Table of Tnkq

We compute Tnkq , the numbers  of orbits of injective functions
f:n --> PGk-1(q)
 under the action of    Snx PGLk(q)   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 length
please enter the dimension
please enter the size of the finite field

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