I've included a 3MF file that will produce a…
This model features a Level 5 Sierpiński Octahedron fractal structure made from Rhombic Dodecahedra, designed with strategically placed gaps for seamless vase mode printing. The base is integrated into the fractal itself, forming a…
This model features a Level 3 Sierpiński Pyramid fractal structure made from Rhombic Dodecahedra instead of Octahedra, designed with strategically placed gaps for seamless vase mode printing. I've included a 3MF file for a pyramid with a…
This model features a Level 4 Sierpiński Pyramid fractal structure made from Rhombic Dodecahedra instead of Octahedra, designed with strategically placed gaps for seamless vase mode printing. I've included a 3MF file for a pyramid with a…
The Ball of Mirrored Dodecahedra was created by combining mirrored dodecahedra into a rounded, intricate shape. Its interlocking facets make it visually striking, and offer a hands-on example for math enthusiasts exploring complex…
This model features a Level 4 Sierpiński Octahedron fractal structure made from Rhombic Dodecahedra, designed with strategically placed gaps for seamless vase mode printing. The base is integrated into the fractal itself, forming a…
This model features a Level 2 Sierpiński Octahedron fractal structure made from Rhombic Dodecahedra, designed with strategically placed gaps for seamless vase mode printing. The base is integrated into the fractal itself, forming a…
This model features a Level 2 Sierpiński Pyramid fractal structure made from Rhombic Dodecahedra. Looks pretty trippy and prints great with no supports! 😁 Here are the settings for FDM printers- Layer Height: 0.16mm Infill : User…
This is my version of the Dodecahedral holonomy maze invented by Henry Segerman. You can find his video about it here: https://youtu.be/wzjUTPCAF4Y He also sells the original version of the maze:…
This model features a Level 3 Sierpiński Octahedron fractal structure made from Rhombic Dodecahedra, designed with strategically placed gaps for seamless vase mode printing. The base is integrated into the fractal itself, forming a…
This model features a Level 1 Sierpiński Octahedron fractal structure made from Rhombic Dodecahedra. The base is integrated into the fractal itself, forming a cohesive structure that prints without the need of any supports. I hope you…
An Escher dodecahedral polyknot ideal for a desktop sculpture for home or office. recommendation: minimum z-axis setting 125mm
This is a 90 part modular construction toy of a Holden icosahedral polysurface. You will need 30 connectors and 60 pentagonal tilz. recommended z-axis setting 3mm.
a polyknot inspired by MC Escher Category: Math
a kit to be assembled for a Holden nesting nolid Category: Math
a spheroid with icosidodecahedral symmetry Category: Math Art
a nested polyknot inspired by MC Escher Category: Math Art
a polyknot inspired by MC Escher Category: Math Art
a polyhedron inspired by Alan Holden Category: Math
a polylink inspired by Johannes Kepler Category: Math
a polyknot inspired by MC Escher Category: Math
A polyknot inspired by MC Escher. I recommend at least a 150 mm z-axis setting to allow for post print support removal. I used tree supports with good result. Category: Math Art
a start dodecahedral polyknot Category: Math Art
a zero volume polyhedron inspired by Alan Holden Category: Math Art
a zero volume polyhedron inspired by Alan Holden Category: Sculptures
a polylinknot inspired by MC Esscher Category: Math
I updated the photographs since the originals did not print well. For some reason my printer leaves a lot of threads as it moves between the small spots on each layer. Lowering the print temperature helped, but other adjustments had…
a polyhedron inspired by Alan Holden Category: Math
a zero-volume polyhedra inspired by Alan Holden Category: Math Art
a zero volume polyhedron inspired by Alan Holden Category: Sculptures
a polytoroid inspired by BM Stewart Category: Math Art
a pair of convex and concave polyhedra Category: Math Art
