ABSTRACT.
A record code of length 45, dimension 13 and minimal distance 16 is constructed in several ways: as an Abelian code (an ideal in the regular representation of C3 X C15) , from a [15,6,8] cyclic code over GF(4) , and from the | a+x | b+x | c+x | construction. Its automorphism group has order 360, and its even sucode is a [45,12,16] code with only four nonzero weights.