# Mayan Calendar Torah Code Experiments

### Maximum Row Skip = 5 Maximum Column Skip = 5

## What

The search produced a cylinder size of 3. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 834.5/1,000.

## Where

The search produced a cylinder size of 21,378. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 129/1,000.

## When_Start

The search produced a cylinder size of 2,117 columns. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 459.5/10,000.

## When_End

The search produced a cylinder size of 267 columns. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 158.5/10,000.

## Who

The search produced a cylinder size of 12 columns. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 566/10,000.

## Where When_Start

The search produced a cylinder size of 129 columns. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 300/10,000.

## Where When_End

The search produced a cylinder size of 70 columns. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 228.5/10,000.

## When_Start When_End

The search produced a cylinder size of 267. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 49.5/10,000.

The search produced a cylinder size of 29 and the full 29 columns of the cylinder are shown
in the table. Notice that the key word בתרמו has a skip of 25.
and so it appears on the table with wrap-around. Also the key word
המאיה has a skip of 5 and wraps around the cylinder.
With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 47.5/10,000.

There is an interesting development of the above table. In the table is an ELS of the key word
גאולה, *redemption*. The Mayan concept of time for the end of the
long count table is one which the Mayans thought to bring an age of light or enlightenment,
which in our religious terminology is the age of redemption.
This table of redemption is shown in the next table below
where we omit the key word *In 646* and show the table on a cylinder of size 45 rather than
as the table above which is on a cylinder of size 29.

The search produced a cylinder size of 45. With expected number of ELSs set to 50, the probability that
a text from the ELS random placment text population would produce a table as compact as that
produced by the Torah text is 7.5/1,000.

The search produced a cylinder size of 29. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 98.5/10,000.

The search produced a cylinder size of 8547 columns. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 166/10,000.

The search produced a cylinder size of 41 columns. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 193/10,000.

## Where Who

The search produced a cylinder size of 647 columns. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 342.5/10,000.

## When_Start Who

The search produced a cylinder size of 2117. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 62.5/10,000.

The search produced a cylinder size of 400 columns. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 172.5/10,000.

## When_End Who

The search produced a cylinder size of 267 columns. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 722.5/10,000.

## Where When_Start When_End

The search produced a cylinder size of 70 columns. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 69.5/10,000.

The search produced a cylinder size of 138 columns. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 153/10,000.

The search produced a cylinder size of 38 columns. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 213/10,000.

The search produced a cylinder size of 138 columns. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 165/10,000.

The search produced a cylinder size of 54 columns. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 159/10,000.

## Where When_Start Who

The search produced a cylinder size of 647 columns. With expected number of ELSs set to 50, the probability that a text from the ELS random placement
text population would have as compact a table as that produced by the Torah text is 67.5/10,000.