"Precession of the Equinoxes"

The equinoctial times are about March 21 and September 22 of each year, when day and night are equal in length all over the earth. This is due to the fact that only on those two days does the earth's axis come to an exact right angle (90°) with an imaginary line running from the center of the Sun to the center of the earth (the equator). The second of time when this right angle is exactly complete, and the Sun is directly in line with the earth's equator, the Sun is considered to have reached the equinoctial points of Aries O° (the Vernal Equinox, or spring in the northern hemisphere, about March 21) and Libra O° (the Autumnal Equinox, of fall, in the northern hemisphere, about September 22). The ecliptic, or Sun's annual apparent path around the earth, is measured off, starting with the equinoctial point of Aries O°, into 360°, 12 signs of 30° each, called the Zodiac of the Signs. This Zodiac, or imaginary belt in the heavens, with the ecliptic as its middle line, is considered to be 16° wide, in order to include the latitude, north and south of the sun's path, of all those planets belonging to our particular solar system. The Sun completes its circuit of this Zodiac of 360° in about 365-1/4 days, our solar year.

The Equinoxes having been explained, we shall now consider the meaning of their precession. Modern astronomers have classified every fixed star in the heavens into groups called Constellations. Those groups, however, which lie close to the plane of the ecliptic, were arranged into Constellations in very ancient times, and were considered to form the belt of the natural and actual Zodiac, through which the Sun appeared to travel in its yearly pilgrimage around our earth. This was the Zodiac of the Constellations, and the ancients divided it into 360° or 12 signs of 30° each.

What is the difference between the Zodiac of the Constellations and the Zodiac of the Signs? There is no difference in their division into signs and degrees, or in the astrological influences ascribed to their various parts, but there is, at present, a difference in space between them. There would be no necessity for dual Zodiacs if the Sun, each year, reached its equinoctial point of Aries O° at exactly the same point of space, measured by reference to some fixed star of the Constellations. However, it has been mathematically determined by astronomers that each year at the moment when the Sun reaches its equinoctial point of Aries O° and is in exact line with the earth's equator, the position of the earth in reference to some determinant fixed star is some 50" of space father west than the earth was at the same equinoctial moment of the previous year.

The position of any fixed star near the ecliptic and near the border line of the Constellation Aries could be chosen to be the determinant, or standard reference point, in order to observe this yearly precession of the Vernal Equinoctial Point among the fixed stars. The Hindu astronomers selected Revati as the determinant fixed star, and considered this star as marking Aries O° of the constellations. Each year the equinoctial point of Aries O° of the signs will be found to have precessed some 50" of space farther west of Revati than it was the previous year. The meaning of the term, "Precession of the Equinoxes," is now clear. It refers to the slight annual increase in distance of the equinoctial points from a standard fixed star, which is considered as Aries O° in the Zodiac of the Constellations, while the Vernal Equinox is considered as Aries O° in the Zodiac of the Signs.

The cause of precession has not been finally established by modern astronomers, some claiming it is due to a slow change in direction of the earth's axis, while others believe they have mathematical proof that the phenomenon is caused by the motion of the Sun in space along its own orbit, whereby all the bodies of our solar system are being brought nearer to a Grand Central Sun, around which our own Sun and every other Sun (fixed star) in the universe is revolving.

All ancient nations considered Alcyone, brightest star of the Pleiades, to be this Grand Central Sun. To the Babylonians it was Temennu, "The Foundation Stone." The Arabs had two names for it—Kimah, the "Immortal Seal or Type," and Al Wasat, "The Central One." It was Amba, "The Mother" of the Hindus, and its present name of Alcyone was derived from a Greek word signifying Peace. It is so far distant from us at present as to appear to be a star of only the third magnitude. There is a significant passage in the Bible (Job 38:4-31) about the Constellation containing Alcyone, where the Lord asked Job: "Where wast thou when I laid the foundations of the earth? Canst thou bind the sweet influences of Pleiades?"

