LESSON I7

INTRODUCTION

   In Lesson 16 you learned how to compute the positions of the signs of the Zodiac. Lesson I7 is a continuation affording you the knowledge necessary to calculate the positions of the planets. This material should be approached slowly and patiently. Remember that each principle is vitally important and forms the basis for the next one. The next few lessons will develop your powers of delineation, but we cannot even begin that step if we do not understand the principles of chart erection. Our calculation must have pinpoint accuracy.

   Lesson 16 concluded with Principle X of our chart erection principles. There is only one more principle and that is XI; however, it involves several steps concerning the computations for planetary position. In 16 we charted the positions of the signs and now we will chart the positions of the planets.

STATIONARY AND RETROGRADE

   Before we can understand what is meant by planetary position, we must know that the concepts stationary and retrograde mean.

   The term retrograde means apparent backward motion of certain planets when viewed from earth. At various times in our lives we have all traveled in trains that passed other trains. We have noticed when we pass a train which is going slower than the one we are on, the train we are passing seems to be moving backward. Actually, we know it is not. When our earth is moving faster in its orbit than a planet we are observing from earth, the same backward motion of that planet seems to take place. We say the planet is in retrograde. That is what retrograde means in astrology. In the ephemeris it is marked "R". If we were traveling on a train and another train was next to us traveling at the same speed, that train would seem to be stationary. When earth is moving in its orbit at a speed the same as a planet, the planet also seems to be stationary. That is what stationary means in astrology. In the ephemeris it is marked "ST." When a planet is about to go into retrograde from a seeming stationary position, it is marked "ST.M in the ephemeris. When a planet is about to move directly forward from a seeming stationary position, it is marked "ST.D." in the ephemeris. D. here means direct and indicates that the planet is going from stationary to the faster forward motion. NOTE: (You may use "" or "" to indicate retrograde.)

   When inserting planets on your charts later, be sure to mark them on the chart: R for retrograde, ST.D. for going into direct forward motion or whatever else the ephemeris shows for the planet.

   Although stationary and retrograde motion is apparent and not a reality, we, as astrologers, are considering how things appear from the Earth; hence we have to be careful to record all the real or apparent motions in the sky.

   What is the effect of retrograde motion in a horoscope? In many circles it is considered evil or negative, but this is a misleading concept. Generally speaking, when a planet is in retrograde, some of the power of that planet is lost. Its potential influence in a horoscope is modified. For example, if, by aspect, a retrograde planet is radiating disharmony, it will not be as powerful as if there were no retrograde. In other words, a retrograde planet can be either good or bad in a horoscope. This will depend strictly upon the aspects involved. However, its influence will always be modified by its retrograde nature.

   How do we compute the positions for retrograde planets?

   The degree position of the slow moving planets, Jupiter, Saturn, Uranus, Neptune, and Pluto, may accurately be listed as that position recorded in the ephemeris for the first day of the month. In other words if, for the time in question; anyone of these slow-moving planets is marked ST.D or ST.M merely assume the position of the planet to be equal to the position listed for the first day of the month. In the planets Mercury, Venus and Mars a simple correction must be made to ascertain an accurate position.

   Since we are dealing with retrograde planets the average speed per day for Mars, Mercury, and Venus (the Sun and the Moon never appear retrograde so we need not consider them when considering retrograde) varies from the normal speeds for these planets as listed in diagram I.

   The difference is as follows:

 

Normal Rate, Daily Distance

Corrected Rate, Daily Distance

Mars

45'

3'

Venus

72'

10'

Mercury

84'

21'

   For an example of our correction procedure read the following carefully.

   In 1948 Mercury is ST.R from June 11th to July 6th. July 6th is the ST.D. position. (We always work from the ST.D. position when correcting the position of a retrograde planet.) The day of the event is June 25th. The number of days between June 25th and July 6th will be 11. Mercury's motion is 84' per day but it is retrograde and it's corrected retrograde speed is 21' per day. Our procedure from here is very simple. It involves basic multiplication and addition.

 

Daily corrected distance per day

 

21 mins.

 

Number of days for correction

 

x 11 days

 

No. of mins. for correction

 

= 231 mins.

