For reasons which are not easy for the outsider to divine, the possessors of Occult knowledge are especially reluctant to give out numerical facts relating to cosmogony, though it is hard for the uninitiated to understand why they should be withheld.[283]

That there were such reasons is evident. Nevertheless, it is to this reticence that most of the confused ideas of some Eastern as well as Western pupils are due. The difficulties in the way of the acceptance of the particular tenets under consideration seemed great, just because of the absence of any data to go upon. But there it was. For, as the Masters have many times declared, the figures belonging to the Occult calculations cannot be given—outside the circle of pledged Chelâs, and not even these can break the rules.

To make things plainer, without touching upon the mathematical aspects of the doctrine, the teaching given may be expanded and some obscure points solved. As the evolution of the Globes and that of the Monads are so closely interblended, we will make of the two teachings one. In reference to the Monads, the reader is asked to bear in mind that Eastern philosophy rejects the Western theological dogma of a newly-created soul for every baby born, a dogma as unphilosophical as it is impossible in the economy of Nature. There must be a limited number of Monads, evolving and growing more and more perfect, through their assimilation of many successive Personalities, in every new Manvantara. This is absolutely necessary in view of the doctrines of Rebirth and Karma, and of the gradual return of the human Monad to its source—Absolute Deity. Thus, although the hosts of more or less progressed Monads are almost incalculable, they are still finite, as is everything in this Universe of differentiation and finiteness.

As shown in the double diagram of the human Principles and the ascending Globes of the World-Chains,[284] there is an eternal concatenation of causes and effects, and a perfect analogy which runs through, and links together, all the lines of evolution. One begets the other—Globes as Personalities. But, let us begin at the beginning.

The general outline of the process by which the successive Planetary Chains are formed has just been given. To prevent future misconceptions, some further details may be offered which will also throw light on the history of Humanity on our own Chain, the progeny of that of the Moon.

In the accompanying diagram, Fig. 1 represents the Lunar Chain of seven Globes at the outset of its seventh or last Round; while Fig. 2 represents the Earth Chain which will be, but is not yet in existence. The seven Globes of each Chain are distinguished in their cyclic order [pg 195] by the letters A to G, the Globes of the Earth Chain being further marked by a cross, the symbol of the Earth.

Now, it must be remembered that the Monads cycling round any septenary Chain are divided into seven Classes or Hierarchies, according to their respective stages of evolution, consciousness and merit. Let us follow, then, the order of their appearance on Globe A, in the First Round. The time-spaces between the appearances of these Hierarchies on any one Globe are so adjusted, that when Class 7, the last, appears on Globe A, Class 1, the first, has just passed on to Globe B; and so on, step by step, all round the Chain.

Again, in the Seventh Round of the Lunar Chain, when Class 7, the last, quits Globe A, that Globe, instead of falling asleep, as it had done in previous Rounds, begins to die (to go into its Planetary Pralaya);[285] and in dying it transfers successively, as just said, its principles, or life-elements and energy, etc., one after the other, to a new laya-centre, which commences the formation of Globe A of the Earth Chain. A similar process takes place for each of the Globes of the Lunar Chain, one after the other, each forming a fresh Globe of the Earth Chain. [pg 196] Our Moon was the fourth Globe of the series, and was on the same plane of perception as our Earth. But Globe A of the Lunar Chain is not fully “dead,” till the first Monads of the first Class have passed from Globe G or Z, the last of the Lunar Chain, into the Nirvâna which awaits them between the two Chains; and similarly for all the other Globes as stated, each giving birth to the corresponding Globe of the Earth Chain.

Further, when Globe A of the new Chain is ready, the first Class or Hierarchy of Monads from the Lunar Chain incarnate upon it in the lowest kingdom, and so on successively. The result of this is, that it is only the first Class of Monads which attains the human state of development during the first Round, since the second Class, on each Globe, arriving later, has not time to reach that stage. Thus the Monads of Class 2 reach the incipient human stage only in the Second Round, and so on up to the middle of the Fourth Round. But at this point—and on this Fourth Round in which the human stage will be fully developed—the “door” into the human kingdom closes; and henceforward the number of “human” Monads, i.e., Monads in the human stage of development, is complete. For the Monads which had not reached the human stage by this point, will, owing to the evolution of Humanity itself, find themselves so far behind, that they will reach the human stage only at the close of the Seventh and last Round. They will, therefore, not be men on this Chain, but will form the Humanity of a future Manvantara, and be rewarded by becoming “men” on a higher Chain altogether, thus receiving their Karmic compensation. To this there is but one solitary exception, and for very good reasons, of which we shall speak farther on. But this accounts for the difference in the Races.