The great sages of ancient India, whose knowledge of astronomy has not been surpassed by any modern nation, claimed that by the phenomenon of precession the equinoctial points of our Sun would take 24,000 years to complete one circuit around the Zodiac of the Constellations. Modern science tells us that the present rate of precession is 50.1" yearly, or 1°0" in 72 years. At that rate, it would take, not 24,000, but 25,920 years for the Vernal Equinox to make one whole circle of the Zodiac of the Constellations and return to any given starting point (fixed star). However, there is no proof that the present rate of precession, or 50.1" yearly, is constant, and the ancients claimed that at certain stages of the cycle the rate of precession is slightly more rapid than at other stages. This theory receives proof from the calculations of the great astronomer, Hipparchus (146 years BC), who gave the rate of precession at the time of his observations as 50-2/3", or a rate somewhat faster than at present. We have, therefore, no scientific reason to deny that the ancient Hindu astronomers were correct in giving 24,000 years as the time which would elapse between one coincidence of the Vernal Equinox with any fixed star and its next exact coincidence with the same star.

This precessional cycle of 24,000 years is profoundly related to the Four Ages or Yugas into which the ancient rishis (wise men) of India divided each cyclic period. These Ages, known to the Greeks and others as the Golden, Silver, Bronze, and Iron Ages, are as follows:

Satya Yuga—4800 years

Treta Yuga—3600 years

Dwapara Yuga—2400 years

Kali Yuga—1200 years

Total, 12,000 years

It will be seen that two of these cycles of 12,000 equal one complete Precession of the Equinoxes, or 24,000 years, and on this parallel the writer proposes to prove the correct present cyclic Age of the World, and to disprove the current theory that we are still in the dark Iron Age of Kali.

DIAGRAM (I). is very simple, but must be carefully studied in connection with the text.

At an important date in Hindu chronology, which would correspond to the year 3102 BC, the records of Hindu astronomers showed that the last coincidence of the two Zodiacs had occurred 20,400 years previous. As present-day astronomers know that a later coincidence of the two Zodiacs took place in 498 AD, it will be seen that it required exactly 24,000 years (20,400 + 3,102 + 498 = 24,000), just as the ancients had claimed, for an Equinoctial Precessional Cycle to be completed.

The rishis of old divided the Sidereal Year of 24,000 years, corresponding to the "Great Year" of Plato, into two parts of 12,000 years, each of which embraced a Great Daiba Yuga or Electric Cycle of the Four Ages in the life of mankind and the world generally. One was the Daiba Yuga of the Ascending Arc, and the other of the Descending Arc. The ancients taught that whenever the Sun, in the course of its own revolution, approached most closely to the Grand Central Sun, Bishnunavi, the seat of Brahma, (this point is reached whenever the Autumnal Equinox, or Libra O° of the Signs, coincides with the Revati or Aries O° of the Constellations) the Golden Age of the Descending Arc would begin for mankind.

The Autumnal Equinox was last on Libra O° in the year 11502 BC, and the Golden Age of the world (Krita or Satya Yuga) endured from that year until 6702 BC, or a period of 4,800 years. The ancient calculations tell us that each of the Four Yugas is composed of a main period lasting ten-twelfths of the entire duration of the Age, and of two Sandhis, (mutation or transition periods) one before and one after the main Yuga, each measuring one-twelfth of the total time allowed. Thus, Satya Yuga was assigned a total duration of 4,800 years, consisting of a main period of 4,000 years, which is preceded and followed by Sandhis of 400 years each.

The Golden Age of a cycle is the one in which Manu, the great Hindu sage, tells us neither sin nor suffering are common. "Men live four centuries." The ideal length of man's life is limited by the number of years in the Sandhi period of the Age in which he is born.

Treta Yuga, or the Silver Age of mankind, started in 6702 BC and continued for 3,600 years, until 3102 BC The rule is given in the ancient calculations that, to obtain the length of each of the Yugas after Satya Yuga, the figure one should be deducted from both the number of thousands and of hundreds indicating the duration of each preceding Age and its Sandhis. Hence, the main period of Treta Yuga consists of 3,000 years (one thousand less than that of Satya Yuga), and its two Sandhis are each 300 years long (one hundred less than those of the Golden Age); hence, the total of 3,600 years. During this second Age, men lived for 300 years, and were highly enlightened and spiritually - awakened, though not to such an advanced degree as was reached in the Golden Age.

The year 3102 BC, saw the commencement of the Dwapara Yuga of the Descending Arc, the Bronze Age of the ancient world. It lasted until 702 BC, a period of 2,400 years, which was divided into a main Yuga of 2,000 years, and two transition periods of 200 years each. The traditional account is that the ideal man of that time lived for 200 years. He developed the great ancient civilizations, more concrete and less spiritual than those of the Silver and Golden Ages, but still superior to any civilization of a later growth, all of which come within the limits of the historical epochs of mankind.