 

231' converts into 3° 51' as follows:

 

60' / 231' = 3o 51'

    So we have 3° 51' as our correction for the distance which retrograde Mercury will travel for the time in question. Position of Mercury for time in question 28°   (Gemini)

Distance travelled by Mercury (retrograde)

   Added = 31°51' but there are only 30° in Gemini on the chart so Mercury has moved 1° 51' into Cancer. (Remember, planets move counterclockwise.)

   The position of our retrograde Mercury for the time in question hence is 2° Cancer. We say 2° because 1° 51' is so close we can call it 2° without disturbing accuracy.

   This simple process can easily be applied in any case where Mars, Venus, or Mercury are listed in retrograde positions. As we have already stated in the case of the slower moving planets, Pluto, Neptune, Uranus, Saturn, and Jupiter we need not be concerned with this correction procedure. The Sun and Moon are never retrograde, so the correction is not necessary here either. Please reread this section before proceeding and you will see it clearly.

THE MOON'S NODES  

   The Nodes are those degrees on the ecliptic pathway of the Sun where the Moon moves from South to North Latitude, or vice versa. When the Moon moves from South to North, the point on the ecliptic is the ascending or North Node, commonly referred to as the Dragon's Head or Caput (Latin term for head). Its symbol is . By the very nature of the Nodes, the South Node (Dragon's Tail, or Cauda) is placed in the Sign opposite that of the North Node, and in the same number of degrees. Its symbol is the opposite of the North Node )

   The influence of the Nodes has yet to be completely determined. There is much opinion and controversy surrounding their impact, but nothing acceptable has been established. Until an understanding and agreement is reached regarding this influence, you need only regard them as points of reference. As a member of our Alumni after graduation you will be kept up to date on the developments in this and other theoretical areas.

THE PART OF FORTUNE

   The Part of Fortune is one of the Sabian points and will be treated, along with the rest of the Sabian points in one of our advanced courses of study. You need not consider them at this time.

   We are now ready to proceed with Principle XI which affords us the know-how to compute planetary position.

   Principle XI

   MacCraig's Ephemeris lists the geocentric longitude Sun, Moon, Moon's North Node, and the planets for Greenwich noon of the first day of each month for each year from 1800-2000 inclusive. The daily motion of the planets is listed on page 1 of this Ephemeris. That chart provides us with the following valuable information:

DIAGRAM I

PLANET

Daily Distance Travelled

Pluto

48''

Neptune

2'

Uranus

3'

Saturn

5'

Jupiter

12'

Mars

45'

Sun

59'

Venus

72'

Mercury

84'

Moon

13o 10' 36''

Moon's North Node

3'

   On page 314 of Hugh MacCraig's Ephemeris are the tables necessary for the mathematical computations to secure the positions of the planets for the date in question. This page is reprinted here for your convenience. (See Diagram II.)

   Our example date from Lesson 16 is June 6, 1949. Referring to the table, we compute the positions of the planets in the following manner: See Diagram II.

Step 1 of Principle XI

   Pluto - On the first day of June, 1949, Pluto is listed in 14° of Leo. In order to locate the position of Pluto on June 6, we merely refer to the table p. 8 and make note of Pluto's daily speed. That rate of speed is then multiplied by 6, the number of days to the birth in question.

 

Pluto's Daily Travel:

 

48''

 

No. of days till birth:

 

x 6

 

 

 

= 288''

 

Seconds in a minute:

 

60

 

Division:

 

60 / 288'' = 4' 48''

    This means that Pluto will travel 4' 48" in six days. Therefore, the geocentric longitude of Pluto on June 6, 1949 is 14°  4'.

Note: It is not necessary to indicate the seconds when listing the position of a planet, because such precision is not necessary for our purposes.

   However, we discover by referring to the same p. 314 that Pluto is Stationary D. at the time of our sample birth. So we merely take the position given on the first of the month. So our geocentric longitude for Pluto becomes  14° .

Step 2

   On June 1st, 1949, Neptune is listed in 13° of Libra . It is also listed that Neptune is Stationary Retrograde. Once again, as with Pluto, we may take the position listed on the 1st day of the month. In this case, the geocentric longitude for Neptune becomes 13° .

