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The Mayans, the culture of which had its classical period from 300 until around 800 CE, developed two calendars used simultaneously. There was a religious calendar, called Tzolkin, with a "year" of 260 days. The civil calendar, named Haab, had a solar year of 365 days. There were no leap years. The "years" of the Haab weren't counted as weren't those of the Tzolkin. Unfortunately, many artifacts of the Mayan culture have been destroyed by Spanish conquerers and Catholic missionaries by burning Mayan codices systematically, especially under the rule of bishop Diego de Landa (r. 1558 to 1579).
A cycle of 260 days was used by different peoples besides the Mayans - Zapotecs, Olmecs, Aztecs, and Toltecs - in around 500 BCE already. The Long Count was developed probably by the Olmecs in the first century BCE.
This religious calendar was based on two cycles with lengths of 20 and 13 days respectively. The days of the 20 day cycle had a fixed sequence and were given names, as the following table shows.
| No. | Name | ||
|---|---|---|---|
| 1 | Imix | ||
| 2 | Ik | ||
| 3 | Akbal | ||
| 4 | Kan | ||
| 5 | Chicchan | ||
| 6 | Cimi | ||
| 7 | Manik | ||
| 8 | Lamat | ||
| 9 | Muluc | ||
| 10 | Oc | ||
| 11 | Chuen | ||
| 12 | Eb | ||
| 13 | Ben | ||
| 14 | Ix | ||
| 15 | Men | ||
| 16 | Cib | ||
| 17 | Caban | ||
| 18 | Eznab | ||
| 19 | Cauac | ||
| 20 | Ahau |
Within the 13 day cycle, the days were numbered from 1 to 13. A day was designated by its number within the 13 day cycle followed by the name the day bore within the 20 day cycle. The lowest common multiple of 13 and 20 is 260, which is the length of a Tzolkin "year". With the system described, any of these 260 days had a unique designation. Interestingly, both cycles were increased every day, which made day 1 Imix be followed by day 2 Ik. The day after 13 Ben was 1 Ix. The designations of the first 25 days of a Tzolkin "year" are shown in the table below.
| No. | Name | ||
|---|---|---|---|
| 1 | Imix | ||
| 2 | Ik | ||
| 3 | Akbal | ||
| 4 | Kan | ||
| 5 | Chicchan | ||
| 6 | Cimi | ||
| 7 | Manik | ||
| 8 | Lamat | ||
| 9 | Muluc | ||
| 10 | Oc | ||
| 11 | Chuen | ||
| 12 | Eb | ||
| 13 | Ben | ||
| 1 | Ix | ||
| 2 | Men | ||
| 3 | Cib | ||
| 4 | Caban | ||
| 5 | Eznab | ||
| 6 | Cauac | ||
| 7 | Ahau | ||
| 8 | Imix | ||
| 9 | Ik | ||
| 10 | Akbal | ||
| 11 | Kan | ||
| 12 | Chicchan |
The civil year of the Haab calendar had a length of 365 days, divided into 18 months(1) of 20 days each. The 18th month was followed by five additional days, called Uayeb, which were considered to be an unlucky period. For the names and sequence of the "months" see the following table.
| No. | Name | ||
|---|---|---|---|
| 1 | Pop | ||
| 2 | Uo | ||
| 3 | Zip | ||
| 4 | Zotz | ||
| 5 | Tzec | ||
| 6 | Xul | ||
| 7 | Yaxkin | ||
| 8 | Mol | ||
| 9 | Chen | ||
| 10 | Yax | ||
| 11 | Zac | ||
| 12 | Ceh | ||
| 13 | Mac | ||
| 14 | Kankin | ||
| 15 | Muan | ||
| 16 | Pax | ||
| 17 | Kayab | ||
| 18 | Cumku | ||
| 19 | Uayeb |
Amazingly, the days within the months were numbered from 0 to 19 (instead of 1 to 20). At the same time, when Europeans did their calculations with abacuses and wrote them down with Roman numbers, Mayan scientists were about to discover the digit zero. A Haab date consisted of the number of the day within the current month and the name of that month, e. g. 7 Kankin described the eighth (!) day of the month Kankin.
To write down a date completely, Mayans gave the Tzolkin date as well as the Haab date of a day, which made every day within 52 Haab years have a unique designation(2).
As the years weren't counted, Mayans used a third calendar for chronological purposes. This system, similar to the Julian day number, gives evidence of how far Mayan culture and science had developed.
The basic unit of this so called Long Count was the day, called Kin. 20 Kin constituted a "month" named Uinal. A "year" (Tun) consisted of 18 Uinal with a total length of 360 days. There were another six time units the lengths and names of which can be seen in the table:-
| unit | length measured in ... | |||||
|---|---|---|---|---|---|---|
| days | Haab | trop. years | ||||
| Kin | 1 | |||||
| Uinal | = 20 Kin | 20 | ||||
| Tun | = 18 Uinal | 360 | 1 | |||
| Katun | = 20 Tun | 7200 | 20 | 19,7 | ||
| Baktun | = 20 Katun | 144000 | 400 | 394,3 | ||
| Pictun | = 20 Baktun | 2880000 | 8000 | 7885,2 | ||
| Calabtun | = 20 Pictun | 57600000 | 160000 | 157704 | ||
| Kinchiltun | = 20 Calabtun | 1152000000 | 3200000 | 3154072 | ||
| Alautun | = 20 Kinchiltun | 23040000000 | 64000000 | 63081431 | ||
Days were counted beginning from a certain event, and written using the units mentioned. Thus a date could have been 7 Baktun 17 Katun 18 Tun 13 Uinal 1 Kin, shortly written as 7.17.18.13.1. The beginning of the counting is widely believed to be 6 September 3114 BCE, but there are different dates, too.
Remarks
1
Although the length of these months had nothing to do with the lunar months or their
approximations in other calendars the term "month" is used here.
2
The lowest common multiple of the cycle lengths (365 days and
260 days) is 18980 days, or 52 Haab years, or 73 Tzolkin years.
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