In concluding the presentation of these three numbers the writer may
express the opinion that a careful study of the period glyphs in figures
58-60 will lead to the following conclusions: (1) That the six periods
recorded in the first, the seven in the second, and the eight or nine in
the third, all belong to the same series in each case; and (2) that
throughout the six terms of the first, the seven of the second, and the
eight of the third, the series in each case conforms strictly to the
vigesimal system of numeration given in Table VIII.
As mentioned on page 116 (footnote 2), in this method of recording the
higher numbers the kin sign may sometimes be omitted without affecting the
numerical value of the series wherein the omission occurs. In such cases
the coefficient of the kin sign is usually prefixed to the uinal sign, the
coefficient of the uinal itself standing above the uinal sign. In figure
58, for example, the uinal and the kin coefficients are both 0. In this
case, however, the 0 on the left of the uinal sign is to be understood as
belonging to the kin sign, which is omitted, while the 0 above the uinal
sign is the uinal's own coefficient 0. Again in figure 59, the kin sign is
omitted and the kin coefficient 1 is prefixed to the uinal sign, while the
uinal's own coefficient 12 stands above the uinal sign. Similarly, the 12
uinals and 17 kins recorded in figure 56, _d_, might as well have been
written as in _o_ of the same figure, that is, with the kin sign omitted
and its coefficient 17 prefixed to the uinal sign, while the uinal's own
coefficient 12 appears above. Or again, the 9 uinals and 18 kins recorded
in _f_ also might have been written as in _p_, that is, with the kin sign
omitted and the kin coefficient 18 prefixed to the uinal sign while the
uinal's own coefficient 9 appears above.
Public-domain text, read in full here on John Shaqi.
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