Preliminary note
This book is no book which approves numerology. In
particular, the author does not believe that the qualities of human beings can
be predicted from the name and the birth date. However, the methods of
numerology are based on experience of thousands of years. Therefore, in this
book it is examined, whether the methods of numerology are useful for big
numbers and computer files.
The History of the Numerology
Since thousands of years many people believe that the
numbers have not only a mathematical, but also a mystical meaning. Numerology
is an ancient science, its very old roots stem from Egypt, Greece, China and
India. It is based on the study of numbers, of their meaning and
symbolism.
The Numerology in the Present
The numerology has today still a great importance, what
is shown by the very great number of internet publications to this theme. A
query with the search engine Altavista provides 51520 web pages.
For numerological calculations letters are converted to numbers after the
following table:
A-J-S = 1 | B-K-T = 2 | C-L-U = 3 |
D-M-V = 4 | E-N-W = 5 | F-O-X = 6 |
G-P-Y = 7 | H-Q-Z = 8 | I-R = 9 |
So, the name of the author Klaus Reinhard can be converted into the following
number: 2313195958194. From this number the numerology number belonging to the
name can be calculated by adding the digits, until one of the numerology
numbers 1 to 9, 11 or 22 is reached. The total of the digits of 2313195958194
is 60. The total of the digits of 60 is 6. This is a numerology number. After
the doctrine of the numerology the qualities of humans can be predicted from
numerology numbers, which are calculated from the name and the birth date.
The Numerology of large
Numbers
In this electronic book it is examined, whether the properties of large
numbers can be predicted from the basic numerology numbers of these numbers,
which are calculated by adding the digits, as described above. In this
examination mathematical properties of these numbers, especially the
divisibility by particular numbers, and the contents of the computer files
described by these numbers are surveyed. (Each large number describes a
computer file.)
For this many large numbers are surveyed. For each number statements are made
about the content of the computer file described by this number, about the
numerology number and about the divisibility. The table for representing binary
numbers by base-64-numbers is not in this electronic book, because here the
numbers are more important than the data-sets.