The year 702 BC saw the start of Kali Yuga, the last of the Four Ages of Daiba Yuga of the Descending Arc. This Iron Age lasted until 498 AD, or a period of 1,200 years, divided into 1,000 years for the main period of Kali Yuga, and two Sandhis of 100 years each. Most of the ancient world civilizations and empires deteriorated and crumbled away during this period, and by 498 AD the creative spirit of mankind was at its lowest ebb. Men did not live beyond a span of 100 years.

This date, 498 AD, marks the completion of the electric cycle of 12,000 years. Daiba Yuga of the Descending Arc, which is attended by the precession of the Autumnal Equinox from Aires 0° to Libra 0° of the Constellations. The Sun, with its solar system, including our own Earth, has traveled, in this period of 12,000 years, from a point in its orbit nearest to the Grand Central Sun to a point farthest away from that seat of universal magnetism, and the history of the world has faithfully portrayed this gradual descent from light to darkness.

H. G. Wells, in his "Outline of History," referring to the condition of mankind about the beginning of the sixth century, AD (two years after the close of Kali Yoga of the Descending Arc in 498) says:

"It is not perhaps true to say that the world became miserable in these 'dark ages' to which we have now come; much nearer the truth is to say that the world collapsed into a sea of misery that was already there. Our histories of these times are very imperfect; there were few places where men could write, and little encouragement to write at all....But we know enough to tell that this age was an age not merely of war and robbery, but of famine and pestilence.... To many in those dark days it seemed that all learning and all that made life seemly and desirable was perishing."

The year 498 AD, which saw the Autumnal Equinox on Aries 0°, and the Sun at the nadir of its own orbital path, therefore marks the beginning of the Daiba Yuga of the Ascending Arc, or 12,000 years of gradual progress and improvement, wherein our solar system slowly approaches ever nearer to the Grand Central Sun. This approach will culminate in the year 12498 AD, when the Autumnal Equinox will reach the fixed star Revati in Aries 0°, and the highest point of our next Golden Age will be attained. Exactly 24,000 years will have elapsed since the previous coincidence, in 11502 BC of Libra 0 of the Signs with Aries 0 of the Constellations, and everything in our universe will be in a state of balance and harmony. The year 12498 AD will begin a new cycle, a new Daiba Yuga of the Descending Arc, lasting 12,000 years, and thus mankind will descend through a new series of the Four Ages marked out on the Zodiacal Clock of Destiny.

"Such is the great influence of time which governs the universe," writes Swami Sri Yukteswarji. "No man can overcome this influence except he, who, blessed with pure love, the heavenly gift of Nature, becomes Divine and, being baptized in the holy stream Pranava (Aum + the sacred vibration), comprehends the kingdom of God."

Returning to a consideration of the last Daiba Yuga of the Ascending Arc, which began in 498 AD, we find man starting a new Kali Yuga, from which he did not emerge until its period of 1,200 years had passed, in 1698 AD Reference to Diagram (I) will make it clear that this new Kali Yuga, or Iron (sometimes call Earthen) Age differs from the preceding Kali Yuga of another electric cycle (702 B.C. to 498 AD) as the latter was the last Age of Daiba Yuga of the Descending Arc, whereas the Kali Yuga of 498 AD to 1698 AD is the first age of Daiba Yuga of the Ascending Arc, which is distinguished by a general upward, not downward, trend in history. The seeds sown in the Iron Age of our own cycle are to bear fruit in this our present Dwapara Age.

The Age of Bronze, or Dwapara Yuga, begun in 1698 AD, will last for 2,400 years, ending in 4098 AD, 2,166 years hence. The present year of l932 AD is thus the year 234 of the Dwapara, or Bronze Age, of the Ascending Arc. At the end of this Age, which is the second of the four ascending Ages1 (Dwapara Yuga of the Descending Arc is the Third Age.) the intellectual and spiritual power of the average man will be twice as great as that of the ordinary man of 498 AD at the beginning of our present 12,000-year cycle, but will be only half as great as the power to be attained by men at the highest peak, 12498 AD of the Golden Age of our Daiba Yuga. In other words, the end of our Dwapara Yuga will mark the completion of two of the four ages, and the Divine powers inherent in man will be developed to half their true extent.

