  A knot in the 3-sphere is called an L--space knot if it admits a nontrivial
Dehn surgery yielding an L--space. Like torus knots and Berge knots, many
L--space knots admit also a Seifert fibered surgery. We give a concrete example
of a hyperbolic, L-space knot which has no exceptional surgeries, in
particular, no Seifert fibered surgeries.
