Tabulate results of using the GUAVA (GAP package) commands 
CyclicCodes(n,GF(2));
MinimumDistance(C);
CoveringRadius(C);
The numbering is that GUAVA's ordering of 
CyclicCodes(n,GF(2)), which is presumably dependent on how
the polynomial factors of x^37-1 get ordered.

11-2004,wdj@usna.edu
+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++

n = 37

 C: a cyclic [37,37,1]0 enumerated code over GF(2)
 Covering radius: 0
 number 1 out of 4


 C: a cyclic [37,36,2]1 enumerated code over GF(2)
 Covering radius: 1
 number 2 out of 4


 C: a cyclic [37,1,37]18 enumerated code over GF(2)
 Covering radius: 18
 number 4 out of 4


 C: a cyclic [37,0,37]37 enumerated code over GF(2)
 Covering radius: 37
 number 3 out of 4