The 234th year of Dwapara Yuga corresponds to the present equinoctial positions of Virgo-Pisces 11 degrees. The Vernal Equinox is now falling each spring (in the Northern Hemisphere) among the fixed stars in Pisces 11° of the Constellations, and the Autumnal Equinox is falling among the fixed stars in Virgo 11°. For that reason, mankind is not only in Dwapara Yuga of the cycle of the Four Ages, but is also under the influence of the Virgo-Pisces period of the Cycle of the Constellations.

The signs that lie opposite in the zodiac interact on each other, intermingling their influences to such an extent that it is difficult to separate one form the other. Western astrologers attach most importance to the position of the Vernal Equinox among the constellations, and hence call the present Era the "Piscean Age," but the ancients considered the astrological import of the Autumnal Equinox to be the more significant. We cannot doubt the accuracy of the earlier teachings when we see (Diagram I) that the Vernal Equinox, now falling in Pisces would signify the world as being in the Golden Age, if we grant the spring point primary astrological consequence. None of us are likely to maintain that the present, or the immediate past, history of the world displays the state of near-perfection that belongs to a Golden Age.

On the other hand, the position of the Autumnal Equinox, falling now in Virgo of the Constellations, and in Dwapara Era, does accurately point out the state of present world development, which has lately emerged (in 1698 AD) from the historic "Dark Ages" of Kali Yuga into the greater freedom, intellectual light, and scientific advancement of the Bronze Era. For this reason, we must allow first consideration to the astrological meaning in world-history of the position of the Autumnal, rather than the Vernal, Equinox. Therefore, properly speaking, we are now in the "Age of Virgo," not primarily of Pisces, although Pisces has a very important secondary significance, being indissolubly linked in character and effect with its opposite sign.

As the equinoxes, at the present stage of their cycle, take 72 years to pass backward through the 60 minutes of space that constitute one degree of the natural or fixed-star Zodiac, and as they are now falling on Virgo-Pisces 11 degrees, it will need about 700 more years before they will coincide with Leo-Aquarius 0°. The coming Leo-Aquarius Age, which will last some 2,000 years, while the equinoxes pass through these opposite signs, will include all the rest of the Dwapara Yuga and part of the third Yuga, Treta, or the immensely enlightened Silver Age.

Next we will point out when and how the mistaken idea and calculation, namely, that the world is still in Kali Yuga, crept into modern Hindu almanacs and astrological and philosophical writings which deal with such subjects as the "Ages" of the world.

Later we will show the fitting application of the term "Bronze Age" to our modern era, and will cite history in demonstration of the sublime correspondence of heavenly phenomena with mundane events.

___________

1Dwapara Yuga of the Descending Arc is the Third Age. See Diagram (1)

We have now dealt with the method used by the ancient Hindu sages to arrive at the correct Age of the world in reference to an astronomical 24,000 year cycle, the Precession of the Equinoxes. Following this plan, we have seen that the present year of 1932, AD, corresponds to the year 234 of Dwapara Yuga (Bronze Age) of the Ascending Arc. Such a system of chronology commends itself to reason, linking the time-periods of the world with the heavenly phenomena, which alone, by their impersonality, can have an universal significance and application.

No such universality can be claimed for any other method of chronological reckoning. All systems of national or religious time-keeping have meaning only for a limited group of adherents, and serve as stumbling-stones for historians, since these groups often leave records dated, without explanation, by various chronological calendars, such as civil and religious.

Thus, the year 1932, AD, of the Christian era, corresponds to the year 5693 of the Jewish era. the year 2592 of the Japanese era, the year 1351 of the Mohammedan era, and the year 2244 of the Grecian (Selecidae) era in present-day usage among the Syrians. Further, of the many chronological eras followed in modern times in various parts of the world, some are reckoned by years based on solar returns, and others on years based on 12 or 13 lunar returns. There is thus room for much confusion among later students of history in their efforts to correctly synchronize past events.

We must grant, therefore, that man can have no more accurate universal measuring-stick for the passage of time than that afforded by the position of the fixed stars in relation to the yearly equinoctial place of the Sun.

Western astronomers, who have not as yet investigated the great universal truths which lie hidden in the ancient division of the 24,000 year Equinoctial Cycle into two sets of four World ages, and who hence, doubtless, would be unwilling to designate the present era as "Dwapara Yuga," would nevertheless be forced to concede that no more practical and accurate method of universal chronology could be adopted than one based on the position of the equinoxes during their 24,000 year cycle.

