  We calculate the colour-ordered form factor for chiral primary operators
built from J scalar fields of ABJ(M) theory to J scalar final states. We work
in the 't Hooft limit and show that the leading quantum correction is order
lambda squared, where lambda is the 't Hooft coupling. We evaluate this leading
correction using standard Feynman diagrams and dimensional regularization, and
find that the leading divergence is 1/epsilon^2 where the spacetime dimension
is d = 3 - 2 epsilon. We further find that the result respects maximal
transcendentality.
