1954 · CLOSE READING
Magick Without Tears
Magick Without Tears (1954), PDF p. 269
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236
MAGICK WITHOUT TEARS
evidently illogical. What remains? We must not hastily answer
"Nothing remains." There is some thing inherent in the
nature of consciousness, reason, perception, sensation, and of
the universe of which they inform us, which is responsible for
the fact that we observe these phenomena and not others;
that we reflect upon them as we do, and not otherwise. But,
even deeper than this, part of the reality of the inscrutable
energy which determined
the form of our experience,
consists in determining that experience should take place at
all. It should be clear that this has nothing to do with any of
the Platonic conceptions of the nature of things.
The least abject asset in the intellectual bankruptcy of
European
thought
is the Hebrew Qabalah. Properly
understood, it is a system of symbolism indefinitely elastic,
assuming no axioms, postulating no principles. asserting no
theorems, and therefore adaptable, if managed adroitly, to
describe any conceivable doctrine. It has been my continual
study since 1898, and I have found it of infinite value in the
study of The Tao Teh King. By its aid I was able to attribute
the ideas of Lao-tze to an order with which I was exceedingly
familiar, and whose practical worth I had repeatedly proved
by using it as the basis of the analysis and classification of all
Aryan and Semitic religions and philosophies. Despite the
essential difficulty of correlating the ideas of Lao-tze with
any others, the persistent application of the Qabalistic keys
eventually unlocked his treasure-house. I was able to explain
to myself his teachings in terms of familiar systems.
This achievement broke the back of my Sphinx. Having
once reduced Lao-tze to Qabalistic form, it was easy to
translate the result into the language of philosophy. I had
already done much to create a new language based on English
with the assistance of a few technical terms borrowed from
Asia, and above all by the use of a novel conception of the
idea of Number and of algebraic and arithmetical procedure
to convey the results of spiritual experience to intelligent
students.
It is therefore not altogether without confidence that I
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