# The False Drosnin Warnings/Predictions

There has been substantial criticism of Torah codes due to Drosnin's interpreting tables as warnings or predictions where the predictions turned out false. However, tables cannot be used to make predictions for two reasons: the logical problem and the incompleteness problem. A detailed discussion of these problems can be found in the Torah code tutorial.

In this section we summarize a few of the false Drosnin predictions
in his popular book **The Bible Code.** We only use key words of the
form (event,year). As well we discuss the associated tables. All of them
are statistically interesting, some more than the others.

All the tables discussed here are produced by an experiment performed in accordance with the experimental protocol consistent with the Torah code hypothesis as discussed in the Torah code tutorial.

## Experimental Protocol

The skip specification sets the smallest skip for each key word to be 1 and the largest skip set so that the expected number of ELSs in the random letter permuted text population is just over 10. The resonance specification allows an ELS skip and cylinder size to resonate if the ELS row skip on the cylinder is less than 10 and the ELS column skip on the cylinder is less than 10. The compactness measure is the area of the table, the number of rows of the table times the number of columns of the table. The table that we find is the smallest area table having at least one ELS of each of the key words. The monkey text control population is the ELS random placement text population.

## The Predictions and the Tables

### Atomic Holocaust in 5756

Soon after Rabin's assassination, Drosnin wrote a letter to the new Prime Minister Shimon Peres. The letter stated:

I am writing to you now because the Bible code states a new danger to Israel -- anatomic holocaust.

The letter was prompted by a table Drosnin had found.
The table's key words were: שואה אטומית, *atomic holocaust* and בתשנו *in (5)756, (1996)*.
We did an experiment with these two key words in accordance with our standard experimental
protocol. The smallest area table produced by the protocol is shown below. Our table is shown in
a better geometry than the corresponding Drosnin table that appears on page 56. The probability that a text in the
ELS random placement text population would have as compact a table, having at least one ELS of each of the key words
as the one shown below is 13.5/10,000.

### Libyan Artillery 5756

On January 26, 1996, Prime Minister of Israel Shimon Peres and Michael Drosnin met. At that meeting Drosnin showed the Prime Minister the atomic holocaust in 5756 (1996) table and the table of Libyan Artillery 5756. This table has two key words: תותח לובי and התשנו. Drosnin's corresponding table appears on page 62 of his book. The probability that a text from the ELS random placement monkey text population would have as a compact table is 27.5/10,000.

### World War 2000

Armageddon is a hot topic. Mention armageddon and people are interested.
We do an experiment with the key words: מלחמת עלם *world war* and
התשס
*5760* suggested by Drosnin on page 124 of his book. The year 2000 corresponds to the Jewish year 5760.
The probability that a text from the ELS random
placement monkey text population would have as a compact table is 27.5/1,000.

### World War 2006

On page 124 of his book, Drosnin also has a table of world war with the year 2006.
We do an experiment with the key words: מלחמת עלם *world war* and
התשסו *5766*. Here we altered our protocol to permit an ELS to be resonant to a cylinder size
if the row skip or column skip is no more than 15. We had to do this because the ELS of Dronin's table
has a column skip of 11. And this would not have been found with maximum column skip set to 10.
The probability that a text from the ELS random
placement monkey text population would have as a compact table as that produced by the Torah text is 97.5/10,000.

### Atomic Holocaust in 5766

The table's key words were: שואה אטומית, *atomic holocaust* and בהתשסו *in 5766,
(2006)*.
We did an experiment with these two key words in accordance with our altered experimental
protocol where the maximum row skip or column skip is no more than 15. The smallest area table produced by the protocol is shown below. This table is shown in
a better geometry than the corresponding table that appears on page 125. The probability that a text in the
ELS random placement text population would have as compact a table, having at least one ELS of each of the key words
as the one shown below is 588.5/10,000.

## Conclusion

What was the basis of Drosnin's incorrect predictions? He had an initial hypothesis that if he found a relatively compact table, one that in some intuitive sense was unlikely to occur by chance, and if the table had key words that described some future possible event, then the table was predicting the event would occur. As these events did not occur, he had to revise his hypothesis that the relatively compact table was only indicating the possibility of the event. Of course the possibility that something might happen is not really any prediction at all, but in 1997 when the book was published, it was a good advertising to get people to buy his book which predicted catastrophies in 2000 and 2006. Indeed people did buy his book.

According to the Torah code hypothesis, if a major event happens, then some descriptive key words of the event is likely to have an associated relatively compact table in the Torah. However, relatively compact tables from the Torah text do not mean anything because there are many relatively compact tables that do not correspond to any event. Only if relatively compact tables had a one to one correspondence with events, could the finding of a relatively compact table be used for prediction.

This point, that a major event happening implies a relatively compact table but a relatively compact table
does not imply a major event is hard for many people to understand. It is not unusual for people untrained in logic to
make arguments and mistake the *a implies b* proposition as equivalent to the *b implies a*.
This unfortunately clouds the proper understanding of Torah codes.