Reckoning time in this way, we could say, with scientific accuracy, that a new half-cycle (12,000 years) commenced in the year 498, AD, when the equinoxes coincided with Aries 0° and Libra 0° of the Constellations, and that, as 1,434 years have elapsed since that time, the present year could well be designated in present-day usage all over the world as the "year 1434 since the last coincidence of the two Zodiacs" (or, in more astronomical language, "since the last coincidence of the Vernal Equinox with the fixed star Revati.")

Such a computation would fit in perfectly with the Brahmanical division of the Equinoctial Cycle into World Ages, since, after subtracting 1,200 years, length of the last Kali Yuga, from 1,434, we have a remainder of 234 years, which marks our present place in Dwapara Yuga.

This accurate method of measuring time was current in India for thousands of years, up to about 700, BC At that time a colossal mistake crept into the Hindu almanacs and has been blindly perpetrated ever since. Reference to Diagram (I), will show that the year 702, BC, marked the completion of Dwapara Yuga, and the beginning of Kali Yuga, of the Descending Arc.

The Maharajah Judhisthir, who began to reign in India during the latter years of the Dwapara era, voluntarily gave up his throne to his grandson, Raja Parikshit, shortly before the start of Kali Yuga, and retried with all the wise men of his court to a religious retreat in the Himalaya Mountains. Thus, there were none left, at the grandson's court, sufficiently versed in the ancient wisdom, to calculate the Ages correctly.

So, when the last year of the 2,400 year period of Dwapara Yuga passed away, and the first year of the 1,200 year Kali Yuga dark Age had arrived, the latter was numbered as the year 2401 instead of year 1 of Kali Yuga. In 498, AD, when the 1,200 year period of Kali Yuga of the Descending Arc had been completed, and the first year of Kali Yuga of the Ascending Arc began, the latter was designated, in the Hindu almanacs, as the year 3601 instead of year 1 of Kali Yuga of the Ascending Arc.

Solar Years Become "Divine" Years

However, as the wise men of that period were well aware, from conditions in India and the world generally, that mankind was in Kali Yuga, the dark Iron Age of Necessity, as described in the prophecies in the Mahabharata, their sacred teachings, and as they also knew that, according to these same scriptures, the age of Kali was fixed at 1,200 years only, they fancied, by way of reconciliation between the scriptures and their current almanacs, that the 1,200 years of Kali were not the ordinary solar year of our earth, but "Divine" years of the gods, consisting of 12 Divine months of 30 Divine days. Each of these Divine days was supposed to be equal in length to one of our solar years.

Thus, the Sanskrit scholars of Kali Yuga, such a Kullu Bhatta, explained away the discrepancies in their almanacs, saying that the 1,200 years allotted by the ancients for the duration of one Kali Yuga were equal (1,200 x 360) to 432,000 solar years of our earth, and that, in 498, AD, 3,500 years of this long Kali Yuga had passed away. Thus the mistaken calculation gained firmer ground in Hindu chronology, and today the almanacs used in India state that the present year is the 5,034th of Kali Yuga, of which 426,966 years still remain.

By thus expanding the 1,200 year period into 432,000 solar years, the Kali Yuga teachers entirely lost sight of the connection of the Yugas with the 24,000 year Equinoctial Cycle, and the key to the correct calculation of the World Ages was lost. A modest 24,000 year period is well within the grasp both of the human mind and of historical annals and prehistoric records, but who can hope to trace the characteristic outlines of the two sets of Four Yugas in the affairs of mankind for a period of 8,640,000 years (24,000 x 360)?

No such difficulty faces us if we seek the evidence of the various World Ages in a 24,000 year cycle, and enough is known of the history of mankind for the past 7,000 years (which, rightly, covers our historical period) to enable us to clearly trace the distinctive influence on world events of the various Yugas which have, either completely or partially, run their course during that 7,000 year span.

