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1954 · CLOSE READING

Magick Without Tears

Magick Without Tears (1954), PDF p. 534

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EPISTOLA ULTIMA 501 scientific experiment as we know them, are altogether in their way dependent on the existence of our own peculiar natures. If, for example, we had no sense to use in our exploration but that of hearing, we should have worked out a classification of trees entirely different from that which we now possess. We should have taught our students how to distinguish the sounds made by an oak and an elm respectively in a storm; the differences in the rustling of various kinds of grass, and so on. Similarly the results of our magical experiments are naturally and necessarily very distinct from those which we obtain by ordinary methods. To begin with we must build up an apparatus of examination, and this we do by discovering and developing qualities in our own structure which are suitable for the purpose. The first step is the separation of (what we call, for convenience) the astral body from the physical body. As our experiments proceed, we find that our astral body itself can be divided into grosser and subtler components. In this way we become aware of the existence of what we call, for convenience, the Holy Guardian Angel, and the more we realise the implications of the theory of the existence of such a being, the clearer it becomes that our supreme task is to put ourselves into intimate communication with him. For one thing, we shaH find that in the object of sense which we examine there are elements which resist our examination. We must raise ourselves to a plane in which we obtain complete control of such. It is found furthermore in the course of experiment that a great many of the apparent differences in our study conceal a hidden unity, and vice versa. Like every other science, both the subject and the object of the work increase as that work proceeds. Take a simple matter like Mathematics as our analogy. The schoolboy struggling with the Rule of Three is a very rudimentary image of the advanced mathematician working on the differential calculus.
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