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Grammatical Concept: The Abstract Sequence

Numbers in Asaxi are classified as Cold Concepts. They do not show agreement with the noun they modify. When counting, the number typically acts as a Floating Quantifier or a Pre-Nominal Modifier depending on emphasis.


1. Cardinal Numbers (0-10)

NumberAsaxiIPA
0dzeŕo/ɕiɡo/
1/saɪ/
2tam/t̪am/
3/faɪ/
4bam/bam/
5ŕă/ɾaɪ/
6sham/ʃam/
7shă/ʃaɪ/
8sam/sam/
9/waɪ/
10dam/d̪am/

2. The Tens System (11-99)

A. Addition (11-19) The base dam (10) is followed by the digit.

  • 11: damsă (10-1)
  • 12: damtam (10-2)

B. Multiplication (20-99) The multiplier digit precedes the base dam, fusing into a single word.

  • 20: tamdam (Two-Ten).
  • 30: fădam (Three-Ten).

C. Complex Tens (Separation Rule) When combining a Multiple of Ten (e.g., 20) with a Unit (e.g., 5), they are written as separate words.

  • Rule: [Ten-Word] + [Unit-Word]
  • 21: tamdam să (20 … 1).
  • 25: tamdam ŕă (20 … 5).
  • 45: bamdam ŕă (40 … 5).

3. Large Numbers (The Prefix & Separation System)

For powers of 10 above 99, Asaxi uses specific Multiplication Prefixes.

  • Hundreds Prefix: da- (e.g., dasă = 100).
  • Thousands Prefix: xa- (e.g., xasă = 1000).

The Separation Rule: Each order of magnitude (Thousands, Hundreds, Tens, Units) stands as a separate word.

Examples:

  • 100: dasă (Hundred-One).
  • 101: dasă să (Hundred … One).
  • 1101: xasă dasă să (Thousand … Hundred … One).
  • 2555: xatam daŕă ŕădam ŕă (2000 … 500 … 50 … 5).
NumberAsaxiLogic
100dasăHundred-One
200datamHundred-Two
101dasăsăHundred-One-One (100+1)
1000xasăThousand-One
2000xatamThousand-Two
1101xasă dasă să1000-100-1

4. Ordinal Numbers (Rank)

To express “First,” “Second,” etc., Asaxi uses the prefix bi- (Line/Queue).

  • Etymology: Derived from bi (Line/Level).
  • Logic: Placing the number in a sequence or line.
OrdinalAsaxiLiteral
1stbisăLine-One
2ndbitamLine-Two
3rdbifăLine-Three

5. Fractions (Division)

To express parts of a whole (“Half,” “Quarter”), Asaxi uses the prefix pù- (Below/Base).

  • Etymology: Derived from pù- (Below).
  • Logic: The number is the “base” or denominator (the number below).
FractionAsaxiLiteral
1/1 (Whole)săsăOne-One
1/2 (Half)pùtamBelow-Two
1/3 (Third)pùfăBelow-Three
1/4 (Quarter)pùbamBelow-Four

Complex Fractions: To express “Two Thirds,” state the Cardinal (Numerator) then the Fractional (Denominator).

Tam pùfă. “Two Thirds.” (2 / 3).

6. Collective Numbers (Sets)

To express a group of items as a single unit (“A pair,” “A trio”), Asaxi uses the suffix -kam (Structure).

  • Etymology: Derived from kamm (Building/Structure).
  • Logic: A constructed set of X items.
CollectiveAsaxiMeaning
Pair / BothtamkamTwo-set
TriofăkamThree-set
DozendamtamkamTwelve-set

7. Iteration (Frequency Count)

To say “X times” or “X occurrences,” attach the suffix -bam to the number.

CountAsaxiMeaning
1xsăbamOnce
2xtambamTwice
3xfăbamThrice
10xdambamTen times

8. Multiples (Reduplication)

To express “Double,” “Triple,” etc., Asaxi uses a Reduplicative Prefix with the vowel è.

  • Formula: C + è + [Number]
TypeBaseCalculationResult
Singles + è + săsèsă
Doubletamt + è + tamtètam
Triplef + è + făfèfă
Quadruplebamb + è + bambèbam

9. Mathematical Nomenclature

  • (Plus / Add).
  • (Minus / Subtract).
  • naŕo (Multiplication). Etym: na (Stacking) + ŕo (Place).
  • pùŕo (Division). Etym: (Below) + ŕo (Place).
  • tambi (Equals). Etym: tam (Two) + bi (Line).

Equation Structure:

[A] tă [B] tambi [C]. A plus B equals C.

Example:

Să tă să tambi tam. One plus one equals two.