Numbers: Their Occult Power and Mystic Virtues
W. Wynn Westcott · 1890 (3rd ed. 1911) · 34,378 words
The meanings of the numbers from the Pythagoreans to the Kabbalists and the Hermetic writers, number by number from one to beyond ten, by a founder of the Golden Dawn.
Opening
Numbers
Their Occult Power and Mystic Virtues
Part I
Pythagoras, his Tenets and his Followers
Pythagoras, one of the greatest philosophers of ancient Europe, was the son of Mnesarchus, an engraver. He was born about the year 580 B.C., either at Samos, an island in the Ægean Sea, or, as some say, at Sidon in Phoenicia. Very little is known of his early life, beyond the fact that he won prizes for feats of agility at the Olympic Games. Having attained manhood and feeling dissatisfied with the amount of knowledge to be gained at home, he left his native land and spent many years in travel, visiting in turn most of the great centres of Learning. History narrates that his pilgrimage in search of wisdom extended to Egypt, Hindostan, Persia, Crete and Palestine, and that he gathered from each country fresh stores of information, and succeeded in becoming well acquainted with the Esoteric Wisdom as well as with the popular exoteric knowledge of each.
He returned with his mind well stored and his judgment matured, to his home, intending to open there a College of learning, but this he found to be impracticable owing to the opposition of its turbulent ruler Polycrates. Failing in this design, he migrated to Crotona, a noted city in Magna Græcia, which was a colony founded by Dorians on the South coast of Italy. It was here that this ever-famous Philosopher founded his College or Society of Students, which became known all over the civilized world as the central assembly of the learned of Europe; and here it was in secret conclave that Pythagoras taught that occult wisdom which he had gathered from the Gymnosophists and Brahmins of India, from the Hierophants of Egypt, the Oracle of Delphi, the Idæan cave, and from the Kabalah of the Hebrew Rabbis and Chaldean Magi. For nearly forty years he taught his pupils, and exhibited his wonderful powers; but an end was put to his institution, and he himself was forced to flee from the city, owing to a conspiracy and rebellion which arose on account of a quarrel between the people of Crotona and the inhabitants of Sybaris: he succeeded in reaching Metapontum, where he is said to have died about the year 500 B.C.
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Contents
- Preface to the First Edition, 1890
- Preface to the Second Edition, 1902
- Numbers
- Part II: Pythagorean Views on Numbers
- Part Iii: The Kabalah on Numbers
- Part IV: The Individual Numerals
- The Dyad. 2
- The Triad. 3
- Three and a Half. 3½
- The Tetrad. 4
- The Pentad. 5
- The Hexad. 6
- The Heptad. 7
- The Ogdoad. 8
- The Ennead. 9
- The Decad. 10
- Eleven. 11
- Twelve. 12
- Thirteen. 13
- Some Hindoo Uses of Numbers
- Other Higher Numbers
- The Apocalyptic Numbers