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Math Models Snowflakes In Extraordinary Detail http://apocadocs.com/s.pl?1200949580 
"Three-dimensional snowflakes can now be grown in a computer using a program developed by mathematicians at UC Davis and the University of Wisconsin-Madison. No two snowflakes are truly alike, but they can be very similar to each other, said Janko Gravner, a mathematics professor at UC Davis. Why they are not more different from each other is a mystery, Gravner said. Being able to model the process might answer some of these questions." 
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The ApocaDocs say:
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It's so encouraging to know that when all the snow has disappeared we can always grow them in a computer!
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