Table of Rnkq

We compute Rnkq, the numbers of linear isometry classes of projective, indecomposable (n,k)-codes for 1<=n<= N and 1<=k<=K. The result is a table: the rows are labeled by n, the columns are labeled by k.
please enter the maximal length
N=
please enter the maximal dimension
K=
please enter the size of the finite field
q=

Good parameters are: N=20,K=5,q=5.