The erroneous computations of the Four Ages, given out by the Kali Yuga scholars when they discovered their chronology was not in keeping with the rules laid down by the ancient rishis, are as follows:

Satya Yuga, 4,800 X 360 = 1,728,000

Treta Yuga, 3,600 X 360 = 1,296,000

Dwapara Yuga, 2,400 X 360 = 864,000

Kali Yuga, 1,200 X 360 = 432,000

____________

Total Mahayuga in Solar Years, 4,320,000

No justification exists in the Mahabharata, or in the teachings of Manu, for this transformation of solar years into "Divine" years in reference to the Four Ages of the Equinoctial Cycle, yet these mistaken expanded figures have been accepted, without due investigation, not only by the mathematicians who compile the almanacs in present-day India, but also by writers of standard metaphysical and astrological textbooks. These authors have erected, on this shaky mathematical foundation, elaborate cosmological structures which will not stand the test of astronomical verification.

The 12,000 year period, which loses its intrinsic significance when turned into 432,000 years, was known to all ancient civilizations as the half of an Equinoctial Cycle. The old Mazdeans (Magi, of whom the modern Parsis are descendants) had a 12,000 year cycle, Zervan Daregho Hyadata ("Sovereign Time of the Long Period.") With the Greeks and their instructors, the Egyptians, the "Great Age" again referred only to the tropical or sidereal year of the Equinoctial Cycle.

There are cycles within cycles—cycles of inconceivably long as well as of unimaginably short duration. It is not, therefore, my aim to contend that the cycle (rather, half-cycle) of 4,320,000 years (Mahayuga or Manvantara) which the Kali Yuga scholars brought into prominence, has no basis in fact. In truth, a solar cycle of that length is recorded in ancient Hindu almanacs as having been preserved from the chronological compilations of a great astronomer-astrologer, Asuramaya, of the old lost continent of Atlantis, but I do wish to point out that, whatever the astrological import of the 4,320,000 year cycle, it should not be confused, as it has been since the dark days of Kali Yuga of the Descending Arc, with the Equinoctial 24,000 year Cycle with its two sets of four World Ages.

Our 24-hour solar day, divided (on the equinoctial days) into 12 hours of day (corresponding to Daiba Yuga of the Ascending Arc) and 12 hours of night (corresponding to Daiba Yuga of the Descending Arc), repeats, on a smaller scale, the grand Equinoctial Cycle. According to this plan, the hours of our day would be under the influence of the various Age-vibrations, as follows:

Ascending Arc (Day Cycle)

6.00 a.m. to 10.48 a.m. Golden Age Hours

10.48 a.m. to 2.24 p.m. Silver Age Hours

2.24 p.m. to 4.48 p.m. Bronze Age Hours

4.48 p.m. to 6.00 p.m. Iron Age Hours

Descending Arc (Night Cycle)

6.00 p.m. to 7.12 p.m. Iron Age Hours

7.12 p.m. to 9.36 p.m. Bronze Age Hours

9.36 p.m. to 1.12 a.m. Silver Age Hours

1.12 a.m. to 6.00 a.m. Golden Age Hours

The above arrangement is ideal, rather than practical, since it assumes, for the sake of a simple mathematical division, that sunrise occurs at 6 a.m., and sunset at 6 p.m., whereas this is true only on the equinoctial days, about March 21 and September 22 of each year. This ideal division of a 24-hour day into two 12-hour parts, follows faithfully the Equinoctial Cycle plan of separating the cycle into two divisions of 10 parts each, of which the Kali Yuga period measures one-tenth part, the Dwapara Period two-tenths parts, the Treta period three-tenths parts, and the Satya period four-tenths parts.

Hence, in the compilation given above, the Kali Yuga hour-period measures one-tenth of the 12-hour half-cycle, or one and one-fifth hours, while the Satya Yuga hour-period is as long as four-tenths, or four and one-fifth hours. In practice, however, the length of these hour-periods would vary, according to the season of the year and the latitude of the place on the earth, since all mundane things are under the limitations and changes imposed by time and space.

Still following the analogy between the 24,000 year Equinoctial Cycle and our 24-hour day, we may (ideally) divide our daily period between sunrise and the following sunrise, into 12 parts of two hours each, and allot the first two hours after sunrise to the influence of the zodiacal Aries, and so on around the circle of the 12 Signs (see Diagram I), ending with Pisces ruling the two hours before sunrise of the next day.

The above illustrations may have a more theoretical than practical interest for most of us, since a day is so short that we may not think it worth our while to determine the astrological influences which lie within it, but the examples have been given here in order to point out the relation of smaller to larger cycles, and the mathematical perfection of the Divine Plan which links the greatest to the most infinitesimal within, and doubtless beyond, the shores of our universe.

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