  We study an analog of Serre's conjecture over imaginary quadratic fields. In
particular, we ask whether the weight recipe of Buzzard, Diamond and Jarvis
will hold in this setting. Using a program written by the author, we provide
computational evidence that this is in fact the case. In order to justify the
method used in the program, we prove that a modular symbols method will work
for arbitrary weights over imaginary quadratic fields.
