In this paper we list the conjectural structure of the tame and wild
kernel of quadratic imaginary number fields of small discriminant.
The corresponding order has been determined using the dilogarithm
as a regulator map together with Lichtenbaum's conjecture, the actual
structure then results using known theoretical results.
The computations have been performed with GP-PARI, the (undocumented)
program or further values can be obtained from the second author.