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| | gnomon |
 | | The Pythagoreans treated "gnomon" as a unit or building-block of a pattern; thus, the odd number is a gnomon of a triangular number pattern. |
 | | Using gnomon as a "building-block" of numbers, Pythagoras-L developed the geometric theory of numbers, giving us such labels as "squares" for 4, 9, 16, 25, etc., and "cubes" for 8, 27, 64, 125, etc., because he created these numbers as 2-D squares of dots or 3-D squares of dots. |
 | | An important hiconek of gnomonics is found in the science of crystallography, which explains beautiful jewelry, the molecular structure of pharmaceuticals and other chemical achievements, the creation of synthetic insulin, and the transistor. |
| members.fortunecity.com /jonhays/gnomon.htm (701 words) |
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