How to make an origami truncated tetrahedron
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Uploaded by origaminut on Oct 13, 2007
http://www.origaminut.com
Here's an easy modular origami, you can assemble 18 for a truncated tetrahedron like this, 24 for a cuboctahedron, 30 for a dodecahedron, 48 for a rhombicuboctahedron and so on...
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Uploader Comments (origaminut)
Top Comments
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This looks very complicated...
2 years ago 3
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Yeah I meant each individual piece is called a "Trimodule"
4 years ago 3
All Comments (34)
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Can you do a video on how to pronounce the last two words of this video???
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go to 3:11
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it is not complicated
it is simple
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this is too fast which is making it too confusing which is making it a waste of time.
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I wouldn't do this twice. Even if I got paid!!!
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could you please do a video for making the hexagon part cause i am absolutley confused on how to make it
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what do all the words in the description mean!?!?!?!
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thats awsome but confusing
2 years ago 2
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umm i like it but i dont like how it is fast could u possibly make it slower?
2 years ago 2
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Great! I want to make a cuboctahedron like this; you said I need 24 "bricks" for it. But in this video there are 3 edges per vertice however there are four edges per vertice in a cuboctahedron: how to do? Please answer me! =)
clemgon 3 years ago
I'm not sure if I understand the question, but with this modular you just have to change the angle of the module, you put 4 modules together instead of 3. You can get more information on my site, the origami on my website is under "dodecahedron", there you can follow a link to the diagrams I followed.
origaminut 3 years ago
Sorry I m french and bad in English...
But I think you've understood the question.
I searched and didn't found the inormation or "dodecahedron"; and in fact my question is: "how to put 4 modules (and not "bricks" sorry) instead of 3? How to change the angle of the module?".
thank's for your help!
clemgon 3 years ago
3 modules s'assemblent aussi bien que 4, essaie d'en assembler 4 au lieu de 3 et tu verras que c'est très simple. Je peux pas poster de lien sur YT alors va sur mon site et cherche sous "Cuboctahedron".
origaminut 3 years ago
at 0:36 did you fold the bottom right tip to the middle crease?
ipodnanno 4 years ago
Yes, I'll repeat it again: it's much faster to look at the diagrams than ask.
origaminut 4 years ago