What do the planets say?
The conjunction is common to all of these and is when one planet is very close to another or 0° apart. It is included in the discussion of each of the different division types for completeness. We allow a certain margin around the exact degree of an aspect, called an orb, which we'll discuss later.
Dividing the circle into five equal parts (Figure 1) gives us segments of 72° and we consider three aspects here (Table 1).
Figure 1. Division of a circle into five equal parts.
Name | Symbol | Angle of Separation | Notes |
---|---|---|---|
Conjunction | 0° | Can be positive of negative depending on the planet involved | |
Quintile | 72° | Chaotic and unpredictable | |
Biquintile | 144° | Chaotic and unpredictable |
Dividing the circle into seven equal parts (Figure 2) gives us segments of 51.429° and we consider four aspects here (Table 2).
Figure 2. Division of a circle into seven equal parts.
Name | Symbol | Angle of Separation | Notes |
Conjunction | 0° | Can be positive of negative depending on the planet involved | |
Zodiac7one (septile) | S | 51.429° | Neutral; depends on the planets involved |
Zodiac7two (biseptile) | S2 | 102.857° | Neutral; depends on the planets involved |
Zodiac7three (triseptile) | S3 | 154.286° | Neutral; depends on the planets involved |
Dividing the circle into twelve equal parts (Figure 2) gives us segments of 30° and we consider seven aspects here (Table 3). This is the most familiar and common way of division and gives us the twelve signs of the Zodiac and the houses.
Figure 3. Division of a circle into twelve equal parts.
Name | Symbol | Angle of Separation | Notes |
Conjunction | 0° | Can be positive or negative depending on the planet involved | |
Semi-sextile | 30° | Helpful | |
Sextile | 60° | Helpful | |
Square | 90° | Turbulent and difficult | |
Trine | 120° | Enhancement; very helpful | |
Quincunx | 150° | Complicated; negative for Saturnian-type planets, can also be too powerful and difficult to handle for other planets if too close to exact | |
Opposition | 180° | Turbulent and difficult |
Let's first look at the aspect in the declinations/latitudes before looking at some examples.
This movement is most familiar to us as the Sun's apparent position changes during the year creating the seasons. When the Sun is at its most northerly it is summer in the Northern hemisphere and winter in the Southern, and vice versa when the Sun is at its most southerly position. These extreme positions represent the solstices which occur in June and December. The equinoxes are when the Sun crosses the Equator in March and September.
The Sun never moves greater than 23.44° North or South, but some of the other planets do (e.g. Mercury).
When two planets are the same declinations (e.g. both 10° North) then we say that they are in parallel to each other. When they are on opposite sides (e.g. one is 10° North and the other 10° South) then they are contra-parallel.
These are the two aspects that occur in the declinations. In the latitudes the same aspects are called parallel and contra-latitude.
Figure 4. Graph of the declinations of the Sun over one year. Negative values are when the Sun is South of the Equator, and positive values are when it is North.
Tight aspects occur when two planets are very close to being exactly in aspect to one another and these aspects are considered to be very powerful.
When we are considering multi-planet symmetrical patterns or synchronisations, we allow a 4° orb of one aspect in the longitudes.
The Magi Society's software indicates the different planets with different coloured lines. Let's look at examples of each type of aspect as seen in this software.
Figure 5. Conjunction (0°) between Venus and Jupiter .
Figure 6. Quintile (72°) between the Sun and Pluto .
Figure 7. Biquintile (144°) between Mars and Pluto .
Figure 8. Zodiac7one (51.429°), or septile, between Neptune and Pluto .
Figure 9. Zociac7two (102.857°), or bi-septile, between the Moon and Pluto .
Figure 10. Zodiac7three (154.286°), or tri-septile, between Mars and Pluto .
Figure 11. Semi-sextile (30°) between Uranus and Neptune .
Figure 12. Sextile (60°) between Ceres and Chiron .
Figure 13. Square (90°) between Saturn and Pluto .
Figure 14. Trine (120°) between Venus and Neptune .
Figure 15. Quincunx (150°) between Venus and Uranus .
Figure 16. Opposition (180°) between Vesta and Jupiter .
Figure 17. A typical geocentric chart showing the aspects between the planets when the circle of the longitudes is divided by 12.
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