Step 3

   Uranus. On the first day of June, 1949, Uranus is listed in 0°  and it is also listed as Stationary Direct. For this reason, we may assume the position of the 1st of the month. Hence, Uranus 0° .

Step 4

   Saturn is also listed as Stationary Direct and we may assume its position from the first of the month. Hence, our geocentric longitude for Saturn is 0° .

Step 5

   Jupiter is listed as Stationary Retrograde, therefore its position on the 1st of the month will suffice. Hence, the geocentric longitude for Jupiter is 2o .

Step 6

   Mars is not Stationary Retrograde or Direct, hence we apply the principle of multiplication and division in order to obtain Mars' geocentric position.

 

Mars' Daily Travel:

 

45''

 

No. of days to birth:

 

x 6

 

 

 

= 270'

 

No. of minutes in a degree:

 

60

 

Division:

 

60 / 270 = 4' 30''

   On the first day of June, 1949, Mars is listed in 24o .

 

Distance Mars travels in 6 days:

 

4o 30'

 

Geocentric position of the 1st of June:

 

+ 24o

 

 

 

= 28o 30'

   Hence we have Mars in 28o  30'.

Step 7

   The Sun is listed in 11o of Gemini on the first day of June,1949.

 

Sun's Daily Travel:

 

59'

 

No. of days to birth

 

6

 

 

 

= 354'

 

No. of minutes in a degree:

 

60

 

Division:

 

60 / 354 = 5o 54'

 

Distance travelled by Sun in 6 days:

 

5o 54'

 

Geocentric position for the 1st of June:

 

11o

 

 

 

= 16o 54'

   Hence: Sun 16o  54'.

Step 8

   On the first day of June, 1949, the position of Venus is listed in 23° of Gemini.

 

Venus' Daily Travel:

 

72'

 

No. of days to the birth:

 

6

 

 

 

= 432''

 

No. of minutes in a degree:

 

60

 

Division:

 

60 / 432 = 7o 12'

 

Distance travelled by Venus in 6 days:

 

7o 12'

 

Geocentric position on the 1st of the month:

 

23o

 

 

 

= 30o 12'

   Hence Venus is in 0o  12'.

Step 9

   Mercury is listed in 14° Gemini but it is Stationary Retrograde. In this case, Mercury is Stationary Retrograde from May 24 to June 16. June 16th is the Stationary direct position. The day of the event is June 6th. The number of days between June 6th and June 16th is 10. The average motion of Mercury during Retrograde is 21' per day.

 

21'

 

 

 

 

 

 

 

x 10

 

 

 

 

 

 

 

= 210'

 

 

 

 

 

 

   210' converts into 3°30'

 

Geocentric position of Mercury on June 1st:

 

14o

 

Distance travelled by Retrograde Mercury:

 

3o 30'

 

 

 

= 17o  30'

   Thus we have Mercury in 17o  30' .

Step 10

   For the first day of June, 1949, the Moon is listed in 6° Leo.

  

Moon's Daily Travel:

13o

10'

78o

  

No. of Days to birth:

x 6

x 6

+ 1o

 

 

78o

60' or 1o

79o

   Thus the Moon will travel 79° from it's position on the first day of the month which is 6° . Mark off 79° from this position and we pass through  and the 79 degrees puts our sample Moon in 25° .

14o

13o

0o

0o

2o  12'

28o  30'

16o  54'

0o  12'

17o  30'

25'

   We insert the planets into our chart, and it looks like this: See Diagram III. Take your time and be sure you see how each planet is inserted. You must understand this!

Important Points to Note When Erecting a Chart

   INTERCEPTION - Occurs when one Sign is contained wholly within one House where the Sign does not appear upon either House cusp.

   It is more logical to consider the House as being intercepted than the reverse. In reality, the House is being intercepted by the intercepting Sign. 90% of astrologers are not aware of this concept, and we feel that it is very important.

