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Black Genesis: The Prehistoric Origins of Ancient Egypt

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y the astronomer Sir Norman Lockyer. <strong>The</strong> German chronologist E. Meyer also proposed it in 1908. Recently the<br />

Spanish astronomer Juan Belmonte revived this idea and further proposed that the summer solstice was the basis <strong>of</strong><br />

the original calendar. According to the archaeoastronomer Edwin C. Krupp:<br />

In ancient <strong>Egypt</strong> this annual reappearance <strong>of</strong> Sirius fell close to the summer solstice and coincided with the time <strong>of</strong><br />

Nile’s inundation. Isis, as Sirius, was the “mistress <strong>of</strong> the year’s beginning,” for the <strong>Egypt</strong>ian New Year was set by<br />

this event. New Year’s ceremony texts at Dendera say Isis coaxed out the Nile and caused it to swell. <strong>The</strong><br />

metaphor is astronomical, hydraulic, and sexual, and it parallels the function <strong>of</strong> Isis in the myth. Sirius revives the<br />

Nile just as Isis revives Osiris. Her time <strong>of</strong> hiding from Set is when Sirius is gone from the night sky. She gives birth<br />

to her son Horus, as Sirius gives birth to the New Year, and in texts Horus and the New Year are equated. She is the<br />

vehicle for renewal <strong>of</strong> life and order. Shining for a moment, one morning in summer, she stimulates the Nile and<br />

starts the year. 57<br />

<strong>The</strong> British astronomer R. W. Sloley reminds us, and with good reason, that “ultimately, our clocks are really timed<br />

by the stars. <strong>The</strong> master-clock is our earth, turning on its axis relative to the fixed stars.” 58 Further, the American<br />

astronomer and director <strong>of</strong> the Griffith Observatory in Los Angeles, Ed Krupp, points out that “celestial aligned<br />

architecture and celestially timed ceremonies tell us our ancestors watched the sky accurately and systematically.” 59 What<br />

we may most want to know is whether <strong>Egypt</strong>ians also used the stars for long-term computations <strong>of</strong> time, such as the<br />

Sothic cycle <strong>of</strong> 1,460 years. Perhaps this is why the ancient <strong>Egypt</strong>ians deliberately opted not to have the leap year—so<br />

that their slipping calendar could also work for long-term Sothic dates.<br />

Providence would have it that a Roman citizen named Censorinus visited <strong>Egypt</strong> in the third century CE and<br />

witnessed the festivities in Alexandria that marked the start <strong>of</strong> a new Sothic cycle. This is what he reported: “<strong>The</strong><br />

beginnings <strong>of</strong> these [Sothic] years are always reckoned from the first day <strong>of</strong> that month which is called by the <strong>Egypt</strong>ians<br />

Thoth, which happened this year [239 CE] upon the 7th <strong>of</strong> the kalends <strong>of</strong> July [June 25]. For a hundred years ago from<br />

the present year [139 CE] the same fell upon the 12th <strong>of</strong> the kalends <strong>of</strong> August [July 21], on which day Canicula [Sirius]<br />

regularly rises in <strong>Egypt</strong>.” 60<br />

To put it more simply, the <strong>Egypt</strong>ian New Year’s Day (1 Thoth <strong>of</strong> the <strong>Egypt</strong>ian calendar) recoincided with the<br />

heliacal rising <strong>of</strong> Sirius in the year 139 CE. *56 <strong>Egypt</strong> was at that time a dominion <strong>of</strong> Rome and was ruled by Emperor<br />

Antonius Pius. This calendrical-astronomical event was clearly regarded as having great importance and was<br />

commemorated on a coin at Alexandria bearing the Greek word AION, implying the end or start <strong>of</strong> an era. At any rate,<br />

this information provided modern chronologists with an anchor date from which they could easily work out the start <strong>of</strong><br />

previous Sothic cycles by simply subtracting increments <strong>of</strong> 1,460 years from 139 CE. Thus we know that Sothic cycles<br />

began on 1321 BCE, 2781 BCE, 4241 BCE, and so forth. Yet do the Sothic cycles hark back ad infinitum, or is there a<br />

Year Zero, as in other calendrical systems?<br />

Even though the ancient <strong>Egypt</strong>ians were obsessed with the idea <strong>of</strong> eternity, they also believed in a beginning <strong>of</strong> a<br />

secular time they called Zep Tepi, literally, the First Time. <strong>The</strong> British <strong>Egypt</strong>ologist Rundle T. Clark comes tantalizingly<br />

close to the very heart <strong>of</strong> ancient <strong>Egypt</strong>ian cosmogony when he writes that all rituals and feasts, most <strong>of</strong> which were<br />

linked to the cycle <strong>of</strong> the year, were “a repetition <strong>of</strong> an event that took place at the beginning <strong>of</strong> the world.” 61 According<br />

to Clark,<br />

This epoch—zep tepi—“the First Time”—stretched from the first stirring <strong>of</strong> the High God in the Primeval Waters. .<br />

. . All proper myths relate events or manifestations <strong>of</strong> this epoch. Anything whose existence or authority had to be<br />

justified or explained must be referred to the “First Time.” This was true for natural phenomena, rituals, royal<br />

insignia, the plans <strong>of</strong> temples, magical or medical formulae, the hieroglyphic system <strong>of</strong> writing, the calendar—the<br />

whole paraphernalia <strong>of</strong> the civilization . . . all that was good or efficacious was established on the principles laid<br />

down in the “First Time”—which was, therefore, a golden age <strong>of</strong> absolute perfection . . . 62<br />

<strong>The</strong> start <strong>of</strong> Sothic cycles, as we have seen, can be computed simply by moving backward or forward in increments<br />

<strong>of</strong> 1,460 years using Censorinus’s anchor point <strong>of</strong> 139 CE. At the resulting years <strong>of</strong> Sothic cycles, the heliacal rising <strong>of</strong>

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