In the first above mentioned publication, called THE SCIENCE OF TRIANGLES, the theme of this science was considered from a variety of perspectives ranging between the ultimate universe and the etheric centres in relation with the etheric body of the individual human being. A prime intention was and is to “show” in a symbolical way the countless relationships between the micro-cosmos called “the human being” and the macro-cosmos of the infinite universe. One conclusion may well be accepted as a serious hypothesis that each human being is an immortal spiritual being, literally “a Son of God”. His future is timeless and endless. This concept places our present business with planet Earth in a deeper and hopefully meaningful perspective.
This second part as an INDEX is closely integrated in this theme on triangles, it has been decided to present it in a separate document. The reason is that this index is in essence according to the published books part of all the triangles that were given by the Tibetan Master Djwhal Khul in the 24 books.
This index, embracing about 550 relationships - as the Science of Triangles is basically the Science of Relationships - has been synthesized into a number of mutually interacting and/or interlocked dynamic relationships. Again, these relationships are based on:
1. Cosmic triangles;
2. Zodiacal triangles;
3. Solar systemic triangles including the planets involved;
4. Planetary triangles of the Earth;
5. Human individual triangles, as for the groups-dynamic and for humanity as a whole
It might be noted here that there are many pairs of triangles representing a subjective and an objective triangle. For instance, the six-pointed stars are of interest here, because basically every six-pointed star is composed of two interlaced triangles; usually a “higher” and a “lower” one. The higher triangle usually is a direct effect of some divine or spiritual purpose or intention, for which the lower triangle is the instrument of manifestation of that purpose or intent. Besides that, we have many other types of relationships in geometrical patterns.
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