To find the result of this die, you have to make the average of the four numbers pointing upward. For instance, 8 + 10 + 1 + 1 = 20, thus the result is 20/4 = 5. The positions of the results (from 1 to 6) match those of a standard D6.

More informations here: http://www.shapeways.com/forum/index.php?t=msg&th=3847

Alternative Truncated Sphere D8

This is another solution for the Truncated Sphere D8, different from the one based on a regular octahedron.

This die is inspired by the repulsion force polyhedra. In fact, the underlying polyhedron (not rounded) is a trapezohedron. It looks like the shape that can be obtained through this technique with 8 points repulsing each others.
But in this case, I calculated the positions of those points to have a maximal radius for the circles resulting from the intersection of this underlying polyhedron with a sphere. The result is a truncated sphere with 8 circular faces of same radius.

This die is made of a shell of 1.5mm that contains support material to make it heavier. The engraved numbers have a 0.75 mm depth.

More informations in this post.

Available Truncated Sphere Dice: D4, D6, D8, D9, D10, D%, D11, D12, D14, D15, D16, D17, D18, D20, D24, D32, D33
Alternative shapes: alt D8, 3-fold D10 (rounded), 3-fold D10 (pointed), 4-fold D10, 5-folded D10 (pointed)
Coming soon: D22, D50
Related dice: Concave D4, Concave D6, D4 Shell, D8 Shell.

D19 Sphere

It is the intersection of a 19 sided polyhedron, inspired by the repulsive force polyhedra, with a sphere.

Available Truncated Sphere Dice: D1, D3, D4, D5, D6, D7, D8, D9, D10, D%, D11, D12, D13, D14, D15, D16, D17, D18, D19, D20, D24, D32, D33
Alternative shapes: alt D6 (3-fold), alt D7 (2-fold), alt D8, 3-fold D10 (rounded), 3-fold D10 (pointed), 4-fold D10, 5-folded D10 (pointed), Optimal D11, alt D24 (snub)
Coming soon: D21, D22, D23, D50
Related dice: Concave D4, Concave D6, D3 Shell, D4 Shell, D6 Shell, D8 Shell.

D3 Shell

Available Truncated Sphere Dice: D3, D4, D6, D7, D8, D9, D10, D%, D11, D12, D13, D14, D15, D16, D17, D18, D19, D20, D24, D32, D33
Alternative shapes: alt D7 (2-fold), alt D8, 3-fold D10 (rounded), 3-fold D10 (pointed), 4-fold D10, 5-folded D10 (pointed), Alt D24 (snub)
Coming soon: D22, D50
Related dice: Concave D4, Concave D6, D3 Shell, D4 Shell, D8 Shell.

A 7/8" hollow sphere with 2 elliptical holes: so if you make is roll along an axis, it will stop in one among its two stable positions, showing one face or the other one. Thickness is 3 mm. Read this post for more information: http://www.shapeways.com/forum/index.php?t=msg&th=1867&start=0

Sorry, currently not for sale!

D10 with a 4-fold symmetry.

I did this one before knowing about the repulsion force polyhedra, although the shape is the one of the typical result you can obtain through this technique with 10 points : the dual polyhedron has 2 squares and 8 irregular pentagons. I calculated the positions of those points to have a maximal radius for the circles resulting from the intersection of this dual polyhedron with a sphere. The result is a truncated sphere with 10 circular faces of same radius.
It is numbered from 0 to 9. Only 2 faces are opposite one to the other and can hold numbers. The others have edges as opposite, thus the numbers on 8 edges.

This die has an approximate diameter of 24mm and is made of a shell of 1.5mm that contains support material to make it heavier. The engraved numbers have a 0.7 mm depth.

More informations in this post.

The current version has deeper numbers compared to the ones in the pictures (0.7 instead of 0.5 mm).

Earrings with a dodechedron shape.
They also contain a small sphere.
Earrings hooks included for free by Shapeways.
A version without the spheres and a necklace pendant are also available.

Truncated Sphere D10 with a 3-fold symmetry.
Rounded version. A pointed version is also available.
Based on a D14 (non-regular cuboctahedron).
Numbered from 0 to 9.

More informations in this post.

Available Truncated Sphere Dice: D4, D6, D8, D9, D10, D%, D11, D12, D14, D15, D16, D17, D18, D20, D24, D32, D33
Alternative shapes: alt D8, 3-fold D10 (rounded), 3-fold D10 (pointed), 4-fold D10, 5-folded D10 (pointed)
Coming soon: D22, D50
Related dice: Concave D4, Concave D6, D4 Shell, D8 Shell.

D24 Sphere

This is a Truncated Sphere D24.
The underlying polyhedron is a deltoidal icositetrahedron.

The numbering proposed here is very classical (opposite faces sum to 25).
A less expensive version is available in Antique Bronze Glossy with an alternative numbering here.

Available Truncated Sphere Dice: D4, D6, D8, D9, D10, D%, D11, D12, D14, D15, D16, D17, D18, D20, D24, D32, D33
Alternative shapes: alt D8, 3-fold D10 (rounded), 3-fold D10 (pointed), 4-fold D10, 5-folded D10 (pointed)
Coming soon: D22, D50
Related dice: Concave D4, Concave D6, D4 Shell, D8 Shell.

Wire diameter is 2.5mm

Truncated Sphere D14 based on a cuboctahedron.
Numbered from 1 to 7 twice.

A D14 numbered from 1 to 14 is also available.

This a new version with a better engraving and a new orientation that should give better results.

