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Comparative Linguidtic of Ancient Egyptian Hieroglyphs with Tunica
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Let us explore this possible flexibility a little more. There appears to be a natural axis running through the pointer, as may be observed in the following illustration:

The Axis of the Pointer

As shown, the pointer may be subdivided into ten units on either side of the axis, whereby a keen mind could use it either rightside up, or upside down. In other words, conceptually numbers 1-10 on the pointer could be considered to be numbers 10-20 in terms of a calculating instrument. The manner in which the pointer might be conceivably be divided becomes limited only by the user's imagination. Sets of three numbers could be conceived on the arms of the Ollins (2, 3, 4; 8 ,9 , 10; 12, 13, 14; and 18, 19, 20); numbers 1, 6, 11, 16 could mark off the four cardinal points, or the four years. The alternatives are infinite.

Aside, then, from the obvious design within the pointer that corresponds to the 1-20 unit system, one can also observe how the day-glyph ring was itself designed for multiple calculations. For example, although this ring has become known as the day-glyph ring, in fact, other time cycles are identified by its glyphs. The most obvious example is that of the four years as identified by some authors:

The Four Years

Again, the pointer, conceptually speaking, can also show us which are the first and last days of each year glyph.

The Pointer and the Year Glyphs

Continue Part: VI

The Pointer of the Aztec Calendar
Part: V

1995-2016 Copyrighted by Charles William Johnson. All Rights Reserved
Reproduction prohibited without written consent of the author.

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