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Mandalora |
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Pheasant, duck |
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“Ancient mathematical
philosophers did not consider one and two to be numbers themselves since
their representations – point and line – are not actual. A point has no
dimension and a line just one dimension… But an ongoing interplay
beginning with a point and line is all that’s required to construct the
world’s geometric patterns. Thus, the Monad and Dyad were considered by
the ancients to be not numbers but the parents of numbers. Their mating,
the fusion of the principles of one and two, point and line, unity and
difference gives birth to all subsequent archetypal principles revealed as
numbers, symbolized by numerals, and seen as shapes in nature. The Dyad,
then, is the doorway between the One and the Many… This is the geometric
lesson of the two linked circles, symbol of the Dyad. The almond-shaped
zone of interpenetration between the circles has attracted the attention
of geometers, artists, architects and mythmakers through history… It’s
called a mandorla (“almond”) in India.” |
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Photo: Mark Miskill |
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