In plate 8, _A_, is figured the Initial Series from Stela 6 at Copan.[135]
The introducing glyph occupies the space of four glyph-blocks, A1-B2, and
there follows in A3-B4a the Initial-series number 9.12.10.0.0. The cycle
glyph in A3 is partially effaced; the clasped hand, however, the
determining characteristic of the cycle head, may still be distinguished.
The katun head in B3 is also unmistakable, as it has the same superfix as
in the normal form for the katun. At first sight the student might read the
bar and dot coefficient as 14, but the two middle crescents are purely
decorative and have no numerical value, and the numeral recorded here is 12
(see pp. 88-91). Although the tun and uinal period glyphs in A4a and
A4b,[136] respectively, are effaced, their coefficients may be
distinguished as 10 and 0, respectively. In such a case the student is
perfectly justified in assuming that the tun and uinal signs originally
stood here. In B4a the kin period glyph is expressed by its normal form and
the kin coefficient by a head-variant numeral, the clasped hand of which
indicates that it stands for 0 (see fig. 53, _s-w_).[137] The number here
recorded is 9.12.10.0.0.
[Illustration: GLYPHS REPRESENTING INITIAL SERIES, SHOWING USE OF BAR
AND DOT NUMERALS AND HEAD-VARIANT PERIOD GLYPHS]
{171}
Reducing this to units of the 1st order by means of Table XIII, we have:
A3 = 9 × 144,000 = 1,296,000
B3 = 12 × 7,200 = 86,400
A4a = 10 × 360 = 3,600
A4b = 0 × 20 = 0
B4a = 0 × 1 = 0
---------
1,386,000
Public-domain text, read in full here on John Shaqi.
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