Immediately below the date which stands under the Initial-series number we
are considering, 8.16.15.16.1, is another number consisting of 1 tun, 4
uinals, and 16 kins (1.4.16). It is not improbable that this is a
Secondary-series number connected in some way with our Initial Series. The
red circle surmounted by a knot which surrounds the 16 kins of this
Secondary-series number (1.4.16) indicates that the whole number is to be
counted _backward_ from some date. Ordinarily, the first Secondary Series
in a text is to be counted from the terminal date of the Initial Series,
which we have found by calculation (if not by record) to be 4 Imix 9 Mol in
this case. Assuming that this is the case here, we might count 1.4.16
_backward_ from the date 4 Imix 9 Mol.
Performing all the operations indicated in such cases, the terminal date
reached will be found to be 3 Chicchan 18 Zip; this is very close to the
date which is actually recorded just above the Secondary-series number and
just below the Initial-series number. The date here recorded is 3 Chicchan
13 Zip, and it is not improbable that the {270} ancient scribe intended to
write instead 3 Chicchan 18 Zip, the date indicated by the calculations. We
probably have here:
8.16.15.16. 1 (4 Imix 9 Mol)
1. 4.16 Backward
8.16.14.11. 5 3 Chicchan 18[252] Zip
In these calculations the terminal date of the Initial Series, 4 Imix 9
Mol, is suppressed, and the only date given is 3 Chicchan 18 Zip, the
terminal date of the Secondary Series.
Another Initial Series of this same kind, one in which the terminal date is
not recorded, is shown just to the right of the preceding in plate 32. The
Initial-series number 8.16.14.15.4 there recorded reduces to units of the
first order as follows:
8 × 144,000 = 1,152,000
16 × 7,200 = 115,200
14 × 360 = 5,040
15 × 20 = 300
4 × 1 = 4
----------
1,272,544
Public-domain text, read in full here on John Shaqi.
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