This result has been found to apply to a wide variety of data sets, including
electricity bills, street addresses, stock prices, population numbers, death
rates, lengths of rivers, physical and mathematical constants, and processes
described by power laws, which are very common in nature. It tends to be most
accurate when values are distributed across multiple orders of magnitude.
Benford’s law is used to detect fraud. In this instance it highlights
discrepancy in data, read further for explanation. There is plenty of
information on the web if one is interested, just google search for Benford’s
law.

Now this law has been applied to the numeric codes of the Quran.
Above there are two graphs blue series is a model graph of how Benford’s
law should appear. Green series is
the graph made for the codes.
Briefly codes are from the Quran and are above hundred in all.
The criteria to create these Code’s is simple, geometric values of six
messengers are either concatenated or added to either the verse or the verse and
the chapter number where the word messenger is referred or implied.
These messengers are Quran, Torah, Gospel (Injeel), Muhammad, Rashad
Khalifa and Al-Muzzammil. When these
codes are divided by 19 we get complete multiple of 19.
There is plenty of information on this web site about the codes including
FAQ’s, please read in your own time.

However, for the purpose of this article we should concentrate the application
of Benford’s law and the graphs above.
As you can see the first graph is in a shape of a slope and the second
graph for the codes starts as a slope but further down has two peeks.
From this observation we can say that the second graph follows Benford’s
law for all digits except 5 and 9.

First since in general the second graph follows Benford’s law is another proof
that these codes are authentic and true.
There are other proofs for the authenticity of the codes like “Position
and Level”, cyclic Groups and Calculus which also apply to these codes.
Once again these proofs are for your reading on this web site.

The unusual behaviour of 5 and 9 to peek can be explained.
Digit 5 is starting digit for the geometric value of Rashad in Arabic and
9 is a starting digit for the geometric value of Muhammad in Arabic.
And the value’s of this graph has been calculated by adding first digit
of every code. Now why did these
two peek?

The Benford’s law does not work for the digits which have discrepancies.
For example budget figures when messaged do not hold fast the Benford’s
law.

Thus keeping this in mind we can explain the discrepancy with the two peeks.
The discrepancy is that both Muhammad and Rashad are both were messengers
but are not now, since they are both dead.
And this graph is of the messengers.

Thus the Benford’s law worked to its best and showed the consistency and
non-consistency in the same graph.