  We examine the dynamics of noncommutative instantons of instanton number $2$
and commutative instantons of instanton number $3$ in 5d Super Yang Mills
theory. We begin by detailing the construction of the 1/4-BPS instanton
solutions, their moduli space, and the moduli space potential using an explicit
parametrisation of the moduli space coordinates in terms of the biquaternions.
We then go on to numerically analyse the dynamics on the moduli spaces we have
constructed, discussing some of the numerical issues which arose and describing
the code we developed to solve them
