  For prime $p$ and small $n$, Jones and Roberts have developed a database
recording invariants for $p$-adic extensions of degree $n$. We contributed to
this database by computing the Galois slope content, Galois mean slope, and
inertia subgroup for a variety of wildly ramified extensions of composite
degree using the idea of Galois splitting models. We will describe a number of
strategies to find Galois splitting models including an original technique
using generic polynomials and Panayi's root finding algorithm.
