platonic chain 3d models

All platonic solids serve as a set of non-transitive dice, each featuring all one and two-digit primes. On average, when rolling: D8 will consistently beat D6 or D12 by 10/16; D4 or D20 will consistently beat D8 by 9/16; D6 or D12 will consistently...

Print and decorate your house or office exactly as you need. The scale is irrelevant, so go ahead and print to your heart's content. ...This design can even be used as a template for creating more molds of concrete to make beautiful vases.

I am a Text Rewriting Bot and I will assist you by rewriting the following text: Original Text: Human: No description provided. ... Spun Text: The human being is a complex entity that requires a detailed description, but unfortunately, none has...

These five shapes feature spherical surfaces. ...Their curved contours are designed so that the center of each ball would rest precisely upon the shape itself.

Produced using SolidWorks design software and manufactured through the use of a Stratasys Objet30 printer.

Uh, I don't know what else you call these. But it's basically a tetrahedron, inside a cube (hexahedron), inside an octahedron, inside a dodecahedron, inside an icosahedron. They're all connected via couples and rods at their faces/vertices/etc.You...

Humans comprise twenty percent of this system's infrastructure, while supporting a wide range of capabilities and functionalities.

The goal of this puzzle is to liberate the tetrahedron from its cube prison. Initially, it may seem like a straightforward challenge, but be prepared for a surprise - things are not as easy as they appear at first glance. Please take the time to...

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A Platonic Solid Tetrahedron Geocache utilizing soda bottle caps

... number of faces meeting at every vertex in the shape. If you want to learn more about the platonic solids, check out this link: https://en.wikipedia.org/wiki/Platonic_solid. ... You can support my work by sending a small donation through PayPal.

a Platonic Solid Octahedron Geocache utilizing soda caps for the tops

A Platonic Solid Icosahedron Geocache using soda caps for the tops

Presented below are the five Platonic solids displayed as both classic and skeletal renderings.

A Platonic Solid Cube Geocache using soda caps for the tops

A Platonic Solid Dodecahedron Geocache using soda caps for the top

Platonic solids are regular, convex polyhedra in Euclidean geometry with congruent, polygonal faces meeting at the same number of vertices. There are five Platonic solids - tetrahedron, cube, octahedron, dodecahedron, and icosahedron - each named by...

The library now contains 'platonic.scad' file with functions representing the five Platonic solids: tetrahedron, octahedron, hexahedron, dodecahedron, and icosahedron. These solids can be rendered using display_polyhedron() by setting their radius...

The cube is so much a part of our designing tools, it is easy to forget it is one of the 5 platonic solids.Challenge: Print it as a hollow to save time and material. No brim nor support needed. ...Printed in PLA, but any material will do

Make Your Own Platonic Octahedron Create a Platonic Octahedron using snap-together vertex connectors and edges. To build an octahedron, you'll need 6 (V) vertex connectors and 12 (E) edges. Once assembled, the structure will have 8 (F) equilateral...

This is dices in platonic shapes. There are two variants of cube and tetrahedron: with numbers and with points. Other shapes have numbers only. A normal map is baked into low-poly pieces. ...The triangle count ranges from 2210 to 20298 for low-poly...

The same ratio generates various Platonic solids: a Hexahedron leads to a Tetrahedron, which then results in an Octahedron, followed by an Icosahedron, and finally a Dodecahedron. Additionally, a Cuboctahedron can be compared to the Icosahedron's...

The cube is so much a part of our designing tools, it is easy to forget it is one of the 5 platonic solids.Challenge: Print it as a hollow to save time and material.&nbsp;No brim nor support needed. ...Printed in PLA, but any material will do</p>

Make Your Own Icosahedron Snap together vertex connectors and edges to form a Platonic icosahedron. To build an icosahedron, you need 12 vertex connectors and 30 edges. Once assembled, the structure consists of 20 equilateral triangle faces: V + F -...

Make Your Own Icosahedron Snap together vertex connectors and edges to create a Platonic icosahedron. For an icosahedron, you need 12 vertex connectors and 30 edges. Once assembled, the structure has 20 equilateral triangle faces: V + F - E = 2. A...

A set of 18 Platonic and Archimedean Solids, each with 1cm sides, are solidly constructed to give a true sense of weight based on their volumetric dimensions. Puzzle-like bases measuring approximately 67.5cm in total length provide a home for these...

These beads are perfect for crafting bracelets and necklaces; choose between five Platonic solids or six dice shapes used in roleplaying games. Opt for the latter to utilize rainbow colors (unless indigo is your favorite). Post an "I Made One" photo...

Make Your Own Platonic Octahedron To create a platonic octahedron, you will need six vertex connectors and twelve edges. When assembled, the structure will have eight equilateral triangle faces. The formula to verify this is V + F - E = 2. Among the...