a polylinknot inspired by MC Escher and Johannes Kepler Category: Math Art
a polyknot inspired by MC Escher Category: Math
a polyknot inspired by MC Escher Category: Math
a polylink inspired by Alan Holden and Leonardo da Vinci Category: Math
a polylink inspired by Alan Holden Category: Math Art
a polyknot inspired by George Hart Category: Math Art
a star dodecahedron inspired by Johannes Kepler Category: Math Art
a polylink inspired by Johannes Kepler Category: Math Art
a polylink inspired by Johannes Kepler Category: Math Art
a big construction kit for a slide together nolid Category: Math Art
an elevated polyhedron inspired by Leonardo da Vinci Category: Math Art
a polyknot inspired by MC Escher Category: Math Art
This is a 300-part math manipulative inspired by the nolids (zero volume polyhedra) of Alan Holden and his book Shapes, Space, and Symmetry. You will need 120 square tilz, 60 pentagonal tilz, and 120 connectors. Recommended z-axis setting…
a polyknot inspired by MC Escher Category: Math Art
a polyknot inspired by MC Escher Category: Math Art
a polyknot inspired by MC Escher Category: Math
a polylink inspired by Johannes Kepler Category: Math
a polyknot inspired by MC Escher Category: Math
a polyknot inspired by MC Escher Category: Math
an elevated dodecahedron inspired by Leonardo da Vinci Category: Math Art
a star polyknot inspired by Rinus Roelofs Category: Math Art
a polylink inspired by artist Rinus Roelofs Category: Math Art
a star polyknot inspired by mathematical artist Rinus Roelofs Category: Math Art
a polyknot inspired by Rinus Roelofs Category: Math Art
a polyhedron inspired by BM Stewart Category: Math Art
a polyknot inspired by Rinus Roelofs Category: Math Art
a polyhedron inspired by Alan Holden Category: Math Art
a polylink inspired by BM Stewart Category: Math Art
a zero-volume polyhedron inspired by Alan Holden Category: Math Art
a zero volume polyhedron inspired by Alan Holden Category: Math Art
a polyhedron inspired by Alan Holden, BM Stewart, and Johannes Kepler Category: Math Art
a polyknot inspired by Rinus Roelofs Category: Math Art
a polytoroid inspired by BM Stewart Category: Math Art
a zero-volume and 1 sided polyhedron inspired by Alan Holden Category: Math Art
a polylink inspired by Johannes Kepler Category: Math Art
a polylink inspired by Johannes Kepler Category: Math Art
a polylink inspired by Johannes Kepler Category: Math Art
a polytoroid inspired by BM Stewart Category: Math Art
a polyhedron based on the handle sphere and inspired by Johannes Kepler Category: Math Art
a polyknot inspired by Rinus Roelofs Category: Math
a polylink based on the rhombicosidodecahedron Category: Math Art
a polyknot inspired by Johannes Kepler Category: Math Art
a polylink inspired by Johannes Kepler Category: Math Art
a zero-volume polyhedron inspired by Alan Holden Category: Math Art
a polytoroid inspired by BM Stewart Category: Math Art
concave and convex complimentary polyhedra Category: Math Art
a large challenging polylink Category: Math Art
a zero-volume polyhedra inspired by Alan Holden Category: Math Art
a polylink composed of 60 stars inspired by Alan Holden. Category: Math Art
a fused dodecahedral polylink inspired by BM Stewart Category: Math Art
a star polyknot inspired by MC Escher and BM Stewart Category: Math Art
a star nested dodecahedron Category: Math Art
a polyliknot inspired by Alan Holden, MC Escher, and Rinus Roelofs. Category: Math Art
a star polyknot inspired by MC Escher Category: Math Art
a polyknot inspired by George Hart Category: Math Art
a polyknot inspired by Rinus Roelofs Category: Math Art
a star polyknot inspired by mathematical artist Rinus Roelofs Category: Math Art
a polyknot inspired by BM Stewart with icosidodecahedral symmetry Category: Math Art
a polyknot inspired by MC Escher Category: Math Art
a polyknot inspired by MC Escher Category: Math Art
a polyknot inspired by MC Escher Category: Math Art
a polyknot inspired by George Hart Category: Math Art
a polyknot inspired by MC Escher Category: Math Art
