Benford's Law applies to forensic accounting in the following manner:

A$)$ The number $9$ is unlikely and a fraudster is more likely to steal money ending in $9$ than $1.$

B$)$ The number $9$ is unlikely and a fraudster is more likely to steal money ending in $9$ than $1.$

C$)$ The number $9$ is not found in large databases and fraudsters like to steal $9$ more than $1.$

D$)$ The number $1$ is more likely to be found and fraudsters try to match the dataset.

E$)$ None of the above