In[18]:= Needs["PolyhedronOperations`"]Geodesate::shdw : Symbol Geodesate appears in multiple contexts {PolyhedronOperations`, Global`};

definitions in context PolyhedronOperations` may shadow or be shadowed by other definitions. In[19]:= Geodesate[PolyhedronData["Cube", "Faces"], 2]

Out[19]= GraphicsComplex- 12, - 1

2, - 1

2, - 1

2, - 1

2,12, - 1

2,12, - 1

2, - 1

2,12,12,

12, - 1

2, - 1

2, 1

2, - 1

2,12, 1

2,12, - 1

2, 1

2,12,12, {0, 0, 0}, 0, 0, 1

2,

13,

13,

13, 1

6,

16,

23, {0, 0, 1}, 0, 1

2,

12,

- 16,

16,

23, - 1

3,

13,

13, - 1

2, 0,

12, - 1

6, - 1

6,

23,

- 13, - 1

3,

13, 0, - 1

2,

12, 1

6, - 1

6,

23, 1

3, - 1

3,

13,

12, 0,

12, 1

2, 0, 0, 2

3,

16,

16, {1, 0, 0}, 2

3, - 1

6,

16,

12, - 1

2, 0, 2

3, - 1

6, - 1

6, 1

3, - 1

3, - 1

3, 1

2, 0, - 1

2,

23,

16, - 1

6, 1

3,

13, - 1

3, 1

2,

12, 0, 0, 1

2, 0,

16,

23,

16, {0, 1, 0}, 1

6,

23, - 1

6, 0, 1

2, - 1

2,

- 16,

23, - 1

6, - 1

3,

13, - 1

3, - 1

2,

12, 0, - 1

6,

23,

16,

- 12, 0, 0, - 2

3,

16,

16, {-1, 0, 0}, - 2

3,

16, - 1

6,

- 12, 0, - 1

2, - 2

3, - 1

6, - 1

6, - 1

3, - 1

3, - 1

3,

- 12, - 1

2, 0, - 2

3, - 1

6,

16, 0, 0, - 1

2, - 1

6, - 1

6, - 2

3,

{0, 0, -1}, - 16,

16, - 2

3, 1

6,

16, - 2

3, 1

6, - 1

6, - 2

3,

0, - 12, - 1

2, 0, - 1

2, 0, - 1

6, - 2

3,

16, {0, -1, 0},

- 16, - 2

3, - 1

6, 1

6, - 2

3, - 1

6, 1

6, - 2

3,

16, Polygon[

{{11, 14, 12}, {12, 15, 13}, {14, 16, 15}, {15, 12, 14}, {16, 17, 15}, {15, 18, 13},{17, 19, 18}, {18, 15, 17}, {19, 20, 18}, {18, 21, 13}, {20, 22, 21}, {21, 18, 20},{22, 23, 21}, {21, 12, 13}, {23, 11, 12}, {12, 21, 23}, {11, 23, 25}, {25, 27, 26},{23, 22, 27}, {27, 25, 23}, {22, 28, 27}, {27, 29, 26}, {28, 30, 29}, {29, 27, 28},{30, 31, 29}, {29, 32, 26}, {31, 33, 32}, {32, 29, 31}, {33, 34, 32}, {32, 25, 26},{34, 11, 25}, {25, 32, 34}, {11, 34, 36}, {36, 38, 37}, {34, 33, 38}, {38, 36, 34},{33, 39, 38}, {38, 40, 37}, {39, 41, 40}, {40, 38, 39}, {41, 42, 40}, {40, 43, 37},{42, 16, 43}, {43, 40, 42}, {16, 14, 43}, {43, 36, 37}, {14, 11, 36}, {36, 43, 14},{16, 42, 45}, {45, 47, 46}, {42, 41, 47}, {47, 45, 42}, {41, 48, 47}, {47, 49, 46},{48, 50, 49}, {49, 47, 48}, {50, 51, 49}, {49, 52, 46}, {51, 19, 52}, {52, 49, 51},{19, 17, 52}, {52, 45, 46}, {17, 16, 45}, {45, 52, 17}, {50, 48, 54}, {54, 56, 55},{48, 41, 56}, {56, 54, 48}, {41, 39, 56}, {56, 57, 55}, {39, 33, 57}, {57, 56, 39},{33, 31, 57}, {57, 58, 55}, {31, 30, 58}, {58, 57, 31}, {30, 59, 58}, {58, 54, 55},{59, 50, 54}, {54, 58, 59}, {19, 51, 61}, {61, 63, 62}, {51, 50, 63}, {63, 61, 51},{50, 59, 63}, {63, 64, 62}, {59, 30, 64}, {64, 63, 59}, {30, 28, 64}, {64, 65, 62},{28, 22, 65}, {65, 64, 28}, {22, 20, 65}, {65, 61, 62}, {20, 19, 61}, {61, 65, 20}}]In[21]:= wolves = Geodesate[PolyhedronData["Cube", "Image"], 4]

Out[21]=

In[22]:= Export["Prueba4" #, wolves] & /@ {".dxf"}Out[22]= {Prueba4.dxf}

2

In[23]:= wolvesnotafar = Geodesate[PolyhedronData["Cube", "Image"], 12]

Out[23]=

In[24]:= Export["Prueba5" #, wolvesnotafar] & /@ {".dxf"}Out[24]= {Prueba5.dxf}

3

In[25]:= tron = Geodesate[PolyhedronData["Dodecahedron", "Image"], 12]

Out[25]=

In[26]:= Export["DOMO DEFINITIVO" #, tron] & /@ {".dxf"}Out[26]= {DOMO DEFINITIVO.dxf}

4