The Theosophical Path Illustrated Monthly Volume 1, July-December, 1911
Religion
The Theosophical Path Illustrated Monthly Volume 1, July-December, 1911
Theosophy -- Periodicals
It is evident that the entire system from which all these various
ancient systems of computation were derived was complex and profound,
and that it comprised a mathematical knowledge having sound reason at
the bottom of it, but whose keys have not yet been discovered. The
competency of the computers is shown by their ability to ascertain with
exactitude all natural cycles, such as those of the solar year and the
eclipses, when such was their purpose; and this relieves them from the
imputation that their secret and sacred years were due to ignorance
and mal-observation. These cycles were not due to ignorance, but to a
knowledge and a purpose which remains to be discovered by research free
from both theological and scientific bias.
The septenate of planets is of course a very familiar symbol in ancient
lore; the number seven was recognized as the principal key-number in
cosmic architecture. The reason why the sun and moon are included
among the number of planets is not due to ignorance; and it is evident
that such an alleged ignorance is not compatible with the knowledge
displayed in other particulars. It was due to the fact that the real
septenate of planets was esoteric, an item of arcane knowledge, and
that when the septenate was mentioned exoterically, the place of two
secret planets had to be supplied, the sun and moon being introduced
for this purpose.
The question whether the number of zodiacal signs was originally twelve
or ten receives a suggestive hint from the fact that in the above
calendar both a denary and a duodenary were used. The ten and the
twelve are combined in some of these calendars by taking their least
common multiple, 60, and using that number to designate a period of 60
years. Ten and twelve are likewise said to be combined by addition in
the 22 letters of the Hebrew alphabet.
From such gleanings of archaic science as are accessible to us, we
may infer that it consisted largely in a marvelous application of
fundamental mathematical principles to mensuration and the measurement
of time. The computers, so far from being ignorant experimenters,
were very brainy people, as we find some of their descendants to be
still. The still unexplained existence of the very ancient Âryan Hindû
astronomy of the _Sûrya-Siddhânta_ and other works, proves that, when
exact calculation of natural cycles was the object, the calculators
were fully as competent as ourselves. We must infer, then, that their
secret and sacred cycles were based on the like competence and not upon
ignorance.
Public-domain text, read in full here on John Shaqi.
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