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I have a weakness for 3d nets which when cut out and folded allow you to make 3d shapes out of paper or card. The task is simple, written the shortest program you can that draws nets for the 13 Archimedean solids. The output should be an image file in any sensible format (png, jpg).

All thirteen shapes are described at http://en.wikipedia.org/wiki/Archimedean_solid and in the following table taken from there.

enter image description here

Input: An integer from 1 to 13. Assume the shapes are numbered exactly as in the table above so that the "truncated tetrahedron" is number 1 and the "snub dodecahedron" is number 13.

Output: An image file containing the net for that shape. Just the outline including the internal lines is OK. There is no need to fill it in with colors

You can use any programming language you like as well as any library that was not made especially for this competition. Both should be available freely however (in both senses) online.

II will accept the answer with the smallest number of characters in exactly one week's time. Answers will accept the answer with the smallest number of characters in exactly one week's timebe accepted whenever they come.

(No) Winner yet. Sadly notno valid entrants. Maybe it wasis too hard?

I have a weakness for 3d nets which when cut out and folded allow you to make 3d shapes out of paper or card. The task is simple, written the shortest program you can that draws nets for the 13 Archimedean solids. The output should be an image file in any sensible format (png, jpg).

All thirteen shapes are described at http://en.wikipedia.org/wiki/Archimedean_solid and in the following table taken from there.

enter image description here

Input: An integer from 1 to 13. Assume the shapes are numbered exactly as in the table above so that the "truncated tetrahedron" is number 1 and the "snub dodecahedron" is number 13.

Output: An image file containing the net for that shape. Just the outline including the internal lines is OK. There is no need to fill it in with colors

You can use any programming language you like as well as any library that was not made especially for this competition. Both should be available freely however (in both senses) online.

I will accept the answer with the smallest number of characters in exactly one week's time.

(No) Winner. Sadly not valid entrants. Maybe it was too hard?

I have a weakness for 3d nets which when cut out and folded allow you to make 3d shapes out of paper or card. The task is simple, written the shortest program you can that draws nets for the 13 Archimedean solids. The output should be an image file in any sensible format (png, jpg).

All thirteen shapes are described at http://en.wikipedia.org/wiki/Archimedean_solid and in the following table taken from there.

enter image description here

Input: An integer from 1 to 13. Assume the shapes are numbered exactly as in the table above so that the "truncated tetrahedron" is number 1 and the "snub dodecahedron" is number 13.

Output: An image file containing the net for that shape. Just the outline including the internal lines is OK. There is no need to fill it in with colors

You can use any programming language you like as well as any library that was not made especially for this competition. Both should be available freely however (in both senses) online.

I will accept the answer with the smallest number of characters in exactly one week's time. Answers will be accepted whenever they come.

(No) Winner yet. Sadly no valid entrants. Maybe it is too hard?

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user7467
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I have a weakness for 3d nets which when cut out and folded allow you to make 3d shapes out of paper or card. The task is simple, written the shortest program you can that draws nets for the 13 Archimedean solids. The output should be an image file in any sensible format (png, jpg).

All thirteen shapes are described at http://en.wikipedia.org/wiki/Archimedean_solid and in the following table taken from there.

enter image description here

Input: An integer from 1 to 13. Assume the shapes are numbered exactly as in the table above so that the "truncated tetrahedron" is number 1 and the "snub dodecahedron" is number 13.

Output: An image file containing the net for that shape. Just the outline including the internal lines is OK. There is no need to fill it in with colors

You can use any programming language you like as well as any library that was not made especially for this competition. Both should be available freely however (in both senses) online.

I will accept the answer with the smallest number of characters in exactly one week's time.

(No) Winner. Sadly not valid entrants. Maybe it was too hard?

I have a weakness for 3d nets which when cut out and folded allow you to make 3d shapes out of paper or card. The task is simple, written the shortest program you can that draws nets for the 13 Archimedean solids. The output should be an image file in any sensible format (png, jpg).

All thirteen shapes are described at http://en.wikipedia.org/wiki/Archimedean_solid and in the following table taken from there.

enter image description here

Input: An integer from 1 to 13. Assume the shapes are numbered exactly as in the table above so that the "truncated tetrahedron" is number 1 and the "snub dodecahedron" is number 13.

Output: An image file containing the net for that shape. Just the outline including the internal lines is OK. There is no need to fill it in with colors

You can use any programming language you like as well as any library that was not made especially for this competition. Both should be available freely however (in both senses) online.

I will accept the answer with the smallest number of characters in exactly one week's time.

I have a weakness for 3d nets which when cut out and folded allow you to make 3d shapes out of paper or card. The task is simple, written the shortest program you can that draws nets for the 13 Archimedean solids. The output should be an image file in any sensible format (png, jpg).

All thirteen shapes are described at http://en.wikipedia.org/wiki/Archimedean_solid and in the following table taken from there.

enter image description here

Input: An integer from 1 to 13. Assume the shapes are numbered exactly as in the table above so that the "truncated tetrahedron" is number 1 and the "snub dodecahedron" is number 13.

Output: An image file containing the net for that shape. Just the outline including the internal lines is OK. There is no need to fill it in with colors

You can use any programming language you like as well as any library that was not made especially for this competition. Both should be available freely however (in both senses) online.

I will accept the answer with the smallest number of characters in exactly one week's time.

(No) Winner. Sadly not valid entrants. Maybe it was too hard?

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