The authors propose a contribution to the possible revision of Chapters 1.4
.1. and 1.4.2. of the International Animal Health Code (Code) of the Office
International des Epizooties (OIE). In particular, data are presented to i
llustrate some of the inadequacies of both the rationale and the results of
the method for risk assessment reported in the Code. The method suggested
by the Code for risk assessment is based on the calculation of the 'probabi
lity of the occurrence of at least one outbreak' of a given disease followi
ng the importation of a given quantity of either live animals or animal pro
ducts (unrestricted risk estimate). This is usually undertaken when dealing
with rare events.
For a country such as Italy, this method may not be particularly useful as
the frequency of disease outbreaks is what should be estimated, so as to pr
ovide decision makers with appropriate and relevant information. Practical
use of risk information generated by the use of the OIE risk assessment met
hod for swine vesicular disease (SVD) would have encouraged the Chief Veter
inary Officer of Ita ly to pro hi bit all im ports of swine from the Nether
lands a nd Belgium for at least two years in the early 1990s, with the cons
equential heavy economic losses for both Italy and the exporting countries.
On the contrary, the number of actual outbreaks of the disease due to dire
ct imports of swine from Member States of the European Union (EU), which oc
curred in Italy in 1992, 1993 and 1994 was very low (two to five outbreaks
due to direct imports of swine from the Netherlands and one to two from Bel
gium).
An example of a method for assessing the risks associated with high volumes
of trade in commodities is also described. This method is based on the Mon
te Carlo simulation and provides the information required to evaluate the c
osts of the strategies compared. The method can be used to predict the numb
er of outbreaks which are likely to occur following importation and enables
a comparison to be made of alternative safeguards. This would lead to the
selection of the most cost-effective one. The comparison is conducted using
risk curves and allows a quantitative evaluation and comparison to be made
of various scenarios, varying from an absence of safeguards to combination
s of various safeguards.