Wheel divided into 9 equal parts

The Triangles

Let’s look at the Numbers, the geometries, the numerology, and patterns.

In the above diagram, there are 3 overlapping triangles within a circle; one red, one teal and one blue.  The circle is divided into 9 equal parts, and all of the triangles are equilateral.  The points on the circle are numbered clockwise, 1 through 9.

Now, starting with the blue triangle at the top (1) and going counterclockwise, we follow the lines and the numbers are 1 – 7 – 4 (174).  Moving to the next point clockwise on the blue triangle (4) and going counterclockwise we get the numbers 4 – 1  – 7 (417).  Moving to the last point on the blue triangle (7), and going counterclockwise we get the numbers 7 – 4 – 1 (741).

Moving clockwise, we then move to the teal triangle and again going counterclockwise we get the numbers 2 – 8 – 5 (285). Moving to the next point on the teal triangle (5) and going counterclockwise we get the numbers 5 – 2- 8 (528).  Moving to the last point on the teal triangle (8), and going counterclockwise we get the numbers 8 – 5 – 2 (852).

We then continue moving clockwise and we use the red triangle and again going counterclockwise, we get the numbers 3 – 9 – 6 (396). Moving to the next point clockwise on the red triangle (6) and going counterclockwise we get the numbers 6 – 3 – 9 (639).  Moving to the last point on the red triangle (9), and going counterclockwise we get the numbers 9 – 6 – 3 (963).

As you can see, there are 3 sets of triad numbers 174, 417, 741; 285, 528, 852; and 396,639, 963.

Doing the same process but going clockwise you get the reverse Puleo numbers.

Blue triangle :147, 471, 714; Teal triangle: 258, 582, 825; and for the red triangle: 369, 693, 936.

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