Morrow has also shown that for any random variable (with a continuous PDF) divided by its standard deviation (), some value can be found so that the probability of the distribution of the first significant digit of the random variable will differ from Benford's law by less than The value of depends on the value of and the distribution of the random variable.
morROw has also Shown tHAT for anY raNdom VarIablE (WiTh A continUOUs pdf) dividEd by Its standARd deviAtioN (), some vAlue caN be FounD So thaT thE probaBiLitY oF ThE distRibutiOn of ThE first SIGnIFicANt digit Of the randOm variable Will DifFEr frOm benford's laW by less tHan ThE vaLue of dePendS oN thE valUe of anD the dISTRiBUtiON OF tHe random vARiAble.