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Numerals

0	atel	1	araz	2	arash	3	aras	4	arar	5	aral
		6	arah	7	arab	8	arap	9	aran	10	aram
		11	arav	12	araf	13	arath	14	arat	15	arad
		16	araj	17	arag	18	araq	19	arak	20	araks

Compound Numbers

The Threadwielder system does not have a fixed base and instead chains numbers together as factors. To prevent this from resulting in excessively long words for numbers, the number being used as a base usually has its distinct suffix shortened into a prefix. A final -atel suffix is optional.

If you were so inclined, you could use the long form and just go haywire:

aralaraharazarasharar
= aralarah'arazarasharar
= atel'aralarah'arazarasharar
= atel + aral * arah + araz * arash * arar
= 0 + 30 + 8
= 38 (decimal)

…but you might get murdered for it. :)

Example shorthand usage with bases:

maraz
= atel'maraz
= atel'arazaram
= atel + araz * (aram)
= 0 + 1 * (10^1)
= 10 (decimal)

matelmaraz
= atelatelaramarazaramaram
= atel'atelaram'arazaramaram
= atel + atel * (aram) + araz * (aram * aram)
= 0 + 0 * (10^1) + 1 * (10^2)
= 100 (decimal)

arahmaraz
= arah'maraz
= arah'arazaram
= arah + araz * (aram)
= 6 + 1 * (10^1)
= 16 (decimal)

arahmarazmaraz
= arah'maraz'maraz
= arah'arazaram'arazaramaram
= arah + araz * (aram) + araz * (aram * aram)
= 6 + 1 * (10^1) + 1 * (10^2)
= 116 (decimal)

arazsharazshatelsharaz
= araz'sharaz'shatel'sharaz
= araz + araz * (arash) + atel * (arash * arash) + araz * (arash * arash * arash)
= 1 + 1 * (2^1) + 0 * (2^2) + 1 * (2^3)
= 1011 (base 2)
= 11 (decimal)

ararharaz
= arar'haraz
= arar + araz * (arah)
= 4 + 1 * (6^1)
= 14 (base 6)
= 10 (decimal)