I like the idea of more versions that have paths that form a full loop around the shape without turning, like that octahedral version. The other shapes I'm aware of you could do that with are the cuboctahedron, the icosidodecahedron, and rhombicuboctahedron.
He uses Shapeways for his marketplace/printer/distributor. The plastic used for most of his designs is listed below, as well as how the 3D printer (SLS) works. www.shapeways.com/materials/versatile-plastic ruclips.net/video/9E5MfBAV_tA/видео.html
I feel like a relationship between holonomy puzzled & relational database normalization schemes might exist. Reasoning about either feels VERY similar.
you mean a cube one! sure there are 5 platonic solids en.wikipedia.org/wiki/Platonic_solid that could make like the octahedrons and dodecahedrons shown here
I am pretty sure I shared the design for 6 tiles and 9 unique configurations of those tiles, one of which can be made with 3 rings of 14 120 degree zig zag that have some overlap. I am guessing that there might be something like a double tiling that may intersect at right angles while completely overlapping in other areas, if not you might be able to fudge it otherwise it would probably just be an over complicated equivalent of something super simple.
I like the idea of more versions that have paths that form a full loop around the shape without turning, like that octahedral version. The other shapes I'm aware of you could do that with are the cuboctahedron, the icosidodecahedron, and rhombicuboctahedron.
holonomy maze creator
This is great because it means with tape / glue and a suitable peg material (like tiny pencil stubs) you could create your own maze designs
I haven't tried this, but perhaps putting some kind of clip on the side of a channel would work in place of a peg as well.
@@henrysegCustomizable mazes with detachable pegs
@@henryseg Thanks for sharing. Hiw do deal with reading math and science papers?? I really hope to hear from you.
You should really release versions with only the pegs.
Maybe make it so the blank holonomy mazes are customizable with detachable pegs so different mazes can be created
What manufacturing process do u use to make these
He uses Shapeways for his marketplace/printer/distributor.
The plastic used for most of his designs is listed below, as well as how the 3D printer (SLS) works.
www.shapeways.com/materials/versatile-plastic
ruclips.net/video/9E5MfBAV_tA/видео.html
@@oat1000 thankyou!!!!
I feel like a relationship between holonomy puzzled & relational database normalization schemes might exist. Reasoning about either feels VERY similar.
You should make one with quadrilateral holes to serve as a medium difficulty between the smallest triangle and largest pentagon hole ones.
you mean a cube one!
sure
there are 5 platonic solids en.wikipedia.org/wiki/Platonic_solid that could make like the octahedrons and dodecahedrons shown here
@@chasemarangu Oh, i didn't realize that, but that makes sense. The cube one would be easier than the octahedral one.
Would a cube one have the turning effect from a full rotation like the others do?
I am pretty sure I shared the design for 6 tiles and 9 unique configurations of those tiles, one of which can be made with 3 rings of 14 120 degree zig zag that have some overlap. I am guessing that there might be something like a double tiling that may intersect at right angles while completely overlapping in other areas, if not you might be able to fudge it otherwise it would probably just be an over complicated equivalent of something super simple.
Absolutely clinical video 10/10
so your channel is Expert in shape huh.. keep it up this channel as a potencial
Nice And Concise !
the smaller one is the same mechanism as a rubik's brand 2x2.
Because I saw...