mysteries of egyptian zodiacs - HiddenMysteries Information Central
mysteries of egyptian zodiacs - HiddenMysteries Information Central
mysteries of egyptian zodiacs - HiddenMysteries Information Central
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Later, in the subsequent chapters, we will present the<br />
checkup tables for all the ideal solutions <strong>of</strong> the specific Egyptian<br />
<strong>zodiacs</strong>. In this tables we will use the following abbreviations:<br />
1. SUH — the submersion <strong>of</strong> the Sun under the local horizon<br />
measured in degrees. For example SUH=10 o means<br />
that the submersion <strong>of</strong> the Sun was 10 o .<br />
• The submersion <strong>of</strong> the Sun is measured at the moment<br />
when a planet is raising or setting down over<br />
the local horizon (depending on the morning, or respectively,<br />
the evening visibility <strong>of</strong> this planet that is<br />
examined). At that moment, if the submersion <strong>of</strong> the<br />
Sun is sufficient, it is possible for an observer to see<br />
the planet on the sky. We will always assume that all<br />
the submersions <strong>of</strong> the Sun are calculated for an observer<br />
located in Cairo, except the cases when it will<br />
be specified otherwise. Let us recall that a planet with<br />
an average brightness is visible if the submersion <strong>of</strong><br />
the Sun is 10 o or more, and a bright planet (with the<br />
magnitude M = −3.5) is visible if the submersion <strong>of</strong><br />
the Sun is about 7 o –8 o , or more (see section 6.7, Step<br />
3 [B]).<br />
2. M — the magnitude <strong>of</strong> brightness <strong>of</strong> the planet measured<br />
according to the photometric scale. For example M =<br />
−3.2 means that at that moment the brightness <strong>of</strong> the<br />
planet was −3.5. As we explained before, brightness <strong>of</strong><br />
the planets changes with time.<br />
• Let us recall that the brightness according to the photometric<br />
scale can be possibly expressed by negative<br />
numbers — smaller the number, higher the brightness<br />
<strong>of</strong> the planet. The brightest planet is Venus. Its<br />
magnitude can reach up to M = −4, but the most<br />
frequently it is from M = −3 to M = −3.7. The<br />
magnitude from M = 0 to M = +1 is characteristic<br />
not only for the planets but also for bright stars. The<br />
planets with such magnitude <strong>of</strong> brightness are visible<br />
on the sky only when it is sufficiently dark. Such conditions<br />
exist if the submersion <strong>of</strong> the Sun is at least<br />
8 o –9 o . Less bright planets can be observed with the<br />
naked eye only if the submersion <strong>of</strong> the Sun is 10 o or<br />
more. With the submersion <strong>of</strong> the Sun <strong>of</strong> 18 o , there<br />
is a complete darkness. At that time it is possible to<br />
see faint stars. We discussed this issue in subsection<br />
6.7.3.<br />
3. Decimal Number from 0 to 12 in brackets, indicating<br />
a position <strong>of</strong> the planet according to the constellationsized<br />
scale (see section 6.10). For example, (2.5) denotes<br />
the middle <strong>of</strong> Gemini, or a point with the longitude 70 o<br />
on the ecliptic J2000, and (0.2) – a point in Aries with<br />
longitude 31 o on the ecliptic J2000 (see section 6.10).<br />
4. Sometimes, in a column related to the visibility conditions<br />
<strong>of</strong> a certain planet, we indicate its distance (in degrees)<br />
from the Sun, which we denote using the capital Greek<br />
letter delta: ∆.<br />
We use the last column in the checkup table for comments.<br />
At the bottom <strong>of</strong> this column we placed a sequence <strong>of</strong> squared<br />
6.14 Check-up List for an Astronomical Solution 147<br />
boxes, corresponding to the columns in the table. Each <strong>of</strong><br />
these boxes contains one <strong>of</strong> the signs +, − or ±, depending<br />
on how the solutions agrees with the zodiac. If the solution is<br />
complete, in all boxes there are only plus signs. In addition<br />
to these boxes, we also included there the mean discrepancy<br />
from the best points for this solution, which we denoted by<br />
the symbol ∆av (see section 6.11).