MEXICAN MONTHS YUCATESE AND CHIAPAN CYCLE. 175 



YUCATAN CYCLE OF 52 YEARS. 





1 <Zt \Tf*t) T* 

 lo L y Cell . 



1 At n irP53 r 

 i.'xlli V Cell . 



& % ill y cell • 



*±\JvLL y Cell • 





1 



Khan 



TVTiilnr 



It J. Kl\ KA\s 



Hix 





The Chiapan Cycle is also 



2 



Muluc 



Hix 



Ca-uac 



Khan 



3 



Hix 



Ca-uac 



Khan 



Muluc 



similar, substituting for the 



4 



Ca-uac 



Khan 



Muluo 



Hix 



5 



Khan 



Muluc 



Hix 



Ca-uac 



names Khan, Muluc, Hix, 



6 



Muluc 



Hix 



Ca-uac 



Khan 





7 



Hix 



Ca-uac 



Khan 



Muluc 



Ca-uac, those of Votan, 



8 



Ca-uac 



Khan 



Muluc 



Hix 





9 



Kahn 



Muluc 



Hix 



Ca-uac 



Lembat, Be-en, Chinax. 



10 



Muluc 



Hix 



Ca-uac 



Khan 





11 



Hix 



Ca-uac 



Khan 



Muluc 





12 



Ca-uac 



Khan 



Muluc 



Hix 





13 



Kahn 



Muluc 



Hix 



Ca-uac 





"But there was an essential difference respecting the series of 

 the names and numerical characters of the days, as will appear by 

 the following table, which shows the termination of the first year of 

 the cycle, and the beginning of the next ensuing years. 



Year 1 Khan 

 1st of the Cycle 



Year 2 Muluc 

 2d of the Cycle 



Year 3 Hix 

 3d of the Cycle 



Year 4 Ca-uac 

 4th of the Cycle 



Year 5 Khan 

 5th of the Cycle 



1st day of the year 

 1st supplementary day 

 2d do. 

 3d do. 

 4th do. 

 5th do. 



1st day of the year 

 1st supplementary day 

 Last do. 



1st day of the year 

 1st supplementary day 

 Last do. 



1st day of the year 

 1st supplementary day 

 Last do. 



1st day of the year 

 1st supplementary day 

 Last do. 



1 Khan 



10 do. 



11 Chiccan 



12 Kimi 



13 Manic 



1 Lamat 



2 Muluc 



11 Muluc 



2 Be-en 



3 Hix 



12 do. 



3 Edznab 



4 Ca-uac 



13 do. 



4 Akbal 



5 Khan 

 1 do. 



5 Lamat 



"Don J. P. Perez positively states, that the fundamental rule is 

 never to interrupt either of the series of names or of days. Thus, 

 inasmuch as the last supplementary day of the first year of the cycle 

 (1 Khan) is 1 Lamat; and as, in the order of the days of the month, 