   You will note in DIAGRAM IV that Pisces is intercepted in the Twelfth House, Taurus in the First, Virgo in the Sixth, and Scorpio in the Seventh. This means that there are more influences playing upon these Houses than would be possible if one Sign only occupied the whole area, such as happens in the Second House, where only Gemini has influence. In the Twelfth House, for instance, two degrees of Aquarius are exerting influence (28-30 degrees), then all 30 degrees of Pisces, plus 25 degrees of Aries. All together, we have 57 degrees of influence of three different Signs, influencing the Twelfth House. To say the least, this complicates matters, and you have to consider the three Signs plus the Planet and Aspects involved. A heavy concentration of Planet activity here indicates that this is a pressure point of the chart, and much consideration must be given to the areas affected.

COUNTER-CLOCKWISE MOTION OF THE PLANETS

   Since the Planets move in a counterclockwise motion, this motion must be inserted in order of their increasing degrees. Referring to DIAGRAM IV, although we have three planets in Libra, they are all less than 25 degrees, which is the degree of the Seventh House cusp, hence they are all placed in the Sixth House in order of increasing degrees. We also have three planets in Capricorn occupying from 10-22 degrees of the Sign, hence they are all placed in the Tenth House and not in the Ninth House. Uranus is less than 10 degrees, Cancer, hence it is placed in the Third House and not in the Fourth. The cusp degree acts as a dividing point. As you can see, this is a critical concept for delineation. A Planet in a Sign is not necessarily in the same House as the Sign, and the effect of this concept is critical for a delineation.

WHAT IS A PARALLEL?

   In order to understand the parallel, we must understand how we define the position of a Planet. We do it very much like we do a town on a map, that is to say, how far it is east or west of Greenwich, and also how far it is north or south of the equator. So we give:

  1. The Planet's position on either side of the Sun's path, is celestial longitude, being measured in the heavens and not on earth, as on an ordinary geographical map.
  2. The Planet's position north or south of the equator. This is its declination, and is comparable to the latitude lines on a map of the earth.

   When we say two planets are conjunct, we do not mean that they have really touched one another, for they are all moving along their own orbits which never meet. We mean that they are each at the same angle, or number of degrees in the zodiacal Signs. When, however, two Planets are the same angle north or south of the equator, we do not say they are conjunct, we say they are parallel. We have, therefore, when making the index of the aspects, to see if there are any parallels. For example (see chart on next page):

   Declination of all planets on July 4, 1872.

 22 N. 51

 19 N. 40

 24 N. 56

 24 N. 05

 8 N. 31

 23 N. 35

 20 N. 7

 23 N. 12

 21 S. 58

 4 N.

   All you have to do with these is to find those that are within two degrees of one another, and call them parallel. If both are north then the parallel is like a conjunction in effect. If one is south and one is north, they are similar to the opposition.

   The parallels are:

Sun

parallel

Moon

Sun

parallel

Uranus

Sun

parallel

Saturn

Sun

parallel

Mars

Sun

parallel

Venus

Sun

parallel

Mercury

Moon

parallel

Mars

Moon

parallel

Venus

Moon

parallel

Mercury

Uranus

parallel

Saturn

Uranus

parallel

Jupiter

Saturn

parallel

Jupiter

Saturn

parallel

Venus

Saturn

parallel

Mercury

Mars

parallel

Venus

Mars

parallel

Mercury

Venus

parallel

Mercury

LESSON XVII

CONCLUSION

   You now possess the knowledge to compute the mathematics of chart erection simply and efficiently. Remember that a complete comprehension of these principles is mandatory. You should always check and then re-check your calculations because the slightest mistake can reshape the entire scope of a nativity. Your calculations must be careful, so a little extra time and patience in this area can spare you the embarassing situation of erecting an incorrect chart. The importance of your precision here is obvious. A mistake can be very costly.

   The principles involved in the past two lessons are crucial to your understanding of the construction of the horoscope. You now know the basics of chart erection and are prepared to synthesize all the facts you have been studying into a complete delineation. In the next two lessons, you will study our concise method of chart delineation. The process of your development has been very carefully designed to make these closing lessons as rewarding and fulfilling as possible. You will now reap the benefits of your hard work and perseverence.


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