John Baez has pictures (created by other people) of roots of polynomials:
http://math.ucr.edu/home/baez/week285.html
"Sam Derbyshire decided to to make a
high resolution plot of some roots of polynomials. After some
experimentation, he decided that his favorite were polynomials whose
coefficients were all 1 or -1 (not 0). He made a high-resolution plot
by computing all the roots of all polynomials of this sort having
degree 24. That's 224 polynomials, and about 24 ×
224 roots — or about 400 million roots! It took
Mathematica 4 days to generate the coordinates of the roots, producing
about 5 gigabytes of data. He then used some Java programs to create
this amazing image:"
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