A 3D-printed Scoubidou.

Length is circa 20 cm. Wire diameter is 2mm. Clearance (space between wires) is 1 mm in any direction which is very big compared to actual scoubidous.
It is very flexible and quite unexpensive, given its large size.
More information here.

This model is too large to be printed in Polished Dyed and Flexible.

Repulsive Force Polyhedra Duals

Repulsive Force Polyhedra are obtained by putting a certain number of points in a sphere and making them repulse each other: they stabilize in a certain position where each point is the vertex of a polyhedra. Here I represented the dual of such polyhedron that is each vertex is replaced by a face, for 8, 9, 10, 17, and 32 points. This gives, in my opinion, a more aesthetical result.

Moreover, these shapes are the underlying polyhedra behing the following truncated sphere dice:
Alt D8, 4-fold D10,  D9, D17, D32.

D5 Sphere

This a a truncated sphere D5. It is based on a triangular prism with the appropriate dimensions, intersecting a sphere.

Available Truncated Sphere Dice: D1, D3, D4, D5, D6, D7, D8, D9, D10, D%, D11, D12, D13, D14, D15, D16, D17, D18, D19, D20, D24, D32, D33
Alternative shapes: alt D6 (3-fold), alt D7 (2-fold), alt D8, 3-fold D10 (rounded), 3-fold D10 (pointed), 4-fold D10, 5-folded D10 (pointed), Optimal D11, alt D24 (snub)
Coming soon: D21, D22, D23, D50
Related dice: Concave D4, Concave D6, D3 Shell, D4 Shell, D6 Shell, D8 Shell.

All the spherical dice with an odd number of faces from 9 to 19.

Get all the dice from D3 to D20 plus the D% and D24 by gathering:
- the Sphere Dice Set
- the DCC Expansion Pack
- the Odd Spherical Dice Set
- the D18

You may also be interested into the brand new D22.

This half a Zen Box. You have to print 2 of them to make a complete box. If one of it is printed in black and the other in white, the side will look like the yin-yang symbol (that's why it is zen).
Moreover, it's Magic: you can open it by both ends...

WIP

Two haves of Moebius Torus.
Up to 4 18mm marbles can (and should) be inserted. Without the marbles, one of the two halves of the pendant will hang to the other.
See this post for more information.
Necklace non included.

Color Rounded D6.

This is a color die. You can now customize the image... I used different colors for the faces in the first example so that you can understand how the texture is mapped, but I recommend a single color for the background like in the two last examples. See this post for more information.

A 7/8 (22 mm) sphere with the altitudes proportional to those of Earth (from -1 to +1 mm). There are two holes of 3 mm at the poles. Only the Full Color Sandstone will have color...

D16 Sphere

This is a Truncated Sphere D16. It has a 4-fold symmetry.

This die is inspired by the repulsion force polyhedra. In fact, the underlying polyhedron (not rounded) looks like one of the two shapes that can be obtained through this technique with 16 points repulsing each others.
But in this case, I calculated the positions of those points to have a maximal radius for the circles resulting from the intersection of this underlying polyhedron with a sphere. The result is a truncated sphere with 16 circular faces of same radius.

See this thread for more informations.

Available Truncated Sphere Dice: D4, D6, D8, D9, D10, D%, D11, D12, D14, D15, D16, D17, D18, D20, D24, D32, D33
Alternative shapes: alt D8, 3-fold D10 (rounded), 3-fold D10 (pointed), 4-fold D10, 5-folded D10 (pointed)
Coming soon: D22, D50
Related dice: Concave D4, Concave D6, D4 Shell, D8 Shell.

Earth Pendant

A pendant to support a Earth marble (7/8"=22 mm) with 2 holes at the poles. The incliniason of the pendant is the one of Earth.
Read this post for more information.

Earth marble and necklace not included.

Geared D6

This D6 has its pips replaced by gears. The gears should all turn when you move one.
Dimensions are 3 x 3 x 3 cm. The thickness is only 1 mm. Specially designed for Frosted Detail.

See also its shell available in a wider range of materials.

More information in this thread.

It arrived! Warning: NOT FULLY FUNCTIONAL! I found a problem in the design, so I will fix it quickly.

See a video in CG rendering.
See the video of the first prototype in Frosted Ultra Detail.

Stitch fabric. It is approximatively 17x7 cm, and extensible. Thickness is 0.5 cm. Wire diameter is 2 mm.
More info in this thread.

This model is too large to be printed in Polished Dyed and Flexible.

The WireSpheres are a family of wireframed shapes (diameter is 2mm) that can be included into a sphere (of 50mm).
This one is the most complex with 33 circles intersecting at the surface of the sphere, and forming only triangles.

Earrings with a dodechedron shape.
Earrings hooks included for free by Shapeways.
A version with spheres and a necklace pendant are also available.

Square Fabric

This is a fabric made of 84 links. 60 of them are identical squares. The 24 links on the borders are smaller so that there are not too loose.

Also have  look to a similar product by Stop4stuff.

A stitch bracelet (small version). It is extensible but only a little bit (15.3 cm of internal circumference). You can also use it as a napkin ring.
Choose your color!

Available in 3 sizes:
 - Small (15.3 cm of internal circumference): Stitch Bracelet - S
 - Medium (17.6 cm of internal circumference): Stitch Bracelet - M
 - Large (20.0 cm of internal circumference): Stitch Bracelet - L

Please, in order to be sure that you can wear it, measure the circumference of your fist, not your wrest.

More information in this post.