Let's revisit 2.0

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This is continuation of previous part and things are about to get a whole lot more complicated so personally suggest you to be patient and read it till the end. Also dont forget the previous line while reading next or you're bound to get confused. 

Since so many inaccuracies have crept into the Yuga Cycle doctrine, as pointed out by Yukteswar and Tilak, we also need to question the accuracy of the relative durations of the Yugas mentioned in the Sanskrit texts. Although the Yuga Cycle is mentioned in the mythic accounts of around thirty ancient cultures, as described by Giorgio de Santillana, professor of the history of science at MIT, in the book Hamlet's Mill (1969), we find very little information regarding the relative durations of the different ages within this cycle. This is quite surprising. Nearly all the accounts tell us that virtue and righteousness decreases as we move from the Golden Age to the subsequent ages. Some of them specifically mention that virtue decreases by a quarter in every age. However, there appears to be scant mention of the durations of the ages themselves. If the duration of each Yuga decreased from one Yuga to the next, shouldn't this important point also have been mentioned in these accounts?

In the few accounts where the durations of the Yuga are specified, we find that each age in the Yuga Cycle is of the same duration. For instance, the Zoroastrians believe that the world lasts for 12,000 years, which is divided into four equal ages of 3,000 years each. A Mexican source known as the Codex Rios (also referred to as Codex 3738 and Codex Vaticanus A) states that each age lasts for 4008, 4010, 4801 and 5042 years respectively for a total of 17,861 years. We can see that in this case also the duration of each age is nearly the same.

Therefore, the durations of the four Yugas mentioned in the Sanskrit texts (i.e. 4800, 3600, 2400, and 1200 years) deviate from the norm. The duration of each Yuga, in this sequence, decreases by 1200 years from the previous one. This is an arithmetic progression which is rarely, if ever, found in natural cycles. This seemingly unnatural sequence raises the question whether the Yuga durations were deliberately altered at some point in the past, in order to give the impression that the duration of each Yuga decreases in tandem with the decrease in virtue from one Yuga to the next. It is important to note that the ratio's of the durations of the four Yugas in this sequence is 4:3:2:1. This gives the superficial impression that the duration of each Yuga is reducing by a quarter from one to the next. But that is actually not the case. They are decreasing by a fixed number of years i.e. 1200 years.

Here is the most startling fact: Two of the most famous astronomers of ancient India, Aryabhatta and Paulisa, both believed that the Yuga Cycle is comprised of Yugas of equal duration! In the 11th century, the medieval scholar Al-Beruni had travelled across India for 13 years, questioning and conversing with learned men, reading the Sanskrit texts, observing the religious rites and customs, and had compiled a comprehensive commentary on Indian philosophy, sciences and culture. In Alberuni's India, Al-Beruni mentions that the Yuga Cycle doctrine was based on the derivations of the Indian astronomer Brahmagupta, who in turn derived his knowledge from the Sanskrit Smriti texts. He makes an interesting statement in this regard:

"Further, Brahmagupta says that "Aryabhatta considers the four yugas as the four equal parts of the caturyuga (Yuga Cycle). Thus he differs from the doctrine of the book Smriti, just mentioned, and he who differs from us is an opponent".

The fact that Aryabhatta believed the four yugas to be of equal duration is extremely pertinent! Al-Beruni reasserts this in no uncertain terms: "Therefore, according to Aryabhatta, the Kali Yuga has 3000 divya years....each two yugas has 6000 divya years...each three years has 9000 divya years." Why would Aryabhatta subscribe to such a belief? Did he have access to sources of information that are lost to us now?

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