  This paper discusses examples of integral factorial ratios of height 2 or
more. It classifies (apart from finitely many examples) such factorial ratios
with height 2 and norm at most 1/3, and describes a general result which
exhibits more than 50 two parameter families of integral factorial ratios with
height 2. These examples are shown to be irreducible in the sense that they do
not arise from multiplying two factorial ratios of height 1.
