896 NUMERAL SYSTEMS [ETH. ANN.19 
enabling us to see whether there are any contractions of the terms for 
11 to 19 as given above. 
40 cayinak=2 men or 2 20. 
From this the w/nak for 20 is replaced by gal, which is really the 
proper term in Quiche for the number 20, and corresponds with the 
kal (20) of the Maya dialect. 
41 hun-r-oxqal=1 on the third score, or third 20. 
42 cab-r-oxqal=2 on the third score, or third 20. 
48 oxib-roxal=3 on the third score, or third 20. 
This continues to 59 by prefixing the numbers 4-19 to vorqgal. The 
latter term is composed of the possessive 77 sincopated to 7, and ox-qgal, 
3x20. The counting, therefore, is precisely as in the Maya dialect; 
that is to say, from 21 to 39 the minor additions (1-19) are made to the 
first score, or 20, but from 41 to 59 they are counted as so many on 
the following or third score. This method is followed, as will be seen, 
up to 399. 
60 ox-qal=3 20. 
61 hun-ri-humuch=1 on the fourth score. 
62. eab-ri-humuch=2 on the fourth score. 
63 ox-ri-humuch =3 on the fourth score 
80 humuch. 
The name /wnuch is composed of han, 1, and much, a measure 
of quantity, a little mass or pile comprising 4 qal of cacao nuts. 
81 hun-r-oqal=1 on the fifth score. 
82 cab-roqal=2 on the fifth score. 
83 oxib-roqal=3 on the fifth score. 
So to 99. 
100 o-qal=5 20. 
101 =hu-ri-vakqal=1 on the sixth score. 
102. cab-ri-vakqal=2 on the sixth score. 
103 oxib-ri-vakqal=3 on the sixth score. 
So to 119. 
120 vak-qal=6 x 20. 
121 hun-ri-yukqal=1 on the seventh score. 
122 cab-ri-vukqal—2 on the seventh score. 
123 oxib-ri-vukqal=3 on the seventh score. 
So to 189, 
140) vuk-qal=7 20. 
141 hun-ri-vahxakqal=1 on the eighth score. 
142 cab-ri-vahxakqal=2 on the eighth score. 
143 oxib-ri-vahxakqal=3 on the eighth score. 
160 yahxak-qal=8x 20. 
161 hun-ri-belehgqal=1 on the ninth score. 
So to 179. 
180 beleh-qal=9 20. ‘ 
181 hun-r-otuk=1 on the tenth score, or literally 1 on the fifth 40. 
So to 199. 
