Numbers in Lowland Oaxaca Chontal

Huamelultec or Huamelula Chontal

Vigesimal Hokan > Tequistlatecan > Chontal Latin
about 1,100
Speakers
28
Number list
1
Regions
Oaxaca, Mexico

Numbers in Lowland Oaxaca Chontal follow a vigesimal (base-20) system, characteristic of many Mesoamerican languages. Spoken by approximately 1,100 people along the coastal region of Oaxaca, Mexico, this language features unique counting patterns that combine base-20 and additive structures. Its counting system is distinct, especially in how it constructs numbers like 35 or 78. The language’s rich cultural heritage influences its numerical expressions, making the numbers in Lowland Oaxaca Chontal both fascinating and complex. Understanding this system offers insight into the linguistic diversity of the region and the cognitive strategies of its speakers.

Number system

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Vigesimal
Vigesimal (base-20)

Lowland Oaxaca Chontal uses a vigesimal system, where 20 is a key multiplier. Numbers 1-9 are unique words: ñulyi (1), ukwe’ (2), fane’ (3), malpu’ (4), mague’ (5), k’anchux (6), kote’ (7), malfa’ (8), penla’ (9). Tens are formed by combining these with the word for ten, mbama’, for example, 10 is mbama’, 20 is ñuxans, and 30 is fane’ jmbama’ (3*10). For 40, ukwej ñuxans’ (2*20), and for 50, maguej mbama’ (5*10). Numbers like 42 are formed by combining 40 and 2: ñuxans’ ukwe’. For 78, it’s fanej ñuxans mbamaj (3*20 + 10 + 20). Hundreds are expressed as maxñu, with 100 being maxñu. Compound numbers are built by adding units after the tens, either separated by a space or combined, e.g., mague’ mbamajukwe (52).

Number list (28)

1 ñulyi
2 ukwe’
3 fane’
4 malpu’
5 mague’
6 k’anchux
7 kote’
8 malfa’
9 penla’
10 mbama’
11 mbamaj ñulyi
12 mbamaj ukwe’
13 mbamaj fane’
14 mbamaj malpu’
15 mbamaj mague’
16 mbamaj k’anchux
17 mbamaj kote’
18 mbamaj malfa’
19 mbamaj penla’
20 ñuxans
30 fane’ jmbama’
40 ukwej ñuxans’
50 maguej mbama’
60 fanej ñuxans’
70 fanej ñuxans mbamaj
80 malpuj ñuxans
90 malpuj ñuxans mbama
100 maxñu

Counting rules

1

Number 1-9 formation

Numbers from one to nine are unique words: ñulyi (1), ukwe’ (2), fane’ (3), malpu’ (4), mague’ (5), k’anchux (6), kote’ (7), malfa’ (8), penla’ (9). For example, 3 is fane’, and 7 is kote’. These words are used directly in compound numbers.

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Formation of tens

Tens are based on a vigesimal system. 10 is mbama’, 20 is ñuxans, 30 is fane’ jmbama’ (3*10), 40 is ukwej ñuxans’ (2*20), 50 is maguej mbama’ (5*10), 60 is fanej ñuxans’ (3*20), 70 is fanej ñuxans mbamaj (3*20+10), 80 is malpuj ñuxans (4*20), and 90 is malpuj ñuxans mbama (4*20+10). For example, 35 is fane’ mbamajmague (3*10 + 5).

3

Formation of compound numbers

Numbers between tens are formed by combining the tens and units. For example, 22 is ñuxans’ ukwe’ (20 + 2), and 54 is mague’ mbamaj malpu (5*10 + 4). Sometimes, the words are combined without a connector, like fane’ mbamajmague (35).

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Hundreds

The word for hundred is maxñu. 100 is maxñu, and larger numbers are formed by multiplying maxñu with other numbers, e.g., 200 is maxñu mbama’ (2*100).

Unique features

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The use of vigesimal (base-20) system is evident in numbers like 30 (fane’ jmbama’), 40 (ukwej ñuxans’), and 70 (fanej ñuxans mbamaj).

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Compound numbers like 54 (mague’ mbamaj malpu) demonstrate additive formation within the vigesimal framework.

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The pattern for 70 (fanej ñuxans mbamaj) combines a multiple of 20 with an additional 10, showing a layered structure.

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Large numbers are built by multiplying maxñu (hundred) with smaller numbers, e.g., 200 (maxñu mbama’).

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The language occasionally borrows or adapts terms, but the core counting system remains indigenous and unique.

Cultural context

Lowland Oaxaca Chontal is spoken by approximately 1,100 people along the coastal regions of Oaxaca, Mexico. The community maintains a rich cultural heritage, with traditional practices, crafts, and oral storytelling. Numbers play a vital role in daily life, especially in trade, rituals, and storytelling. Certain numbers, like 13 or 21, may hold cultural significance, although specific taboos are not well documented. The counting system reflects their worldview, emphasizing a vigesimal structure common in Mesoamerican cultures. Traditional markets and ceremonies often incorporate these numbers, reinforcing their cultural importance. The language’s numerical system is a testament to their historical and linguistic resilience.

Fun facts

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Fact 1: The number 35 is called fane’ mbamajmague, combining 3 (fane’), 10 (mbama’), and 5 (mague’), illustrating layered vigesimal addition.

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Fact 2: Unlike decimal systems, Lowland Oaxaca Chontal’s use of base-20 aligns it with other Mesoamerican languages like Nahuatl.

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Fact 3: The word for 100, maxñu, is unique and not derived from the smaller numbers, indicating a special linguistic term for large quantities.

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Fact 4: Historically, the vigesimal system helped in counting large quantities for trade and agriculture, evident in their language structure.

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Fact 5: The language can express numbers up to 90 with a consistent pattern, but data for numbers beyond 100 remains limited, highlighting ongoing linguistic research needs.

Frequently asked questions

How do you count to 10 in Lowland Oaxaca Chontal?

1 is ñulyi, 2 is ukwe’, 3 is fane’, 4 is malpu’, 5 is mague’, 6 is k’anchux, 7 is kote’, 8 is malfa’, 9 is penla’, 10 is mbama’.

What number base does Lowland Oaxaca Chontal use?

It uses a vigesimal (base-20) system, as seen in 20 (ñuxans), 30 (fane’ jmbama’), and 40 (ukwej ñuxans’).

How do you say 42 in Lowland Oaxaca Chontal?

42 is ñuxans’ ukwe’, combining 40 (ukwej ñuxans’) and 2 (ukwe’).

How do you say 100 in Lowland Oaxaca Chontal?

100 is maxñu, and larger numbers like 200 are expressed as maxñu mbama’ (2*100).

How many people speak Lowland Oaxaca Chontal?

Approximately 1,100 speakers live in the coastal region of Oaxaca, Mexico.

Is Lowland Oaxaca Chontal related to other languages?

Yes, it belongs to the Hokan language family, specifically the Tequistlatecan branch.

What makes Lowland Oaxaca Chontal counting unique?

Its vigesimal system and layered compound formations, such as 78 (fanej ñuxans mbamaj), distinguish it from many other language counting systems.

Numbers in other languages