Numbers in Wardwesân
Numbers in Wardwesân follow a complex yet logical system rooted in a mixed base structure, primarily decimal and vigesimal elements. Spoken by the fictional Ward people in the kingdom of Aghâr during the early centuries after Zaragabal, it is a constructed language with a rich grammatical framework. The language's counting system is unique, combining specific patterns for units, tens, hundreds, and thousands. With approximately unknown speakers, it is primarily studied through Frédéric Werst's detailed work. The numbers in Wardwesân reveal a fascinating blend of base-10 and base-20 features, making it a compelling subject for linguists and enthusiasts interested in constructed languages and ancient counting systems.
Number system
Wardwesân's counting system combines decimal and vigesimal elements. Digits 1-9 are unique words: ke (1), wer (2), yām (3), ber (4), akān (5), gen (6), awan (7), zena (8), dara (9). Numbers 11-19 are formed by prefixing beth (10) with the digit root: kebeth (11), werabeth (12), yabeth (13), berabeth (14), akabeth (15), genabeth (16), awabeth (17), zenabeth (18), darabeth (19). Tens are formed by prefixing bēs with the root digit: beth (10), yabēs (30), berbēs (40), akbēs (50), genbēs (60), awabēs (70), zenabēs (80), dabarbēs (90). Compound numbers like 21 are built by placing the ten first, then the unit: kapht ke (21), yabēs wer (32). Hundreds are formed by prefixing ewān (100) with the digit root: ewān (100), werewān (200), yamewān (300). For 311, it's yamewān ek kebeth, combining 300 + 11. Thousands are built similarly: thān (1,000), kaphwān (2,000), yathān (3,000). Larger numbers follow this pattern, with 10,000 as bethān, and 1 million as tathān.
Number list (29)
Counting rules
Units (1-9)
Digits from one to nine are represented by specific words: ke (1), wer (2), yām (3), ber (4), akān (5), gen (6), awan (7), zena (8), dara (9). For example, 3 is yām, 7 is awan, and 9 is dara.
Numbers 11-19
Numbers from eleven to nineteen are formed by prefixing beth (10) with the root of the digit: kebeth (11), werabeth (12), yabeth (13), berabeth (14), akabeth (15), genabeth (16), awabeth (17), zenabeth (18), darabeth (19). For example, 14 is berabeth.
Tens (20, 30, 40, 50, 60, 70, 80, 90)
Tens are formed by prefixing bēs with the root digit, except for ten and twenty. For example, 30 is yabēs, 40 is berbēs, 50 is akbēs, 60 is genbēs, 70 is awabēs, 80 is zenabēs, and 90 is dabarbēs.
Compound numbers
Numbers like 21 or 32 are formed by placing the ten first, then the unit, separated by a space. For example, 21 is kapht ke (20 + 1), and 32 is yabēs wer (30 + 2).
Hundreds
Hundreds are formed by prefixing ewān (100) with the root digit, except for 100 itself. For example, 200 is werewān, 300 is yamewān, and 400 is berewān. Compound hundreds are formed with 'ek' meaning 'and': yamewān ek kebeth (311).
Thousands
Thousands are formed by prefixing thān (1,000) with the root digit, except for 1,000 and 2,000. For example, 2,000 is kaphwān, 3,000 is yathān, 4,000 is berthān. Larger thousands follow similar patterns, e.g., bethān (10,000).
Large numbers
One million is tathān, formed by multiplying 1,000 (thān) by 1,000. This indicates a multiplicative pattern for large numbers, consistent with the base-10 and base-20 mixture.
Unique features
The number 6 (gen) is formed by adding 5 (akān) + 1 (ke), showing a quinary influence within the decimal system.
Numbers from 11 to 19 are formed by prefixing beth (10) with the root digit, unlike many languages that use suffixes or separate words.
Tens like yabēs (30) and berbēs (40) are formed by prefixing bēs to the digit root, showing a vigesimal influence for higher multiples of ten.
Compound numbers are built by placing the ten first, then the unit, similar to French (e.g., vingt-et-un), but with a different order and conjunction.
Large numbers like 1,000 (thān) and 1,000,000 (tathān) are formed through multiplicative compounds, reflecting a systematic approach to big numbers.
Cultural context
The Ward people of Aghâr, during the early centuries after Zaragabal, used Wardwesân primarily in trade, rituals, and storytelling. Their society valued precise numerical expressions, especially in trade and astronomy. Numbers like 7 (awan) and 13 (yabeth) might hold cultural significance, though specific taboos are unknown. The language's structure suggests a society that appreciates systematic and layered counting, possibly reflecting their complex social hierarchy and trade practices. The use of large numbers like tathān indicates their awareness of vast quantities, perhaps in territorial or resource management. As a constructed language, Wardwesân offers a glimpse into a fictional culture that blends mathematical sophistication with linguistic creativity.
Fun facts
The number 6 (gen) is formed by adding 5 (akān) + 1 (ke), illustrating a quinary influence within the decimal system.
Unlike English, which uses suffixes for teens, Wardwesân prefixes beth (10) to the digit root, e.g., werabeth for 12.
The formation of 21 as kapht ke (20 + 1) shows a logical pattern similar to other vigesimal systems but with a unique word order.
The word for 1,000 (thān) is used systematically to form larger numbers like 10,000 (bethān), demonstrating a consistent multiplicative pattern.
The language's handling of large numbers like tathān (one million) reflects a systematic approach, combining base-10 and base-20 elements for scalability.
Frequently asked questions
How do you count to 10 in Wardwesân?
1-ke, 2-wer, 3-yām, 4-ber, 5-akān, 6-gen, 7-awan, 8-zena, 9-dara, 10-beth.
What number base does Wardwesân use?
It primarily uses a decimal (base-10) system, but with vigesimal (base-20) influences for tens like yabēs (30) and berbēs (40). For example, 30 is yabēs, formed by prefixing bēs to 3 (yām).
How do you say 42 in Wardwesân?
42 is berbēs ke (40 + 2), formed by combining berbēs (40) and wer (2).
How do you say 100 in Wardwesân?
100 is ewān. For numbers like 311, it is yamewān ek kebeth, combining 300 (yamewān) and 11 (kebeth).
How many people speak Wardwesân?
The exact number of speakers is unknown, as it is a constructed language studied through Frédéric Werst's work, primarily for linguistic and cultural exploration.
Is Wardwesân related to other languages?
Wardwesân is a fictional, constructed language with no direct relation to real-world language families. It is inspired by ancient and mathematical language patterns.
What makes Wardwesân counting unique?
Its combination of decimal and vigesimal elements, especially how it forms teens by prefixing beth (10) to digit roots, and the systematic formation of large numbers like tathān (one million), make its counting system distinctive.