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Re: dodecahedron

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how could i thank you?!!

thank you very much!!!

carlos


--- Dooglefish(--nospam--at)aol.com wrote:
> In a message dated 7/20/01 10:21:46 AM Eastern
> Daylight Time, 
> kalo36(--nospam--at)yahoo.com writes:
> 
> > i am looking for someone who has a geometric data
> for
> >  a dodecahedron...
> >  
> >  is there someone on this list?
> >  
> >  gracias.
> 
> Here, live it up....
> 
> In[1]:=<< Graphics`Polyhedra`
> In[2]:=Dodecahedron[]
> Out[2]=
> {Polygon[{{0.525731, 0.381966, 0.850651}, 
>     {-0.200811, 0.618034, 0.850651}, 
>     {-0.649839, 0., 0.850651},  
>     {-0.200811, -0.618034, 0.850651}, 
>     {0.525731, -0.381966, 0.850651}}], 
>   Polygon[{{0.525731, 0.381966, 0.850651}, 
>     {0.525731, -0.381966, 0.850651}, 
>     {0.850651, -0.618034, 0.200811}, 
>     {1.05146, 0., -0.200811}, 
>     {0.850651, 0.618034, 0.200811}}], 
>   Polygon[{{0.525731, 0.381966, 0.850651}, 
>     {0.850651, 0.618034, 0.200811}, 
>     {0.32492, 1., -0.200811}, 
>     {-0.32492, 1., 0.200811}, 
>     {-0.200811, 0.618034, 0.850651}}], 
>   Polygon[{{-0.200811, 0.618034, 0.850651}, 
>     {-0.32492, 1., 0.200811}, 
>     {-0.850651, 0.618034, -0.200811}, 
>     {-1.05146, 0., 0.200811}, 
>     {-0.649839, 0., 0.850651}}], 
>   Polygon[{{-0.649839, 0., 0.850651}, 
>     {-1.05146, 0., 0.200811}, 
>     {-0.850651, -0.618034, -0.200811}, 
>     {-0.32492, -1., 0.200811}, 
>     {-0.200811, -0.618034, 0.850651}}], 
>   Polygon[{{-0.200811, -0.618034, 0.850651}, 
>     {0.525731, -0.381966, 0.850651}, 
>     {0.850651, -0.618034, 0.200811}, 
>     {0.32492, -1., -0.200811}, 
>     {-0.32492, -1., 0.200811}}], 
>   Polygon[{{0.850651, 0.618034, 0.200811}, 
>     {1.05146, 0., -0.200811}, 
>     {0.649839, 0., -0.850651}, 
>     {0.200811, 0.618034, -0.850651}, 
>     {0.32492, 1., -0.200811}}], 
>   Polygon[{{-0.32492, 1., 0.200811}, 
>     {0.32492, 1., -0.200811}, 
>     {0.200811, 0.618034, -0.850651}, 
>     {-0.525731, 0.381966, -0.850651}, 
>     {-0.850651, 0.618034, -0.200811}}], 
>   Polygon[{{-1.05146, 0., 0.200811}, 
>     {-0.850651, 0.618034, -0.200811}, 
>     {-0.525731, 0.381966, -0.850651}, 
>     {-0.525731, -0.381966, -0.850651}, 
>     {-0.850651, -0.618034, -0.200811}}], 
>   Polygon[{{-0.32492, -1., 0.200811}, 
>     {-0.850651, -0.618034, -0.200811}, 
>     {-0.525731, -0.381966, -0.850651}, 
>     {0.200811, -0.618034, -0.850651}, 
>     {0.32492, -1., -0.200811}}], 
>   Polygon[{{0.850651, -0.618034, 0.200811}, 
>     {0.32492, -1., -0.200811}, 
>     {0.200811, -0.618034, -0.850651}, 
>     {0.649839, 0., -0.850651}, 
>     {1.05146, 0., -0.200811}}], 
>   Polygon[{{0.200811, 0.618034, -0.850651}, 
>     {0.649839, 0., -0.850651}, 
>     {0.200811, -0.618034, -0.850651}, 
>     {-0.525731, -0.381966, -0.850651}, 
>     {-0.525731, 0.381966, -0.850651}}]}
> 
> and a scale factor, origin, rho and theta of your
> choice.
> 
> -Doogle
> 
> 
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