Tuesday, February 19, 2008

The Hindu Doctrine of Cosmic Cycles

In essence, the Hindu doctrine of cosmic cycles conceives a qualitative, “circular” time that cyclically affects our universe and everything in it. A universe that on its part is eternal, without beginning or end, and which manifests itself, together with other billions of universes, from a state of development to another of equilibrium, and then to another of decadence, after which there occurs its dissolution – or pralaya – and back to start again, forever. A universe, in sum, governed by recurrence, in which, from manifestation to pralaya, there flow in countless numbers the immensely vast Brahma’s days, or kalpas, preceded by their corresponding nights; and where within each kalpa there follow, one another, one thousand “human cycles” or maha–yugas – a study of which, reversing the order, I will attempt in the first place.

Let us begin by noting that every maha–yuga consists of four cyclic ages or yugas, of decreasing length, which mark an equal number of gradual stages of degradation of mankind and so correspond exactly with those ages that the Classical tradition has designated always as the Gold, Silver, Bronze, and Iron ages – except for a most important aspect of the doctrine: the magnitude of the durations involved. In effect, the length ascribed to the maha–yuga, 4’320,000 common years, is in appearance so disproportionate to represent a human cycle, that it usually startles the Westerner unfamiliar with these matters; because even without mentioning that we are talking about cycles – of which there are as many as one thousand in a Brahma’s day – such length exceeds that of the existence of mankind on Earth, a span of time which, while in a very broad sense can be tracked back some millions of years into the past, in a more strict sense – i.e. in relation to modern man, or Sapiens Sapiens – is, nevertheless, estimated at best as fifty thousand to one hundred thousand years.

On the other hand, why should the lengths of the yugas be proportional to the scale 4 + 3 + 2 + 1 = 10 and not rather equal, as the four ages of the Classical tradition are? We will very soon see, however, that these difficulties are not unsolvable as might be thought, nor is the problem as a whole as complex as it appears to be; so for the moment, and without further delay, we will take a look into these lengths as can be deduced from the relevant texts.


Table 1 – The maha–yuga or cycle of four yugas 

Length in divine years
Age or   yuga
   Length in 

 human years
   Proportion
      4,800
    Satya
1’728,000
           4
      3,600
    Treta     
1’296,000
           3
      2,400
  Dvapara
    864,000
           2
      1,200
     Kali
    432,000
           1
12,000

4’320,000
 10



So the lengths are 4,800, 3,600, 2,400 and 1,200 years for the yugas named Satya, Treta, Dvapara and Kali respectively. But they are “divine years,” and translated into “human years” they become the product of those lengths by 360 – according to the statement in Bhagavata Purana 3, 11:12 that “a day of the demigods is like a year of human beings.” A careful study reveals, however, what is perhaps the most significant fact in all of this analysis (and a perfectly logical one at that) : at least in “human years” all the lengths are “circular,” that is, not only are they divisible, by reason of their ending in two or more zeros, by 2, 4, 5, 8, 10, 15, 20, etc, but they are also divisible, because the sum of their digits is nine, by 3, 6, 9, 12, 18, 24, 36, 72, 108, 144, 180, 360, etc – all of them “sacred” numbers for most traditions. This essential feature not only fits in with any numerical system based on the circle of 360 degrees, which is most suitable for representing a circular time as it makes it possible to get exact divisions, but it also enables the “human” lengths to be related to the period of precession of the equinoxes of 25,920 common years – the sum of whose digits is also nine. Thus, 72 x 60 = 4,320 and 72 x 360 = 25,920 (the total length of the cycle of precession of the equinoxes, and remember the equinox precessions by one degree every 72 years), and again, 4,320 x 6 = 25,920, all of which is actually not surprising, as the division of the circle is naturally effected by multiples of three, six, or nine – the latter being the one that affords the greatest possibilities.

Now, in connection with these two key numbers, 72 and 25,920, there are extremely suggestive coincidences that evidence a perfect correspondence between the life of man, the “microcosms,” and that of our universe, or “macrocosms.” For one thing, 72 corresponds to the average number of beats of the human heart in a minute, and a quarter of 72, or 18, to the human breathings in the same period, so that in one day a man will have breathed 18 x 60 x 24 = 25,920 times. On the other hand, after 72 years, which is the average length of life of man at present, a man will have lived a total 25,920 days (assuming an ideal year of 360 days), while the Earth’s axis will have barely traveled a degree of the equinoctial circle of 360 degrees or 25,920 common years. In other words: from a cosmic view, man’s life lasts only one day.

In the other hand, the number 72 appears frequently in connection with cosmic cycles. For example, it appears in the Chinese magical square and corresponded, in the Far–Eastern tradition, to the division of the year in five parts (5 x 72 = 360), out of which three (3 x 72 = 216) were “Yang” or masculine, and two (2 x 72 = 144) “Yin” or feminine. I will mention, in passing, that this division of the year was also used by the ancient Incas. Among the ancient Egyptians, in turn, 72 are the plotters who stand by Seth in his scheme to kill Osiris.

Again, remember that 72 were the disciples of Jesus, 72 the members of the Jewish Sanhedrin and, in the Middle Ages, the articles of the Rule of the Order of the Temple were also 72. But however interesting all of these numerical considerations may be – and they could certainly multiply to tedium ­– I will leave them at this point so as to turn back again to the maha–yuga – some time in the future.


(First published Qassia Feb10, 2008)

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