Searching Rudolf Steiner Lectures by Location (Munich) Matches
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Query was: pentagon
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 Title: Lecture: Wonders of the World: Lecture 3
Matching lines:
 pentagram there is an upsidedown pentagon. I will fill it in
 pentagon. These I am shading with horizontal lines. Thus the
 pentagram has been reduced to a central pentagon with its point
 pentagon with the size of the sum of the five triangles, you can say,
 ‘as the size of this pentagon is to the size of the sum of the
 body as the area of the pentagon in the pentagram is to the sum of
 Now I will draw a pentagon with the point upwards, by circumscribing
 which complete the figure, but the whole pentagon, including the area
 shaded vertically. Now consider this vertically shaded pentagon
 this small downwardpointing pentagon to the area of this vertically
 shaded upwardpointing pentagon, so is the strength of the forces of
 upwardpointing pentagon comprises all the astral forces in man,
 the upwardpointed pentagon, to the sum of the areas of the
 horizontallyshaded triangles, to the small downwardpointed pentagon
 pentagon), to the forces of the ether body (represented by the sum of
 the horizontally shaded triangles around the small pentagon), to the
 forces of the physical body (represented by the area of the pentagon
 pointing pentagon, and because it is somewhat smaller than the circle
 to which the impression of the pentagon is weaker than the impression
 the five horizontally shaded triangles (without the middle pentagon)
 Maximum number of matches per file exceeded.
 Title: Esoteric Lessons Part II: Muenchen, 82611
Matching lines:
 World, 820'11). They don't go into this pentagon but
 Title: Lecture: Wonders of the World: Lecture 3
Matching lines:
 pentagram there is an upsidedown pentagon. I will fill it in
 pentagon. These I am shading with horizontal lines. Thus the
 pentagram has been reduced to a central pentagon with its point
 pentagon with the size of the sum of the five triangles, you can say,
 ‘as the size of this pentagon is to the size of the sum of the
 body as the area of the pentagon in the pentagram is to the sum of
 Now I will draw a pentagon with the point upwards, by circumscribing
 which complete the figure, but the whole pentagon, including the area
 shaded vertically. Now consider this vertically shaded pentagon
 this small downwardpointing pentagon to the area of this vertically
 shaded upwardpointing pentagon, so is the strength of the forces of
 upwardpointing pentagon comprises all the astral forces in man,
 the upwardpointed pentagon, to the sum of the areas of the
 horizontallyshaded triangles, to the small downwardpointed pentagon
 pentagon), to the forces of the ether body (represented by the sum of
 the horizontally shaded triangles around the small pentagon), to the
 forces of the physical body (represented by the area of the pentagon
 pointing pentagon, and because it is somewhat smaller than the circle
 to which the impression of the pentagon is weaker than the impression
 the five horizontally shaded triangles (without the middle pentagon)
 Maximum number of matches per file exceeded.
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