  By considering pseudodistributive laws in which the involved pseudomonads are
presented in no-iteration form, we deduce a number of alternative presentations
of pseudodistributive laws including a 'decagon' form, a pseudoalgebra form,
and a no-iteration form. As an application, we show that five coherence axioms
suffice in the usual monoidal definition of a pseudodistributive law.
